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</div><h2>HL Paper 2</h2><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe what is meant by a food chain and a food web.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the relationship between rises in concentration of atmospheric gases and the enhanced greenhouse effect.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em> Accept examples of the points below, provided that the terms underlined are clearly identified. </em></p>
<p><em>Accept only named examples (latin or common names) from natural ecosystems only. </em></p>
<p><em>Do not award marks for general names such as “fish” or “tree”.</em></p>
<p>a. food chain shows transfer of nutrients/energy in an ecosystem / arrows <span style="text-decoration: underline;">from</span> one trophic level <span style="text-decoration: underline;">to</span> the next in examples;</p>
<p>b. between different <span style="text-decoration: underline;">trophic levels</span> / shown in a correct chain or web;</p>
<p>c. starting with a <span style="text-decoration: underline;">producer</span>;</p>
<p>d. followed by at least two levels of <span style="text-decoration: underline;">consumers</span> / shown in a correct chain or web;</p>
<p>e. food web is the (branched) interaction of multiple food chains / cross arrows in examples;</p>
<p>f. using (multiple) <span style="text-decoration: underline;">producers</span> as a source;</p>
<p>g. transferring nutrients/energy to consumers from different food chains;</p>
<p>h. same consumer could be at different trophic levels in a food web;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em> Award [2 max] from the following list of greenhouse gases:</em></p>
<p>a. water vapour;</p>
<p>b. carbon dioxide;</p>
<p>c. methane;</p>
<p>d. oxides of nitrogen;</p>
<p>e. all (of these gases) occur naturally;</p>
<p>f. and human activity has increased the normal level of these gases in recent years;</p>
<p>g. incoming shorter wave radiation <span style="text-decoration: underline;">from the Sun</span>;</p>
<p>h. is re-radiated as longer wave radiation/infrared;</p>
<p>i. (mainly) in the form of heat;</p>
<p>j. captured by greenhouse gases;</p>
<p>k. which increases the atmospheric/ocean temperature;</p>
<p>l. at a higher rate than normal / creating a positive imbalance;</p>
<p>m. which threatens ecosystems/climatic patterns/ocean patterns;</p>
<p>n. Earth’s history had many fluctuations in gas levels/global temperature / some scientists are skeptical about enhanced greenhouse effect;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Food chains and webs seem to be concepts that candidates had come across, but had great difficulties explaining them. Examples given should be realistic and contain specific animals and plants (5.1.4 to 5.1.8), not just “insect” and “bird”.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>An alarming number of candidates still think that the greenhouse gases are kept in by the ozone layer or are part of the ozone layer. Most could identify some greenhouse gases, but few were able to explain the difference between the short wave solar radiation and the much longer re-radiated waves from Earth which are trapped by the gases.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The greenhouse effect is a naturally occurring process.</p>
<p>State <strong>one</strong> greenhouse gas.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The greenhouse effect is a naturally occurring process.</p>
<p>Explain how radiation of different wavelengths is involved in the greenhouse effect</p>
<div class="marks">[2]</div>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The enhanced greenhouse effect can cause a rise in atmospheric temperature.</p>
<p>Outline <strong>two</strong> consequences of a global temperature rise on arctic ecosystems.</p>
<p>1. </p>
<p>2. <br> </p>
<div class="marks">[2]</div>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The enhanced greenhouse effect can cause a rise in atmospheric temperature.</p>
<p>Outline <strong>one</strong> effect of a temperature rise on plants.</p>
<p> </p>
<p> </p>
<div class="marks">[1]</div>
<div class="question_part_label">b (ii).</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>carbon dioxide / methane / oxides of nitrogen / water vapour / ozone / CFCs</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>incoming shorter-wave radiation/UV/visible passes through Earth’s atmosphere;<br>converted to longer-wave radiation/heat/infrared;<br>atmosphere absorbs/traps longer-wave radiation/infrared/heat; <br><em>Answers can be given in the form of an annotated diagram.</em><br><em>Answers must specify long wave/infrared/heat and short wave radiation.</em></p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">increased</span> rates of decomposition (of detritus in permafrost);<br>expansion of the range of habitats available to temperate species;<br>loss of ice habitat;<br>changes in distribution of prey species affecting higher trophic levels;<br>increased success of pest species/pathogens;<br>rise in sea levels;<em> <br>Mark only the first two answers given.</em></p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>rate of photosynthesis increases as temperature increases;<br>rate of transpiration increases as temperature increases;<br>shift in plant distribution / <em>OWTTE</em>;</p>
<div class="question_part_label">b (ii).</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Nearly all candidates could name a greenhouse gas.</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The explanations of the greenhouse effect in (a) (ii) were on average better than when this question had been asked before. Some candidates were still confused between the greenhouse effect and the effects of the ozone layer but many successfully described the difference between short and long wave radiation in penetration of the atmosphere. The absorption of short wave radiation by the Earth’s surface and emission of longer wavelengths by the heated surface were less well described</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part (b) (i) was an easy question and many candidates scored both marks. Candidates should be encouraged to write more than a short phrase as an answer to an “outline” question as in some cases too little had been stated for one of the points on the mark scheme to have been earned.</p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part (b) (ii) is another question where it was safer to write one or two sentences than just a word or short phrase. Many candidates outlined the effect of global temperature rises on photosynthesis. Only those who stated that photosynthesis rates would rise were given a mark. Those that predicted a fall, based this on a prediction that enzymes used in photosynthesis would be denatured. The temperature rise due to the enhanced greenhouse effect is unlikely to be large enough to cause this. Smaller temperature rises might cause an increase in photorespiration but this was not the reason for a fall that candidates were giving.</p>
<div class="question_part_label">b (ii).</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between autotrophs and heterotrophs.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>saprotroph</em>.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State an external feature that is different in:</p>
<p>Cnidaria and Mollusca.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State an external feature that is different in:</p>
<p>Mollusca and Annelida.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c (ii).</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>autotrophs make their own food/organic molecules/organic matter <span style="text-decoration: underline;">and</span> heterotrophs feed on/obtain their food/organic molecules from other organisms;<br>autotrophs use/require inorganic molecules/CO<sub>2</sub> <span style="text-decoration: underline;">and</span> heterotrophs require (complex) organic molecules;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>an organism that lives on/in non-living/dead (organic) matter and secretes digestive enzymes/digestive juices into it / <em>OWTTE</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Cnidaria have radial symmetry while Mollusca have <span style="text-decoration: underline;">bilateral</span> symmetry;<br>Cnidaria have tentacles/nematocysts/stinging cells while Mollusca do not;<br>Mollusca (may) have a (hard) shell while Cnidaria do not;<br>Mollusca have a mouth and anus while Cnidaria have only one opening;<br>Mollusca have a muscular/large foot while Cnidaria do not;<br>other valid external difference;</p>
<div class="question_part_label">c (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Annelida are segmented while Mollusca are not (visibly segmented);<br>Annelida may have bristles/chetae/chaetae while Mollusca do not;<br>Mollusca (may) have a (hard) shell while Annelida do not;<br>Mollusca have a muscular/large foot while Annelida do not;<br>other valid external difference;</p>
<div class="question_part_label">c (ii).</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Nearly all candidates knew something about autotrophs and heterotrophs but answers tended to be too loose to score many marks. A common error was to suggest that plants make energy.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Fewer than half of candidates were able to state what a saprotroph is. Answers had to make it clear that saprotrophs feed on dead organic matter by external digestion, to exclude detritivores that ingest dead matter.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates were evenly divided between those who had no idea of the external features of Cnidaria, Annelida and Mollusca, those who knew some of their features but failed to score marks because they did not give both sides of the comparison and those who gave correct and full comparisons. <br><br></p>
<div class="question_part_label">c (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates were evenly divided between those who had no idea of the external features of Cnidaria, Annelida and Mollusca, those who knew some of their features but failed to score marks because they did not give both sides of the comparison and those who gave correct and full comparisons. <br><br></p>
<div class="question_part_label">c (ii).</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the relationship between the rise in the concentration of atmospheric carbon dioxide and the enhanced greenhouse effect.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the precautionary principle.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Antibiotic resistance in bacteria is an example of evolution in response to environmental change. Using another example, explain how an environmental change can lead to evolution.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>CO<sub>2</sub> is a greenhouse gas;<br><span style="text-decoration: underline;">increases</span> in CO<sub>2</sub> <span style="text-decoration: underline;">increase</span>/<span style="text-decoration: underline;">enhance</span> the greenhouse effect;<br>greenhouse effect is a natural phenomenon but not its increase;<br>Earth receives short wave radiation <span style="text-decoration: underline;">from the sun</span>;<br>reradiated from Earth as longer wave radiation/infra red/heat;<br>CO<sub>2</sub> /greenhouse gases trap/absorb longer wave radiation/infra red/heat;<br>global warming happened during same time/period as CO<sub>2</sub> rise;<br>CO<sub>2</sub> concentration correlated (positively) with global temperature / global temperature increases as CO<sub>2</sub> concentration increases;<br>(causal) link accepted by most scientists;<br>no proof that man-made increases in CO<sub>2</sub> have caused global warming;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>those proposing something must prove that it causes no harm;<br>before they start to do it;<br>objectors do not have to prove that there will be harm;<br>activities that risk/threaten/may cause harm are banned;<br>trials/tests must be done first;<br>precautionary principle is applied when possible consequences are severe;<br>precautionary principle should be used in the case of global warming;<br>action should be taken to reduce CO<sub>2</sub> emissions before proved it is the cause;<br>another example of implementation of the precautionary principle;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">natural selection</span> (in correct context); <br>better-adapted individuals survive/more likely to survive;<br>more reproduction/genes passed on by better adapted individuals;<br>name of species; (<em>accept even if remainder of answer is invalid</em>)<br>description of original/decreasing phenotype;<br>type of environmental change that led to evolution;<br>consequence of environmental change<br>description of new/increasing phenotype;<br>genetic basis of phenotypes;<br>reason for new phenotype being better adapted;<br>detail of reason for adaptedness of new phenotype;</p>
<p><em>The following has been provided as an example answer.</em><br><em>great tit;</em><br><em>bird that lays its eggs in spring;</em><br><em>global warming/climate change;</em><br><em>more caterpillars (on trees) in early spring;</em><br><em>laying eggs earlier in spring;</em><br><em>time of egg laying is (partly) genetically controlled;</em><br><em>eggs laid early hatch at start of period of greatest food abundance;</em><br><em>more young can be fed/young grow faster/fewer deaths;</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Answers to part (a) were varied but mostly were rather weak, with confusion about long wave and short wave radiation and between the greenhouse effect and ozone depletion. Most answers explained the greenhouse effect in general terms and only a few really described the relationship between the rise in atmospheric carbon dioxide and the enhanced greenhouse effect. The best answers explained that the greenhouse effect is a natural phenomenon but that there was been an anthropogenic increase in carbon dioxide concentrations that is positively correlated with global warming. Although not proven, almost all climate scientists accept that there is a causal link.</p>
<p>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part (b) was also poorly answered on the whole, with much evidence of guesswork rather than secure understanding. The term precautionary principle has been used in different ways and a teacher‟s note was therefore inserted in the current IB Biology programme, to make clear what is expected in answers to IB Biology questions. Teachers are encouraged to follow the guidance in that note.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part (c) of this question was also poorly answered. Fewer than half of candidates gave an acceptable example of evolution in response to environmental change. Candidates were expected to give a real and well documented example, with the species named and the precise environmental change explained. Resistance to a named pesticide in a named pest species was acceptable for example, but not accounts of how resistance might develop in general. Giraffes were not accepted as an example, as their evolution cannot be tied in to any proven and specific environmental change. The human examples that were seen in candidates' answers were also not accepted. </p>
<p>Many candidates' answers were vague and confused and in some cases were based on guesswork, in the hope that examiners might not realise. It is of course unacceptable to fabricate examples and evidence in science, whether in an exam or any other situation. Particularly with evolution, any assertion that we make should be based on reliable evidence. Despite these negative comments about the quality of answers, some were excellent with a clear explanation of how the characteristics of a species can change by natural selection when the environment of a species has changed. </p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Most of the surface of the Earth is covered with a wide diversity of ecosystems. Outline <strong>two</strong> general characteristics of all ecosystems.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Vascular plants can be found in a wide variety of ecosystems.</p>
<p>Outline active transport in phloem tissue.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Vascular plants can be found in a wide variety of ecosystems.</p>
<p>Explain how a plant replaces the water it loses in transpiration.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. organisms/community plus the environment / biotic and abiotic «components» </p>
<p>b. interactions </p>
<p>c. ecosystems show sustainability </p>
<p>d. nutrients are recycled in ecosystems </p>
<p>e. energy flows through ecosystems </p>
<p>f. producers «are part of all ecosystems» </p>
<p>g. decomposers/saprotrophs «are part of all ecosystems»</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. active transport/pumps used to load sugars/sucrose into phloem/companion cells/sieve tubes </p>
<p>b. loading in sources/unloading in sinks<br><em><strong>OR</strong></em><br>sucrose/sugars moved from source to sink </p>
<p>c. active transport moves H<sup>+</sup> out of phloem/sieve tubes «to make H<sup>+</sup> gradient in the leaf/source» </p>
<p>d. H<sup>+</sup> gradient used for co-transport of sucrose into phloem/sieve tubes/companion cells</p>
<p><em>Accept protons or hydrogen ions instead of H+ ions.</em></p>
<p><em>Accept the equivalent of mpc and mpd for unloading in the sink.</em></p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. transpiration/evaporation of water causes suction/tension </p>
<p>b. water sucked/drawn out of <span style="text-decoration: underline;">xylem</span> «in leaf» </p>
<p>c. water moves up in xylem </p>
<p>d. due to suction/tension/pulling forces </p>
<p>e. cohesion of water/hydrogen bonds between water molecules </p>
<p>f. movement from roots to leaves </p>
<p>g. water enters root by osmosis/due to higher solute concentration inside root</p>
<div class="question_part_label">c.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how plants carry out gas exchange in the leaves.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the causes and consequences of the enhanced greenhouse effect.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the role of limiting factors in photosynthesis.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>gases/O<sub>2</sub> and CO<sub>2</sub> enter/exit the leaf through the <span style="text-decoration: underline;">stomata</span>;<br>by diffusion / down the concentration gradient;<br><span style="text-decoration: underline;">photosynthesis</span> maintains concentration gradients/high O<sub>2</sub> and low CO<sub>2</sub> in the leaf;<br><span style="text-decoration: underline;">guard cells</span> open the stomata during the day / close the stomata at night;<br>gases/O<sub>2</sub>/CO<sub>2</sub> move through <span style="text-decoration: underline;">air spaces</span> in the spongy (mesophyll);<br>CO<sub>2</sub> <span style="text-decoration: underline;">dissolves</span> in moisture in (mesophyll) cell walls;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>burning of (fossil) fuels/coal/oil/gas releases carbon dioxide;<br>deforestation/loss of ecosystems reduces carbon dioxide uptake;<br>methane emitted from cattle/livestock/melting permafrost/waste dumps;<br>heating of the atmosphere/global warming/climate change;<br>melting of ice caps/glaciers/permafrost / sea level rise / floods / droughts / changes in ocean currents / more powerful hurricanes / extreme weather events / other abiotic consequence;<br>changes in species distributions/migration patterns / increased decomposition rates / increases in pest/pathogen species / loss of ice habitats / other biotic consequence;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>factor nearest its minimum/furthest from its optimum is limiting;<br>increasing a limiting factor with other factors constant increases the rate;<br>increasing a non-limiting factor with other factors constant has no effect on rate;<br>light intensity is limiting in dim/low intensity light / at night;<br>photosynthesis (directly) proportional to intensity up to plateau / graph to show this;<br>light intensity affects the light-dependent reactions/production of ATP/NADPH;<br>temperature limiting at low and high temperatures;<br>optimum temperature with lower rates above and below plateau / graph to show this;<br>low temperatures limit the rate of light-independent reactions/Calvin cycle;<br>RuBP carboxylase/rubisco does not fix carbon dioxide at high temperatures;<br>carbon dioxide concentration is limiting in bright light and warm temperatures;<br>photosynthesis is (directly) proportional to CO<sub>2</sub> concentration up to plateau / graph to show this;<br>low CO<sub>2</sub> concentration limits carbon fixation/reaction between CO<sub>2</sub> and RuBP;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>This question was based on assessment statement 9.1.3, which includes the relationship between the structure of the leaf and its role in gas exchange. All that was needed was an outline of the structure of the spongy mesophyll, guard cells and stomata, in relation to the diffusion of carbon dioxide into the leaf and oxygen out. Scores were typically poor, with many candidates missing the basic points. More candidates for example for example seemed to state that CAM plants open their stomata for gas exchange at night than that most plants open their stomata in the day. </p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Scores were mostly much better in this part of the question, with nearly all candidates at least mentioning warming due the enhanced greenhouse effect and an example of the abiotic and biotic consequences. The cause of the enhanced greenhouse effect was less well understood, with vagueness about what is causing carbon dioxide levels to increase and other greenhouse gases often not mentioned. There was considerable confusion, as so often, between ozone depletion and the greenhouse effect. It is easy to assume that candidates will be able to distinguish between these two phenomena easily and that little teaching is required, but all those who marked this exam will know that careful teaching is very much required.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was another area of relatively poor understanding, perhaps because weaker candidates tended to choose question 7. A basic minimum was to know that light intensity, temperature and carbon dioxide concentration are the three main limiting factors of photosynthesis. Many failed at this first hurdle, omitting one or more of the main three and including instead pH, water availability or various other biotic and abiotic factors. Perhaps some candidates were confusing enzyme activity with photosynthesis. What was required for each of the three factors was a clear statement of the relationship between the level of the variable and the rate of photosynthesis, ideally by means of an annotated sketch graph, and then some details of the reasons for the rate of photosynthesis changing as the level of the variable changed. A common misconception was to say that the rate reduces at higher temperatures because of enzyme denaturation when in fact the rate reduction occurs at much lower temperatures than those at which this would happen. The problem at higher temperatures is due to RuBP carboxylase failing to fix carbon dioxide effectively. </p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how and where energy is stored in plants. </p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Ecologists sometimes display data from an ecosystem using a diagram called a pyramid of energy. Describe what is shown in pyramids of energy.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the control of body temperature in humans.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. glucose (from photosynthesis) stored as starch;<br>b. starch stored (as granules) in chloroplast/in plastids;<br>c. (starch stored) in seeds/storage roots/stem tubers;<br>d. stored as lipids/oils;<br>e. (lipid/oils storage) in seeds;<br>f. lipids store twice as much energy per gram as starch;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. pyramid of energy shows the flow of energy from one trophic level to the next (in a community);<br>b. units of pyramids of energy are energy per unit area per unit time/kJ m<sup>–2</sup> yr <sup>–1</sup>;<br>c. bar width is proportional to the energy stored (in the biomass) in that trophic level;<br>d. the first/lowest trophic level is producers;<br>e. second level is primary consumers/herbivores;<br>f. third level of secondary consumers/carnivores;<br>g. only a small amount (10 to 20 %) of energy of one level is passed to the next;<br>h. bar width/energy stored in the trophic level decreases (proportionally) as you go up each level;<br>i. pyramid shows that there is a limit to the length of food chains; <br><em>Award any of the above marking points to a correctly drawn and clearly labelled pyramid.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. normal body core temperature constant/36.5 to 37.5°C; (<em>accept single values within this range</em>)<br>b. regulated by negative feedback/homeostatic mechanisms;<br>c. hypothalamus is the centre of thermoregulation;<br>d. hypothalamus sends impulses to the body to increase/decrease temperatures;<br>e. release of sweat (by sweat glands in the skin) if skin temperature rises;<br>f. evaporation of water cools the body; (<em>concept of evaporation must be mentioned</em>)<br>g. heat is transferred by blood;<br>h. transfer of heat from body core in blood to surface;<br>i. if temperature rises, increased flow of blood/heat to the skin/vasodilation of skin blood vessels/arterioles; (<em>do not accept veins, arteries or capillaries</em>)<br>j. if temperature drops, decreased flow of blood/heat to the skin/vasoconstriction of skin blood vessels/arterioles; (<em>do not accept veins, arteries or capillaries</em>)<br>k. shivering increases heat production (in muscles);<br>l. example of one behavioural mechanism; (<em>eg reducing activity (to lower body temperature) / reducing exposed surfaces (to reduce heat loss</em>)</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>This was a popular question among candidates. </p>
<p>For part a, many did not earn full marks and this appeared to be due to a lack of knowledge of this part of the syllabus.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was a popular question among candidates. </p>
<p>For b, many candidates easily earned the marks for parts d, e and f requiring them to identify examples of organisms that occupy the various trophic levels of organisms. A number lost marks due to poorly constructed diagrams especially in relation to the bars not being drawn proportionately. Few correctly indicated the correct units for productivity of the various trophic levels.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was a popular question among candidates. </p>
<p>Part c was generally well done. Most used the term homeostasis and negative feedback in their answers. A number have a misconception regarding vasodilation and vasoconstriction as they are writing that arterioles move toward and away from the skin surface. Few discussed the role of the hypothalamus in regulated body temperature.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of a eukaryotic plant cell as seen in an electron micrograph.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how the energy flow through food chains limits their length.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>In hot, dry conditions plants lose water rapidly due to transpiration. Explain how the structures and processes of the plant allow this water to be replaced.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">Cell wall</span> shown with two continuous lines to indicate the thickness</p>
<p><span style="text-decoration: underline;">Plasma membrane</span>/<span style="text-decoration: underline;">cell membrane</span> shown as a single continuous line</p>
<p><em>Accept inner line of wall as membrane if clearly labelled.</em></p>
<p><span style="text-decoration: underline;">Nuclear membrane</span>/<span style="text-decoration: underline;">nucleus</span> shown with double membrane and nuclear pores</p>
<p><span style="text-decoration: underline;">Vacuole</span> «membrane»/<span style="text-decoration: underline;">tonoplast</span> shown as a single continuous line</p>
<p><span style="text-decoration: underline;">Chloroplast</span>/<span style="text-decoration: underline;">plastid</span> shown with a double line to indicate the envelope and thylakoids/grana</p>
<p><span style="text-decoration: underline;">Mitochondrion</span> shown with double membrane/cristae</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Only a small proportion/20 %/10 % «of energy» can pass from one trophic level to the next <em>Accept named trophic levels or named stages in a food chain in place of “trophic levels”</em>.<br><em><strong>OR</strong></em><br>large proportion/80 %/90 % lost between one trophic level and the next <em>Accept if clearly shown in a diagram such as a pyramid of energy</em>.</p>
<p>Energy released by <span style="text-decoration: underline;">respiration</span> <em><strong>AND</strong></em> lost as <span style="text-decoration: underline;">heat</span> <em>Not just respiration or heat</em>.<span style="text-decoration: underline;"><br></span></p>
<p>Energy losses due to uneaten parts/undigested parts/feces/egestion</p>
<p>Not enough energy for 4th/5th/later stages of a food chain<br><em><strong>OR</strong></em><br>more energy available if feeding at an earlier stage in a food chain</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">Evaporation</span> of water «in leaf/mesophyll» creates tension/low pressure/negative pressure «potential»/pulling force/transpiration pull</p>
<p>Water drawn through cell walls/out of xylem «in leaf» by <span style="text-decoration: underline;">capillary action</span>/<span style="text-decoration: underline;">adhesion</span> «to cellulose»</p>
<p><span style="text-decoration: underline;">Low pressure</span>/<span style="text-decoration: underline;">tension</span>/<span style="text-decoration: underline;">suction</span>/pulling force in <span style="text-decoration: underline;">xylem</span></p>
<p><span style="text-decoration: underline;">Hydrogen bonds</span> make water cohesive/allow water to be pulled up under tension/allow the transpiration pull «to move water»</p>
<p>Xylem resists tension/low pressure/collapse with <span style="text-decoration: underline;">thickened</span>/<span style="text-decoration: underline;">lignified walls</span></p>
<p>Water travels from the <span style="text-decoration: underline;">roots</span> to the <span style="text-decoration: underline;">leaves</span> in <span style="text-decoration: underline;">xylem</span></p>
<p>Water absorbed in roots by <span style="text-decoration: underline;">osmosis</span></p>
<p>Active transport of ions/solutes into roots «enabling osmosis»</p>
<p>Deep/wide ranging/extensive root systems/taproots/many root hairs</p>
<p>Thick/waxy cuticle reduces transpiration/water loss/evaporation</p>
<p>Small/no leaves/reduced surface area of leaves/thorns instead of leaves</p>
<p>Few stomata/stomata in pits/rolled leaves</p>
<p>Hairs on leaf surface «to reduce air flow near the leaf/reflect sunlight»</p>
<p>Stomata open at night/CAM physiology to reduce water loss</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Diagrams of plant cell structure were mostly rather poor and few candidates scored full marks. The question specified ‘as seen in an electron micrograph’. Many diagrams showed the appearance of plant cells in a light micrograph. This allowed marks for cell wall and cell membrane to be awarded, but not for internal structures such as the nucleus as their representation was not detailed or accurate enough. In contrast to the membrane diagrams in 6(a), many of these cell diagrams were carelessly drawn with overlapping, multiple or discontinuous lines used for structures that have a single continuous edge.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This is a familiar question, though there was a slight twist in that candidates were expected to explain specifically why food chains cannot be long. Nearly all candidates wrote about energy losses between trophic levels and many mentioned the '10% rule' though in some cases got it the wrong way round and stated that 10% of energy is lost. Too few candidates mentioned the most important idea – that release of energy by cell respiration and its use is accompanied by loss of energy from a food chain in the form of heat.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question caused some problems. It was another case where a sentence had been added to set the scene, but it proved a distraction rather than an aid to focus. The wording of the question as a whole was clear, but many candidates seemed not to have read to the end of the second sentence and they did not therefore explain how losses of water by transpiration are replaced. Some answers were concerned exclusively with xerophytic adaptations. An extensive markscheme was devised that allowed these answers to score up to five marks. Those candidates who did actually describe the uptake and transport of water within the plant were able to score full marks. There were few really strong answers and many misunderstandings. One in particular is worth mention: capillary action due to adhesion of water to xylem walls only helps to refill xylem vessels when they are air-filled. If a plant is transpiring the xylem will be filled with water under tension and adhesion cannot cause upward movement.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>In ecosystems, energy is used to convert inorganic compounds into organic matter. Energy enters ecosystems through producers.<br> </p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the processes by which light energy is converted into chemical energy.</p>
<div class="marks">[8]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how energy flows through and is used by organisms in ecosystems.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. plants/producers/autotrophs convert light to chemical energy by <span style="text-decoration: underline;">photosynthesis</span></p>
<p>b. chlorophyll/photosynthetic pigments absorb light</p>
<p>c. electrons are excited/raised to higher energy level</p>
<p>d. excited electrons pass along chain of electron carriers</p>
<p>e. energy from electrons used to pump protons across thylakoid membrane/into thylakoid space</p>
<p>f. chemiosmosis/proton gradient used to make ATP</p>
<p>g. ATP synthase generates ATP</p>
<p>h. pigments arranged in photosystems</p>
<p>i. electrons from Photosystem II flow via the electron chain to Photosystem I</p>
<p>j. electrons from Photosystem I are used to reduce NADP</p>
<p>k. ATP and reduced NADP used in the light independent reactions/Calvin cycle</p>
<p>l. carbohydrate/glucose/carbon compounds produced containing energy</p>
<p><em>Award marking points for any point made on a clearly annotated diagram.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. producers/plants/autotrophs obtain energy from light/sun/inorganic sources</p>
<p>b. food contains energy / energy passed in the form of food/carbon compounds (along food chains/between trophic levels)</p>
<p>c. consumers obtain energy from other organisms/from previous trophic level </p>
<p><em>This mark point distinguishes consumers from producers.</em></p>
<p>d. energy released (in organisms) by (cell) respiration </p>
<p><em>Reject energy used in respiration.</em></p>
<p>e. ATP produced</p>
<p>f. energy/ATP used for biosynthesis/movement/active transport/other valid use of ATP</p>
<p>g. less energy available / energy lost at each trophic level</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The image shows a food web.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Using the food web, identify a detritivore.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Using the food web, identify a saprotroph.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">State the name of the domain to which birds, such as the Elf owl, belong.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Outline the energy flow through this food web.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>earthworm/woodlouse</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>bacteria/fungi</p>
<p><em>Do not accept protozoans or nematodes as they are consumers</em>.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>eukaryote/eukaryota/eukarya</p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. light energy of Sun is converted by plant/autotroph to chemical energy «in carbon compounds through photosynthesis» <br><br>b. detritivores/saprotrophs decay plant material «that accumulates in the soil» to obtain energy <em>OWTTE</em></p>
<p>c. consumers release energy from the carbon compounds by cell respiration energy lost as heat </p>
<p>d. energy is used by organisms for metabolism </p>
<p>e. energy is transferred between organisms/trophic levels through the food chains/web <br><em>For mp e, accept specific </em><em>example such as energy is transferred from primary to secondary consumer etc</em>.</p>
<p>f. energy is lost at each trophic level «so lengths of food chains/web are restricted»<br><em><strong>OR</strong></em><br>approximately 80/90 % of energy is lost «between trophic levels»<br><em>Vice versa</em></p>
<p><em>Award mark points that refer to the specific organisms from this food web.</em></p>
<p> </p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The food web below shows some of the feeding relationships found between the organisms living in or near a river in England.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify an organism in the food web that is an autotroph. </p>
<div class="marks">[1]</div>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify an organism in the food web that is both a secondary and tertiary consumer.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the flow of energy in the food web differs from the movement of nutrients.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss reasons why the levels of a pyramid of energy differ in size.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>diatoms / (other) algae</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>trout</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>nutrients are recycled in a food web <span style="text-decoration: underline;">and</span> energy enters and leaves/is not recycled;<br>nutrients are recycled by saprotrophs/returned to environment and reused;<br>while energy (enters as light and) is dispersed as heat;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(the shape of pyramid) shows energy lost from base to top of pyramid/80 to 90 % lost at each trophic level;<br>(because) energy is used/released through cell respiration/heat/metabolism/ movement (at each trophic level);<br>not all tissues are eaten<em> i.e.</em> bone/hair/cellulose/excretion/undigested/die (so energy is not available for next trophic level);</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p> Virtually all candidates were able to identify the diatoms/algae as autotrophs in (i)</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many identified the trout as both a secondary and tertiary consumer in (ii), although some seemed to think this part of the question asked for two different organisms here, not a single one with two different positions within the food web. </p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates explained the decrease in energy along a food chain, most referring to the loss of energy due to respiration or heat, but many did not refer to the fact that it cannot be recycled. Many left out reference to nutrients and the fact that they are recycled.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In (c) most displayed a general knowledge of the shape of an energy pyramid, but unfortunately, as many had described energy loss in part (b), they did not refer to it again in part (c). However, most mentioned the loss of energy due to respiration, etc. or the fact that some material is not digestion.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Migrating birds must refuel along the way in order to continue flying. A field study was conducted among four different species of migrating birds known to stop at high quality and low quality food sites. Two techniques were used to assess food quality in the stopover sites. Birds were captured and weighed at the two sites. Blood samples were taken from the birds to determine nutrient levels in their blood. The two techniques were compared for their effectiveness.</p>
<p>The table below shows data collected from the two sites during one season.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="specification">
<p>A method was used to determine the average mass change in grams per hour (gh<sup>-1 </sup>) during the study. Graph A represents a summary of data collected during one season whereas Graph B represents a summary of data collected over 17 years. </p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>Among birds, high triglyceride concentration in blood plasma indicates fat deposition whereas high butyrate concentration in blood plasma indicates fat utilization and fasting. The following data summarizes triglyceride levels and butyrate levels measured for the same groups of birds.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Considering all the birds sampled, identify which species was sampled the most and which was sampled the least. </p>
<p>Most:</p>
<p>Least:</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the data from the table, calculate the percentage difference in mean bird mass for the hermit thrushes refueling at Site 1 compared to those refueling at Site 2.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the 17-year summary data for the hermit thrush and the magnolia warbler.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Evaluate the one season data for the hermit thrush and the American robin with regard to average mass change per hour at Site 1.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe, using the triglyceride levels graph, the results at Site 1 and Site 2 for all of the birds.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the differences in the triglyceride level and butyrate level for the hermit thrush at Site 1 and Site 2.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Scientists have hypothesized that the food quality is better at Site 1 than at Site 2. Evaluate this hypothesis using the data provided.</p>
<div class="marks">[2]</div>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest<strong> one</strong> advantage and <strong>one</strong> disadvantage for blood sampling rather than weighing birds to assess food quality at stopover sites.</p>
<div class="marks">[1]</div>
<div class="question_part_label">h.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>most</em>: white-throated sparrow/WS<br><em>least</em>: American robin/AR<br>(<em>both needed to award the mark</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>5% / 5.03% / 5.3% (<em>unit required</em>) (<em>Accept answers in the range of 5 % and 5.3 %</em>)<br><em>No indication needed of whether percentage difference is an increase or decrease.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>both birds show an increase in mass at <span style="text-decoration: underline;">Site 1</span> <span style="text-decoration: underline;">and</span> a decrease at <span style="text-decoration: underline;">Site 2</span>;<br>MW has a greater increase than HT at Site 1; (<em>do not accept larger/greater change</em>)<br>MW has a greater decrease than HT at Site 2; (<em>accept negative change</em>)<br>MW has larger mass change at both sites/Site 1 and Site 2; <em><br>Do not accept answers quoting only numerical statements.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>HT data is reliable whereas AR data is unreliable / differences not significant / uncertainty higher with AR;<br>(because) error bars/variation/range/standard deviation large for AR / larger for AR than for HT;<br>(because) smaller sample of AR than of HT; <em><br>Do not accept comments about whether the data is accurate or not.</em></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>all have a higher concentration of triglyceride at Site 1 than at Site 2;<br>HT (and WS) highest at both sites/at Site 1;<br>MW lowest at Site 1 <span style="text-decoration: underline;">and</span> AR lowest at Site 2; <em><br>Do not allow answers quoting only numerical statements.</em></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>triglyceride higher at Site 1 because more fat deposition / HT eats more;<br>butyrate higher at Site 2 because more fat/triglyceride utilized / HT fasts more;</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(data supports hypothesis) because mean mass at Site 1 is greater than at Site 2 (for all birds);<br>because mass gained at Site 1 but mass falls (mostly) at Site 2 (over 17 years);<br>because triglyceride levels higher at Site 1 / butyrate levels higher at Site 2 / more fat deposited at Site 1 / more fat utilized at Site 2 / more fasting at Site 2;</p>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>advantage:</em><br>need to capture bird only once to get data / no need to mark and catch birds again;<br>more informative data can be gathered; (<em>do not accept unqualified “more precise”</em>)</p>
<p><em>disadvantage:</em><br>removal of blood is more stressful/risky for the bird than weighing;<br>danger of infection / spread of disease / harm to birds;<br>extra time/money/laboratory equipment is needed to analyse results;<br>could include fat/triglyceride/butyrate from previous/long-term feeding;<br>nutrients from food eaten at these sites may not have been absorbed yet; <br><em>Award <strong>[1]</strong> for one advantage and one disadvantage that are not the converse </em><em>of each other. Do not allow a second advantage or second disadvantage </em><em>given in the answer.</em></p>
<div class="question_part_label">h.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Part (a) was intended to be an easy start to the question and almost all candidates answered it correctly.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The percentage calculation in (b) was only answered by about half of candidates, perhaps because of the wording of the question, which did not make it clear whether the difference should be calculated as a percentage of that at Site 1 or at Site 2. Candidates were expected to calculate the difference between the two masses by subtraction and then divide either by the mass at Site I or at Site 2. Candidates performed many other calculations, but as only one mark was available, no credit was given for these.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The best answers in (c) made it clear whether the mass changes were increases or decreases, but many answers were vaguer, referring only to mass changes. There was some confusion between mass and mass change, with some some candidates implying that a negative mass change was a low mass. In some cases answers to this question consisted only of figures quoted from the bar chart, rather than a genuine comparison and so did not score any marks.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In (d) candidates were asked to evaluate data. The command term evaluate is defined as assessment of the implications and limitations. In this case it was the limitations of the data that were relevant. Candidates were expected to use the size of error bars and the sample sizes to assess the reliability of the data. Many candidates wrote instead about the differences between the data for the hermit thrush and American robin, without any actual evaluation.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part (e) of question 1 tested a different skill in data analysis. Candidates were expected to pick out the most significant features of the data and as in (c), answers that merely quoted numerical figures from the bar chart mostly scored few marks. The points that the stronger candidates were made were that the triglycerides level at Site 1 was higher than that at Site 2 in all bird species and that the hermit thrush had the highest levels at both sites, whereas the Magnolia warbler was lowest at Site 1 and the American robin was lowest at Site 2. </p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>1(f) was another part of the question where it was important to pay attention to the command term. The term explain indicates that causes, reasons or mechanisms are required. In this case the causes of triglycerides levels being higher at Site 1 and of butyrate levels being higher at Site 2 were expected. The stem of the question had given the explanations that should have been given –fat deposition or fat utilisation.</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part (g) involved another evaluation, in this case of a hypothesis. Candidates were expected to conclude that the data supported the hypothesis. No mark was given this and instead marks were awarded for evidence. </p>
<p>Most candidates only considered the butyrate and triglycerides levels and so scored a maximum of one mark. The second mark was only awarded if candidates gave a broader answer by referring back to differences given earlier in the question for mean mass or mass change between Site 1 and Site 2.</p>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The last part of the question involved suggesting and advantage and a disadvantage of blood sampling. A huge variety of answers were given but few candidates gave both an advantage and a disadvantage that the examiners considered acceptable. The disadvantage was the easier of the two and many candidates wrote about the stress of the procedure for wild birds or harm that the loss of blood might cause. The advantage that was most often given was the opportunity to obtain precise measurements for many different nutrients in blood, compared to the rather blunt assessment of food quality that weighing gives. There was some confusion about the meanings of terms such as precision and accuracy. Birds can of course be weighed accurately with great precision, whereas some candidates implied that blood tests were inherently more accurate and precise.</p>
<div class="question_part_label">h.</div>
</div>
<br><hr><br><div class="specification">
<p>The table provides some information about organisms found in an Arctic environment.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Label the diagram to complete the food web for the organisms in the table above. </p>
<p><em><img 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" alt></em></p>
<p>(ii) Deduce the trophic level of Artic cod. </p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the movement of energy and nutrients in an ecosystem.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img 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" alt></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p align="LEFT">energy moves through/enters and leaves ecosystems / need a constant source of energy;</p>
<p>nutrients cycled between biotic and abiotic environment/in cycles such as C/N;</p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>In (a) most were able to gain both marks for the food web, but only about half were able to deduce that the arctic cod was a secondary consumer. In part (b) most knew about the 10% passing to the next trophic level in a food chain, but did not apply this to the ecosystem – i.e. that it has to be continually replaced. The concept of ‘nutrients’ was poorly understood by many.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In (a) most were able to gain both marks for the food web, but only about half were able to deduce that the arctic cod was a secondary consumer. In part (b) most knew about the 10% passing to the next trophic level in a food chain, but did not apply this to the ecosystem – i.e. that it has to be continually replaced. The concept of ‘nutrients’ was poorly understood by many.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>Bottlenose dolphins (<em>Tursiops truncatus</em>) inhabit almost all tropical and temperate oceans between 45°N and 45°S. Over a two-year period, aerial surveys were carried out to investigate the seasonal distribution of these animals along the mid-Atlantic and eastern coastal waters of the USA. Sightings were recorded using a global positioning system (GPS) while flying in a regular pattern within approximately 65 km of the shore. A total of 12 760 dolphins were sighted over the two-year period and the data are summarized in the chart below.</p>
<p>Each bar corresponds to a single survey and the length of the bar corresponds to the total number of bottlenose dolphins counted in that survey. The circles with numbers indicate numbers of dolphins.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>As part of the same study, coastal aerial surveys were carried out over the same time period by flying parallel to the coast approximately 500 m offshore. The diagram below shows a map of the section of coast surveyed. The bar graph shows the seasonal data for summer and winter at the corresponding latitudes (°N). A total of 5431 bottlenose dolphins were sighted during these surveys.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>In a different study, researchers investigated the role of water temperature as a possible factor in the distribution of bottlenose dolphins. The rate of metabolism (measured as the rate of oxygen uptake per unit mass) of five captive adults was measured under a range of water temperatures. The rate of metabolism was found to increase significantly when the water temperature fell below a certain value known as the lowest critical water temperature (LCT<sub>w</sub>). Below this temperature the body uses more energy to combat the cooling effect of the surrounding water. The data for these animals are summarized below.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the largest number of dolphins counted in a single survey.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the mean number of dolphins counted per survey for the winter season.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the data for the dolphin populations in winter and summer.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the distribution of dolphins in summer and winter.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> reason for the differences in distribution.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the relationship between body mass and LCT<sub>w</sub> for male dolphins.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> reason for the high LCT<sub>w</sub> measured for the female dolphin.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Evaluate the hypothesis that water temperature determines the range and distribution of bottlenose dolphins in the wild.</p>
<div class="marks">[2]</div>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how an increase in water temperature due to global warming could affect the distribution of bottlenose dolphins along the eastern coast of the USA.</p>
<div class="marks">[2]</div>
<div class="question_part_label">h.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>2200 (<em>allow answers in the range 2175–2225</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>800 (<em>allow answers in the range 750–850</em>)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>more surveys in summer / fewer in winter;<br>larger average/biggest number sighted (per survey) in winter / converse;<br>larger <span style="text-decoration: underline;">total</span> number of dolphins (from adding up all surveys) in summer;<br>variation in both seasons / overlap in numbers between summer and winter; <br><em>Do not accept answers relating to distribution.</em><br><em>Do not accept answers stating that the dolphin population is higher in winter.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>more evenly distributed in summer than in winter (across latitudes);<br>many near Cape Hatteras/35.0/2–35.4/6 °N in winter/more than in summer;<br>more dolphins overall in the survey area in winter than in summer;<br>wider summer range / reaches 36.6 and 34.2 °N/ less far N and S in winter;<br>unimodal distribution in winter versus bimodal in summer / <em>OWTTE</em>;</p>
<div class="question_part_label">d (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>seasonal variation in food supply/prey/predators/water temperatures;<br>migration to find food/prey/warmer water/mates;<br>migrating dolphins rest/congregate near Cape Hatteras/35.2 – 35.4°N;<br>Cape Hatteras /35.2 – 35.4°N may be a mating area in the winter;<br>seasonal variation in human activity / valid example;<br>more food/warm water between mainland and Cape Hatteras in winter;</p>
<div class="question_part_label">d (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>male dolphin with the lowest body mass has the highest LCT<sub>w</sub>;<br>with larger dolphins/above 180/185/187 kg no change in LCT<sub>w</sub> with body mass;<br>weak negative correlation / as mass increases LCT<sub>w</sub> drops / <em>vice versa</em>;<br>uncertainty due to small amount of data;</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Accept any of the following points about the female:</em><br>older so (possibly) has a lower metabolic rate / other result of age;<br>higher surface area to volume ratio (than male);<br>less active than males so releasing less metabolic heat;<br>less insulation due to subcutaneous fat/adipose tissue;<br>suckling / pregnant / part of mass was fetus;</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>supported as water temperature affects metabolic rate;<br>supported as dolphins will avoid areas with water below their LCT<sub>w</sub>;<br>water temperature is unlikely to be a factor for bigger males;<br>wide (latitude) range in summer suggests temperature does not determine range;<br>few animals / only one female / only narrow range of latitudes investigated;<br>data may not be reliable since the study was conducted in captivity;</p>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>may migrate/move range further north;<br>migrate to area with cooler/suitable water temperature;<br>ocean currents may change;<br>most productive waters/food supply may be further north;<br>distribution more spread out (due to warmer waters in more areas);</p>
<div class="question_part_label">h.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The unusual circular form of the graph made it more difficult to read off the value for the largest number of dolphins in a single survey and only about two thirds of candidates did this carefully enough to earn the mark.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There was quite a lot to do here; three values had to be read from the graph and then a mean value calculated. Again about two thirds of candidates scored the mark. <br><br></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were plenty of valid comparisons for candidates to make and most scored two marks. Some candidates failed to understand that the results are merely sightings of dolphins and not total population counts; they therefore incorrectly implied that the population size varied considerably during each season.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates found this question more challenging and in some cases it was clear that they had not studied the data carefully enough. As in all compare questions, the answer should make genuine comparisons and not describe the two things separately, in this case the winter and summer distributions. Some candidates did not understand that a population is a number of organisms and a distribution is where those organisms live. </p>
<div class="question_part_label">d (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A huge variety of suggestions for the difference between the summer and winter differences was given by candidates and many of these answers were considered valid. The answer could have been based either on possible differences in dolphin behaviour between summer and winter for example breeding, or possible differences in the environment such as water temperature. <br><br></p>
<div class="question_part_label">d (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Answers were in many cases weaker than expected. Most candidates stated that as mass increased, the LCT<sub>w</sub> of make dolphins decreased, which earned one mark. The difficulty came in earning the second mark. The mark scheme gives a variety of other points that can be made, for example that the individual dolphin with the lowest mass had the highest LCT<sub>w</sub> or that above 187kg there does not seem to be much if any further decrease in LCT<sub>w</sub>. Many candidates seemed to realize that to get the second mark they needed to give more than the negative correlation but then merely restated the correlation in different phraseology.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Any possible reason for the high LCT<sub>w</sub> in females was accepted, though not simply that she was older –some reason for higher LCT<sub>w</sub> in an older female was required.</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates found this question hard and the examining team had some sympathy with them as there isn‟t very much basis in the data for evaluation of the hypothesis. The most effective answers concentrated on the graph of mass against LCT<sub>w</sub> as this shows that the metabolic rate of dolphins will have to increase if dolphins are in cold water. Some candidates realized this, but few then went on to comment on the small sample size or the fact that this data was obtained with dolphins in captivity and that in the wild there could be a different trend.</p>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was expected to be an easy and high scoring question, but many candidates struggled with it and revealed gaps in their understanding of the data given earlier in the question. It is important to read all of the text in a data-based question, as it places the data in context and often gives information without which the data cannot be understood properly. In many cases candidates based their answer on faulty understanding. For example, a surprisingly large number decided that Cape Hatteras was on the equator and that to find cooler water dolphins could move north or south. No detailed geographical knowledge was needed to score two marks, but geographical misunderstandings did not help. The answer expected in advance by the examining team was that the dolphins population would move north in response to global warming to find cooler water. It was given be a minority, but other valid answers were accepted. </p>
<div class="question_part_label">h.</div>
</div>
<br><hr><br><div class="specification">
<p>The Chinese soft-shelled turtle, <em>Pelodiscus sinensis</em>, lives in salt water marshes. The turtle can live under water and out of water.</p>
<p>These turtles have fully developed lungs and kidneys, however, many microvilli have been discovered in the mouth of <em>P. sinensis</em>. A study was undertaken to test the hypothesis that oxygen uptake and urea excretion can simultaneously occur in the mouth.</p>
<p>Initial experiments involved collecting nitrogen excretion data from <em>P. sinensis</em>. The turtle urinates both in water and out of water. When in water it allows waste products to be washed out of its mouth. When out of water it regularly dips its head into shallow water to wash its mouth. The table shows the mean rates of ammonia and urea excretion from the mouth and kidney over six days.</p>
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"></p>
</div>
<div class="specification">
<p>It was noted that during long periods out of water, turtles rhythmically moved their mouths to take in water from a shallow source and then discharge it. Changes in the dissolved oxygen and the quantity of accumulated urea in the rinse water discharged by the turtles were monitored over time as shown in this graph.</p>
<p style="text-align: center;"><img 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Uoyf+F8N8UpHCpVulsurlo1KkjoDUDApS7R+piEafCh/l6xZnXIhIbWcq/zrjfAtw1BngG53oYPvg151VO5hSMdwhKnN1/+BiHqpWwFwpuz3I8jTS/3mLKvaA/wxPHjXD71P3miYZCy6znqfv63y4NjuPSIiw0eD2QP4wt5Y1IKXF4KXsizHRQ7gVI1BoGHMa+Xs9hplZMEqAioeNj8TmcR0Nkc1EaTl10dlRyCId2MVCZUiN7r+EPRwI/3fLjKUuMMek/llpvTa9itel16et6mKaGK88iALg3LM8tMO2q2Q6sVHyP/s+z9QGnYcPvCcCJv3Bd/muRJp6xT29O8Ppz+/PCMYI7l3/T54by3lc4b3s8zCKGddPn46PPpTY9njWveD7T3uh0bASMQHIErr7pK2KKlHJBzHUR855HZ7TiHYkCDDy3fvPtarzM2Th1mMlrva+MNcXGOsDjqJ63DNVy4vYbz9kjwLSS8jqfSbwWmvOrw46+fta7ifG71Y0HS0zTy21M/kjfqSq8ZLOdgwXWVC7SupUFR84ZypoOMtSxahszMo2XQPKt5EvmCF2lYr0J+dyl610uFgsBDg2aJIMPGi8Q5c8EToGLgZVdFwJ+CCn7ay4D5DZUGSoVWElpBMFgZR8XMNa1ouXdUJFQ6uuEvv8rSn5eC/NdKDIFRKyzy4VVM/PGQJ5w3P4TR/Gs8WvFh1kL54AAPv18+VrTga9cslSOO8+rCfRz0mu7D5asg4QjvTVPvU2E/nJqfou55BvQ9zu+eRJKWfnzy+kBHEp/5NQJGoHQQoA6m9Zn6VqdBRqhH6NSeAPZs1Dk0UrFRl6tgqg011OUI9Hzb8EN8DAbWej83IhqOeDR+/NKTqnU43yXi9vrRcRDeePkOUxbkHvIRzhUkvXDhcjunjX66x58qVTo4WcOOGjPa8VDWTBChk3soR+93EX98P8kzPFDGlBH+vYw0DduXIIGsGHcHDhzIqnVZ9awRw4ZlpS1OdRvHnOOauWAJ9OvTx7HNK9bxY8dlnXvmWe5e4G/vnj1ZhOMcW+sWLUPXNB7CNKxXP+Tn0Ycf1ktuP3vmrBzX8U88bLidb7/twnLe63gOSNvr/GUgbOeOHUNpc530yas+Q/4w5Ie4tUyE13Lz/OEIq/FqPjnvLyt+YOR14fJEHrzxeP3rcX6ceEfIs58T4f33ifL5/VE2LTN7OGm5ibugznvv/GE0j3BRxjwbyjK3e0I8mhf4qQv3bMCJPGhZiNub/3BhND7bGwEjYASMgBEo7wSOAUAJ6iehpEMt10fm0NULtDKilfpt0uhRoKUwN/MFDW97I2AEYosA7zRdy95WvdjKoeXGCBgBI2AEjED5JhBTg5TpClySlurmm1fBXxdB4pp2c2ErjZmE31a6fN9KK70RMAJGwAgYASNgBIyAESg6gZgZg4BtntoO0rqog4YqH1mZlR4GPc9xUvKMfG0Bi47HYijLBLB9NGcEjIARMAJGwAgYASOQk0DMmBh5s8XARXoMUAQYzIIpAoqCf3CoN4wdG4FICaAgMMuOOSNgBIyAETACRsAIGIGjBGJSQdDs6fgDzIlQFHSaMr1ueyNQFAKmIBSFnoU1AkbACBgBI2AEyiqBmFQQ/D0FTEemU3wxhZZOV1ZWb4qVKzoETEGIDmdLxQgYASNgBIyAEShdBGJmDALYMC0Kt94BCsHKNauFOXhZ3IS5dOldMFc4Aq/MnVu4gBbKCBgBI2AEjIARMAJGoMwTiBkFgV6DLomd3EIio8aMcQtmsJgI57RHgbEILJWOosCAZVMSCvd8Dh08RDZt3Fi4wBbKCBgBI2AEjEAUCOhiZrl96xmrSE+wLrhY3FlCFiE90o3E+cNpuaKV74LmlQZattxcYfPNopWENVe6CMSMgrBh3Xq3Ei1KAFOcsnHMKnxcU8dgZc4z45F3KXC9HsSel5leinAPNBUVLxCVBFs4f4yZYIVb9VOYCiWIcoSLY9nSpZJx4IAsWpwa7rKdMwJGwAgYASMQCIHMzMxA4ilrkWAVwQQZNIKWJleYfKMEpcwKvwp0aSp7ecxrzCgIrGmAYI1mjhDOxnFu6x3wYqE8BO1QDui1IF2/4xqacOXKlWTrju3uBWdMBPn0vgB39O0nGRmZTomhEqBHhOuELWm3OHWJ3P3gQ5KSnCz79u0r6exY+kbACBgBI1AGCby7e7c8NfSpMlgyK5IRKB8EYkZBiIX1DhDi6R1gheZwDqUFJWHw0KGhNRjQqFFUWLwNh2KBxozioK0D2iPCtK0l6WjNSV0wXxo3aijtO3eRGTNmuOxw3lp6SvLOWNpGwAgYgbJFYMGChTInJSXq3xa+wZggaw8+vfzeBjwo+/3gl15/f8Mg4WpXr+HiYu+PJ7c7ll84v6kO+UX20PPkxz/WErmC8/jxWigQ1u/wQ3hlgB9kF68jPq81REEaMDV/hMURXvPt5YQ/nFpccExDKn7UwcibPmXCv7nYIRAzCgJIEKQxHaJ1ni3bjCg6XXA88DzAo8aMlrj4uLB3CCUARcbfc8Eib/pgqxLgN39iFWhVHsJGHoWTmBc1uLaJ3HP33dL4mmvklZfnCK088+fNl+lJSVHIgSVhBIyAETAC5YHAsmXL5NwLL5LkGclRKy5CcGdnAZDuJjahB5/GOoRfr3CPn8yMDGcFgB8mQaHXn95/dQi5hGN6dfwgjyxJy1+ALWw4ZBDiJy+kh1yBYK8yheYLOeXqOnVDedq1c5dTGPQ66eOHcmvZ0vemO8sI9aPKAdYQ+GErrHxCXBvWr3PjQ4kHOY70kYlUpiNdTMOR63DcC9giJ2n6nA9XXhfAfkqEQEwpCEoAIZwtmg6hPz+FhBfRrxyQR/JKxcSWnp5tmuT3p+XhRVWn2r1/r9eD3i9enCYff/ihfPz+e/LsyJFyYP9+efbZ52XevHky79X5QSdn8RkBI2AEjEA5JEBj1LHHVZAnBw2SV+a+UmQCCI7+7yT/taVaE0AwRdAdPHRI6FtNLz+C6oTx2a3aCKf4QWBVx/cagRxhV1vamVqdc4TH4Sc36wKNh31hwxHWm28sFUhz4vhx3uhdWTRPWCmgCKBEsFEuGFBe9UMcxEvZlBcskEmSko8qby+MGVNouSuHVcURCwy1qsiR+SN/SJ+8E04deSGv5N9cbBCISQWhJNDwsvBwFsXxcubn9nr8qObs3ecXvijXe/XqIbVq1ZSaf7lS/r1vn9uvfH2ZpO/ZIyedfLLY9KdFoWthjYARMAJGAAKrVq+Wa5o0lauuvEKOq1ChyN8WxvF5v5N6rEKwUkdI5juu5r16Xnvwuc6iq4THIYyyYd6iwjPnEab5ntNS73UI3trY5z2vx4UNR/iw+b60mtAw6XV1fHlCicGRNuXD+f3Ag3zT0o9j4he/lQPX/eec53x+/LJTpXwad5VRs4SEX8SsSlpBZKlfBLYTgRMwBSFwpLEb4ZVXXSU7tu+QJ54YKL/7/e+lXfsOcvlVf5VmLVvJLe07CD0M5oyAETACRsAIFIXAP1PT5Pzzz5eNmzZL4yZNo/ZtwWwI4dLf26Ct0lzHoRBg/64CNYqAX9koSvkLEzac4hEfHx+yTtA4/f60YTMzM9uKAX+Y7/gZZFs5HJ1VKpwgH+6cphvU3mtF4Y9Ty6a9OP7r9j+6BCpEN7mynZq+qHmVkhe+pJzr9q1QQSpWrCjfHT4kN7RtJWNGvSC3desmTa9tLE8NesKtj4AiYc4IGAEjYASMQKQEGNd2WY2akrpoYY6gzJpXpUqVHOeC/oOAy3cYc+HcHD0FKAb0StAjoA6hOtYcFgcIzWxHjZNz5lJb2ytVOmqa7S9bzhDZ/1RZ8l4Ld857PYjj3MZ4ErcqBgWRpYLIi8WRN4GY6kHAzpCXVx/4vLMe/at0v4XLGw+1vsRxcdkKgN/f0Qc//ADoaJSGbt9LqlWT0aPHSvVateXlufNk778+lkoVK7qWnroNG8n4CROjkRVLwwgYASNgBMoggYurVpUXp02VqVMnhzb+F7dyAEpMVPj26vdW8dKDwAw6nFfbeKZW9zqvKQ8mOQip/kHJKBb+uL1xFDYccYTLN3nym/1o/jVd7QUh7ZC50ZFZFdUPeab82pOCYkTc/rJ4GWjYoPe5MSIdygJ37UkIOm2LLzICMaUgkPWJ47On59Kps/Thj6xYxeMbO0ZeKL/wTx71JQ69oD67QZ0BiZejpByDkvd/87Vs27xJPv7wAxk5bKicVqWKPPTgAzLoiYHy/u7dsnN79iwDJZVHS9cIGAEjYASMQGEI6CDiO/v2DX2nGZRMwyOzESF48h3HIWuoo3ES23ictqITF+d0bALffRWwNVy4fWHDIVuQbxXaMYMizR69eudIhvzojEzMFEQ5kDvYEK4ZY4EfzbfGS+8KDHBeTho56Wnaei6IvQr7mECp7KSMvL02Wl7vwOUg0rc4Ck8gphQEusWYBovR7AjcaO88NMznywussw8UvrhFC6kDlHio9UXiJeShx54fxwuKEsAofa1weInZeHFL0o0ZO1aSpifJ6yuWy6rVq2TTls2ydt1aefTRRyTlpRT58ccf5ZhjjhVMkcwZASNgBIyAEShNBPj+Yl6EMKzrACDUM2ORjjFgz8a3W+30EWJ1ViNtRed7jbDKrET4Iz4G1qrAmxuXwoYjXvKv6wkQP2XRRkdNDzlE84RchNDvnY2IPFMW9aNrD0xPnhHKO+kkJWevg6QMYOY1udL0ironLVVaYIjspIxgremTDjKgv7xFTd/CF57AMVlZWVmFD178IRGyaaFn9L12ifEAFeegItKkB8NbqWhJUVJ48VT456XmBdXKB39co1Ly9n7oC6Hx5LbnZdEZFnLzE/T5Nq3ayEUXXyxbt22Tjp06y+oVy10XcdDpxFp8JcE61hhYfoyAETACRqBkCSDoM7OQrhMQLjd5ySXh/Ns5I1BUAjE/SJnWeDYVwBHQMddBSEfozk+bLwwg0stNSCdNtrwc4b0afV5+S/oaA8d2vb1DvvrqK2nZ9npp27qljHpupERjQFlJl93SNwJGwAgYASNgBIyAEfglgZhXEPxZzhbO8xbQ/WHsf+4EVq1aLe07d5GNGzbIySefLKysmNCylTz+2OMy9cWpuQe0KzFLIDMz05mJfbZvnzBgsEnTpjGbV8uYETACRsAIGAEjEHsEYt7EKPaQFW+Oom32ck2jxtL/0QFy8OAheeG5Z+WzvXtcAX/7u9/Jhk0bpVKlSsVb4CjHzmJwCM64F57/h9x5913u+Pobb4zKLBvFXVx6fjp37CR/OvVUqXX5FbJ82VI57dRTBPtTc0bACBgBI2AEjIARKAiBmBqkXJAMm5/gCDBfdcaBA24NhGsbN5TDBzPlsYEDXQKnVYkTrpdFh2LAhmO/8Y2NZUI5oDzjx0+QOg0ayMsvp8hDD94nc+fOkf/++H8yPWl6WbyVViYjYASMgBEwAkagGAiUOhOjYmBQbqOc9+o8YYT67bd3cwx+zsqSF6dNkwbXNpGatWrLrNkvSVlbNO2GG2+UaVOmyrvvvhu673fdc3fouDQdMNvU4tQlgknRhRecL3369pElixfLvEWLQsXAZIxVskc//5wcOnRIEjsllrleoVBh7cAIGAEjYASMgBEIhID1IASCsXRG0vb6tjJ23Fjp0b2b2xiDsG/PHjdDVKeO7SV1wfzQfMuls4Thcz1g4OOhC9ffcEOpVILmz5svD/d/SOo3bOTmtP73l19Jl85dpGKlynLw4MFQ+Tjg/6U1asoHH30sTZs0ddPK3drlVjcQPYdH+2MEjIARMAJGwAgYAREp9BgE5v5n2tHimDfXe2d0vQHvOT0ujhmMNO6S2kd7DIKWE9t1pnZt1rKV/O9//5Onhg6WW7veLns++ZesXLVSvZWZfa/uPeT1Zctk1bq1pdK8qHaNmjJmwkS56sor3D3JyMiUm2++Rb47dEhOPe00mTJlshtw/s7ud+XWTp1k1Nhxzu911zWTzrd2lffe3e1mr5o3f16Zua22gpYAACAASURBVKdWECNgBIyAETACRiAYAoXuQWCaUebuVQFeVz4OJlvZawmwSBqLfOS2adpBpVme41m4YKFTDrp37yapCxa4Vub3dr8j6Z9+Kps2bixzaLQXoUqVKkUqG2zatmnreDHg22vrj9LFdfaFcZgOPfzQw4IygOI4YMBjzpyIuBg7osoB/58Z+aybsWhxWqpc/pcrpXb16tK8eUunHDw04PGQ35at28j+/fvl74OekEOHvyuT97YwrC2METAC5YcAi6R5V/EtPyW3khqBghMo8hgEehFY9ZhFPFjALDehPdLWfl1ojB6K+Pj4sCWKNM6wkdhJR4DZfZjNKD6uilzx179K9UurSdK0aXL3gw/JosWppdIMJ69bi2KQ21oXeYXzXmMQd8d27WXAoMFCS/zGTZulX6+ezsZ/85bN8s+0JVKj9uWyfesWubldO+nf/0Fv8FyPdZrSKVOmymlnVAmNKZg0abIzI2rbtq387vjjXXqqJMyeniQr1q51vQYMTu7ds7tTEjjHPVX31ratktC8hfsbf+aZetr2RsAIGIFyQ2Di+PFydd065aa8VlAjUBgChTYx0lX9Cpooi4exbHhBHEoGvQYoByy9XZ5cSZgYIei2TGjuBifDel96uvzw/fdSr2FDoUehcb16pdYUJ+hnh94Apkll+tfkmTOlYuUTpWGD+lKx4glySdWLZenrK2TkiBFS+Q9/kEmTJjqBHfOf7t17SIvmCdK5S+dQllAEdKYoHQzO/8QOHSXurLNd782K1atCpkIrV62R6VMny88//SRtbrxZFrw6V4YMHyGVKlaUxFtulq07dji/mkCfvnfIV19+Kd179nR+UlJS5LPPPpPJkybKvs8+k9YJCXLrbV1lwONHx2RoWNsbASNgBMoqAeQLFITyJl+U1ftp5SoeAoXuQVCBf0lamssZXXb0IHA+nKtUqXK402HP0TMQFx+fa89B2EB2stAEKlaqJDNTZucI/8ADD0i9+vVd6zMLqWGCxCw55dkxMPj+e+5xitTePZ8KU0B98tGH8uEH78vbb22Ty2rWkieeGCgff/C+jJ08JSSsM5NQtx49ZHZyckhBIK6/P/mknHvBhZKVlSXffv21jB4zSkaMeEa69ugll9euJZMmTXJxPPb4E/LP1MXyt+Yt5Iy4eLmmSVPp16enMyl6KSVFfvrpJ6ly5lnOzAjTIRxKyYcffCBX//VKmT1zpnz//ffyWXq6NG2WIOMmTJK5s2fKI489JkP//ne59bbb3DgMFJaytu5FeX5erexGoDQTwARoSWqabN2xPVQMzqXMmi2Dhw6V7EVTRdavWy+YIyPs06hImJTZs9x5DYhfwmjjI+fxd17q2a7hErmFcZUjhg9357mODNKzV69QOvjHrLpn716CvIPj+IH+/d2x/RiBskag0AoCIHipVCHgJb26Tl33wgQBqV379kI3YLOEhFAaQcRrcfySAOY2Xlt8WrE/T98nCJ9s9Ch8/Z9/l0kFgTEC297K/gDVqlkjrCkV5ldvbd/hphBdkJbmegpembdQJowb68x6MOFBIO/WvYcMHjxEqtWo4Vrs/aQzDx50YxQaX9NY/v7kIHlk4JNyQ9tWztvosROkX9873KDwF6dNdfGtfn2ZDHzi77Jt61Z5dcECiatyhuBPHWHZSJsxB+tXi9x8cztB4cOs6W8JzeTJQYPUuxtvsHVbdlnHjBsr77//gbs2btw4GTJkiDBwe9ZLKSH/dmAEjIARKCkC1apd6pQBZAsaH3Ec43bt2iki7d3xhvXrhEZFlAMsG1SIT0pOdtcR7FEs8IMwj2mpvwcBxaFzYifnZ+Wa1U458I5TUGWECNNS0wQ/5oxAWSdQJAXBC0fNh3gZs19eEXoNUCD05fb6z+84PX2v88LgZ1VC/GE0Tf95+180AuF6FIixrLUwD3tqmMx9+WW5tXtPB6xfn35yw003SuvWrUJlxYzozTe3yEUXXyw3dUh0ygGe165ZLT179wnZ99NLQO9B185d5Nhjj3Wt/xdfdKHrAUCAnzhhgpz65z/L6rXr5MUpU6Reo0Yh4X7GzOzeG2aPwuH/9RWr3PG+feluvMH1rVvLtBkz5LTTTpOJ48cJ09CSJo4Bys1atpRRo15wSsDu3bvl/nvvdj0MzsORH8yY1JSJU8OHP+3GT4x6dqR06tRJ3ty0SVCGWCvCnBEwAkagJAkglDMWcUlaqpMhaOFnQx5QRYH8IbDreAImT6Hl39uqj+IwYfx4F+aBXBr7SYe4Ry1a6MITL70DyDKE9SoIyDOkYc4IlHUCgSkIaOBdEjs5Dd4PTbv3/Ofz+89LGJefJ7seOAF/jwIJYHtflsxPKM/kCRNEewQoY6uWzeWGNm3klTlz5bJatQQzokMHD8rLc+fKgoWL3UJjCtu/1oCeP+aYY2To8OEyc+ZMN+1olbg42fPJJ/KHP/5Rnho6xAn1CQnZg4T3pu9z6dWp30DOO/8COe/CC+X43/9e7rv/AdmxbWuOvE2bPlPuvedeee21JbLz7belUf36UvOKv8jePXvkhN8fL0nTk1wW/EqA5su/p5do76efyK2dOzpl55mnn5FzL7xIkpNnmoLgh2X/jYARKBECTICiygB7egGwLqBHAIEexx5TIBxmRDjMkLSRkXD0LOTW0Ih//CBv+P3Qi0Gjp+YBv3Fxphw4yPZT5gkEpiDc2beve1HR3BOaJ0ilypXdf8Yo0FWn3XsFJaovekH9m7/iI4AwPeofo2T408OLL5Eox8xAY1aMZmCxuoWLUuXMs88JrSFASz6rTKMcnHDCCfLy7Fnyyb8+lqbX/c3NBDRt6hRZtXKFfPfdd1KxYkU5cOCAi2r3u+/JsyOfcQOBDx48JEuXvS4nnnhiqMWfxc0mjx3txgV0ub27G0+geeh3x13y5hsb5IZb2ufIG4L84McHyO5335d33tkl1zRpIjfeeIML5u0V0Hjy2y84Mq0t/m5p104GPNRfXhgz1s3ChNlVYeLML027bgSMgBGIhABmy+vXZbfu05qPwqAWCQjtNEyqeRHxoixgKsQefwj8KBT5GU5mZmS4uJgkJJzjujkjUN4IBKIg8KKyoRzQLaeu8pExCnv37nUavbfbT/3YPvYJMED5lTkvyx133ZFjrELs5zx8DlF45s9fIJ9+8kkOD0wB2qNXr5AgjwnP/Q88ICNHjpRPP/5I+t51j1MEZs9Mls8/2yeHDx2S65oluAHF773/gWCqc0vHRPnoww/k2saN5fUVK1xcqampTsHQxA4fOiitrm8r7733gXTt2lVPu31iYqLsfvttwY/foXQntmsnderXk8cef6xIPTqv/fOf8qdTTnUK0OHD38kJlSq7tRIwtyqL09r6Wdp/I2AEYp8AjY065TkyBsK+syyIj3fmPygCKA0oCTh6FhDmGdis5ziPmZD3v7/k1K3Em5fZMj0J5oxAeSJQ6IXSvJBUu85tvQLOo+mzReroGqQHgkoCp60GkcZj/gtPALt0zE9QFHCDPQNfCx9ryYRctnSptG7RSir8+jdSoUIFYYYgegrYvvzyy19kioHFH7y729n/04rPoGBWKf7d8b+XBo2vca3/rEXAtUcGPiHvv/+ePP/cSMFsaNTosW5Q8cJ5r0rViy9ycWMqlLZwodx7771y8sknC/F7HYrGueefJ6xrwLoK6sjneRdcKAtTF7mxBkU19xo2fJjcf9890qN7Nznxj3+Uy6pXd+kxxiElOVkmT5wUWpRN82B7I2AEjEA0CagywDiEbGUge5ZEegeQBViHiV4GdfwnjFcZQO5QGUX9+ffER/x+GQW5gwHN/vP+8PbfCJRFAoEoCHHx2SMFdHCyHxRCvv+l9fsJ95/WAAYp85KiJPCSMkCzcf0GYcc6hIvDzhWNALbqrNrLbDhTJk0SBOxpU18s9OrARctN/qHpHWDF4dtu6yZdu96eY2VjQjMwGUGe6UBffvkl+d//fnIzADEL0G9//SuZPHGiUxbwi9Lwj+eec2ZHXlMkehaaXPe3HB8h/F9xeS1h5iFcQvPmgmKw9c1Ncv31N0jv7t3casisXZA8K9n1xLRt01oeeeD+kCKAQjD6uZHSrdvt8sxzz0nfnj3lpptukSZNmsqut3fIk08ODKwHR8cqsD+uwnHuA8pA6tRFC6V+42tkzty5Mj0pe1yDK5D9GAEjYARKgAC9BigDCP1qXsTYABXo6WVQx2Bl5A1t7ccP5s/IDl4hP9sEOt0F47yOYVBTaS4wjgG5I7tXueDTtGtebG8ESj2BrIDcow8/nHXumWdl9evTJ2v2zFlZaYtTs8aPHZfVuWNHd55zkbgRw4a5cMShxwcOHMjau2dPVsN69d0WSXylxS8MY8k9NfSprKeGP+OydNNNt2R1vfW2rMtr1c4aM3pMTGRz6WuvZfXrd0dW506dsyZNmpxV87LqWQMeG5j1xsY3s15btjyrybVNXV53v/NO1iOPPOKeKX/GR40ZnzVmzDh3Gj+1atTMuu327m5///0PuDAHDmTkCHbDDTdldbn1thzn5r66wIXjJHESV34uaVpSVq3qNVwajRs2ylq+fEUoSEZGRtbGN95wW+hkFA7S09Nd2Rs3bFysqVEn8LzXuqx6Fu92WXXUiZQxEkc9R9258+23IwkW1i9s4Uw9WhodDPQ7QjlyKwvfCjirH8LwHYpVR155NszlTWDd2nXunnI/1fF+cJ9bt2ipp9yeZ937rMCY5x75hGOtZ7TuIQ59RoiT+6HPD/55ptThj2vec3rN9kagLBJgkabAnCoJ+oKx979kBU0MJUArT6+CQHheUOKm4ihrjnLFkmvcqHHWi0nJbkNRqH7pZVkjn3vBCbXRzqcKzOxx816dl1W7Rk2XN5SB1q3bhgR0zduud3Zn1TwigCO0w9cv7KNQTJ0yRYNkISAjmKNU4IYNG56FckRce/amOwWkQd16ThkhTpQRGNWuWStr+YpV7ph0NHwo4lJwMHfOHKdQweTaa5tm8b+4HB93NliV5Y9uYRQErePKu4KA0MY3BKFPhTsENT2nz6YKb14lSAVF4ohFRxn0GxeL+bM8GQEjUL4JBDJIWbtRmHmIgcgbjixmQjeedgmqn4Ls6fKja9DbdegNp2Md8rMr9IYJ6ph8YfpElyeO8lFm7/RoXGNlR7+rXLlyjlUh/ddj7T/mRfHxZ8q8uXMkfe8eOe200yX+rLNl9owkOevc86I6Zz6mQUxLytSeb21+U7r37i0vz06R6bNmhmb7+eCDD3+BENOgzAMH3Hz/jBP4z7+/kHvvu9/NMoSpUPaYgAWyYPGiUFj/NK/9+z8oY8eMlTv79nMLmbHmQPLsWXIwM1NYJ2Hils3y888/y4knniQ9ut4ql9ao4Vamvrhq1VCcpeVg9KjRwnoMjz05SGrUrCWLF8wvlmlPMQNg04kLmO3MO8FBaeFl+SxeAsxrz/eAbwv1J4557Zn4AtNTniHq3vXr1zkzVn2e8EeYRvUbuLq6XQebmrJ475TFbgSMQFkjEMgYBC8UKnEqcLbCKAfERRyMWeAjEM7pWAcd+xDOT3Gc40PFFGooPqzGyNaufQc3TkIVBtLlo4VjtUX1x967ZHxx5C/oOBFwWdW32qWXOCH7jyf+US648CLZ/803ctHFVd2c+UGnGS6++fPmy/IVK926AHPmvCRbd+yQ9es3SMaB/SHlgHAMsN22dUuOKLDr/93xx0vb1i3d+fvvu1dOP/10N+6AKe1mvDhFkmfNzNe2v0/fPrJ85XJ3P1mQDCUCPqxAPHXqZJk2baosfX2puz5v/rxSOU0oCmH6nj3y3eHvpOm1jeXaxg3l7R3bhfNBOxQCHI0ArJauCoM/HRRyVkblXrExJknfL/WLnTCCoPrRCQ24TlgGGXod7zF+1R/x8Z94UOw1HsL60+c64XHecN74iZc41J/3mh6rH02LcqndNNc0b5wnH+r8ZeWaPx1spykzcbPnf36uIJzIH3F686755JqXHcf+++RnSVz443xuDoGfupPvQTiXvjfbjpz6l9lsvI4wbCgPfgfX/J4LWJNHP3P+UzZveZWDpsM9oSGJ8Lr5/ahf2xsBI2AEYpFA4ApCUIVEcOCjQ2Wsjh4D/rOhfHhb7dVPce4njh/vPmYP9j+6HKMqQt7KnwVa9ONUnPmJVtz/TF0i7Tt3kU/+9YmsW7PKHb+Wtlh2bt8ut9x4U2DZQBB9cepUtxowker/GckzpFefviFlgJb/fnfe6dJlsTF1CLT/+ugj6dW7rzw17Gl59vlR0qdnD6kSf2ZoZWLCMkC5W59+ckvHDrJ85YpfrDis8ZW3/cJFi+Xyq/4qWVk/S9eut7mZlmAwffqMwFGw+invMO+J9hTSWux1CFko5MxMoso2948FGVUopi7g3SMOBMlRY8a4+sH7PnrjzOuY9xuFn3hofab+QfFgQCTnmAKRvBQmbm+6COOUX8tE3JQLgZJyIRRrSzhpUiaclpVBm4QhPAIyPNThh3gYWKl5VmVM/RR1r3knfR1AqkoMabLhyJdX+OdeUoerH8IzEcAdfftFnCVdBAulAGakoz3L3shobFIlwns+kmP4TU+e4fKtq/tSNn1WuFdw9ypiXEdp4f5RXu4h11EqzBkBI2AESgOBmFUQqHS1MqbyxfGx5uOMYvDCkY9mNCFT4YcT/MkPLUoqtOCvsL0n0SxPQdJyU5xecIHQ8v6fLz6XH/77Xydg//GkPzkhauuWLW5mo4LElZefRx99VDp1TJR1GzbKgMcGStMm17n/O3a+I4cOsRDZCTmCV6pYUS6rVVvuv+9+Wfr6Cnln97vyzMhn5de/+bVbaOyjjz6UDevWSsWKlaRdu1vkqUFPyCvzFjp/o8dOkDmzZkrv3r1zxFne/7w8e7Ykdu4ijZpcJxUqHOemQB07bqx07nxUAA2CEYI3Al2zhOYuOt4p3hfOex0CFf6YYQQ/uB69erv3TIUxhHquqUCtCrte98aX37H2fOKPugfhknyp6RPvOQIp73dhHeWhnDqfu8aDsEn9oeaZel73hKPuI4+aH8o9eOgQV/doHYmS5c0zfnSGFo2rqHviJ17dUEg4TkpODkXNMT2tI45MT633Uu8THglDXN66MxRBHgfKEBbEkZ/Df1Gc917pM4sCRvo47gfPivZscy8oEw1J2oiFX8Lw7Pif86LkzcIaASNgBIqLQKBjEILOJK142kKVmZndrU9rnlbMQadX1Pjchyg+3gk16XvjXBe2Kg0IHJSntLk1a9dLQouWroWTXoQPP/jAFaFjp86S8vIc+eNJJ8msWSnSpGnTQhcNE6LNb26R5atWuXQwC+rXu1foPwI9guCVV1zurg8bMdKtREyCp51RRZ575hn58t9fSO2//EX2f/2NzJg1K9TbQNhVq1bLiJEjZcb0GdJ/1Upp3rpNaKrRQme6jAVk+toTTz5FWiRcJ5ddeok0rlfPLRBX1PUWwmFKmT3LCVS8E+oQvBCeECT1/IYjpiEIkeo41hZq/PN++esDr6Cq4Qqyj4v7pbCJkOt1/M/M2OU9FdExAi35J9/aE8FxfgqNKiV1PHO+kzACKMIprGBDHUSd6XXwqfxIznJ4r0d67OVEei5Nz73U+FCmVOHhnrIhOGu5OdZyaZj89rCixwGO0apPvaZL9PTk5sgbDkWBe+J/LunlouyYPPmv5RannTcCRsAIlBSBmFYQqHD5EPgHmGlFTCUcTceHIlzrj/cjhwkCDkHCO+aArmW2wgov0SynppWZmSmpC+Y7IRxBG/fuO7uc6c6PP/4o+/bukYcfGyhDBz3h1kXALr8wbvmKFdKzT18n/BN+y9Ztcmu3HqH/nTq2l61bNkvbttfLOeeeKwf275cVa9dKfFwVt4ZAr27dpO2NN8hXX30tN7RrH1IOiKtfn55y3ohhbixF48aNCpO9chFm1erVcuyxx8rt3Xq48qL4Jc9IFsZeBOkQJvV9wTbb72gBVwUB8xOcX0jXMDpJQbTrAU2/sHuERFqZyTdlZY+wS0t8bk7rPPyE86escgtfXOc1Xyg4uSk5+KGM1H/ce5QalBkWuOJYez8Kkked0x6Tn4Le94L0MhQk7YL6yc2kSZ9jZVbQ+MyfETACRqAkCASuIORW+RW0MlcI4QYj6jXdEycLo/BxjTR+jSOSPV31KAh8oLX1io89Qo86bwunnmNPCynhvC2k3uuxeIyCcOfdd7ms/fzj9/Lx++/JJVWryneZ++Xf//63/PzTT25l4e1vbZNx48a5Abv5lYNxBcRLyzR73I8//CgHfSsKHzp0KBQVrXbPP/esG1j843//KxMmT3LKAR5YebjCryrIb373e/nvD5+FwuhBSQlOmn5p2Sd27CitWmYP5CbPa1afK1dccUXg2cd+HYdttppfaCL6ftCynN0ynt1aiyIQ7v0ujQIXAjICMWYpXnOb3IRrZaPlx5Y9t9ZnuEXbab785fHngzJTdn/+wyk7/rD8p47F79696W48gFfoJw/8DzepBd8jbw9AuLj1nCqc+r+weybP8H4TNB6NP9xYCfVjeyNgBIxArBAIbAwCHzidGYLZIfwb1yJxzGyCo/KnlY0PEHv9MPCRZKML2ztIL5I0IvVL2knJM1zlrzNTEAe2pTj9WIaLVz9SOrgOPxqHdx8ubEmdo0fgzrvvDm2zXkoRtgGPPy4HD38vN3fMtk3v3r2bMJB5xfIVeWa1X99+blzBxMlTpX279vLwI48Kx8uXviajnn3GjQ8ggqoXX+TGCDCuAIeQz/iCdomJ8u/PP5MqZ5zhzjNAefDjA1yvzEMP3if33HO3zE2ZFVqZGE+Eq1O/vvNvP7kTYEYm7+rK69e/IZs3b849QCGv0EOA8O9XDohOTWN0UC0tzDjtceAYwYv3hdZolHHeOe91/CBI4sd/3kXmZh8qvImQxpHXPi9BXa9hKul13nrBe16PKStO7dz1PAIwdS0NFTCljlJ+6gcOuTXcqJ9we+0NDXdNz5EeWzjW1Pla72u+adDxuoKkwbeF8WfUAyiWpOd38PHHxbPC5metYWHiFeRRPoJwpEfc/t5mVY69JlpBpGdxGAEjYASKg0AgCgKVobakqzCPQO/dVOAvaCH4oPAhWLFmtWutp7WNVnv9QNAaw382Prr5tcAVNN38/PERxkxIZ+IgX3zctRUrv/CVKh01i9I4vPv8wsfK9c1vbHDjABDEsFdnytHnnn02NAORP5+sI/DlV1+7cQVTJk+U1WvXykl/Ollq1qrtpi89/vcnSOuEBLn99m7ywL33yJlnnyWdO3Z0/xs3bCjpez6VBx98QFiDYMbM7NluPv/8C2lwbZOQSRFrHmDy1Kt7N7n++hulds1abqalUaNH+bNj//MgsG/fPvdMvzL3lTx8RX4JIRKBTBUBfwyqOKggpQ0CKBUqyOmgVwYr41DOuaZmKtQFCGYIjGwqrOl1/FJXBeG8ArkK4NpSnlv8KugzDkMdYTR/Go82NmCuQp6pC+Hh94vJDT0p2khBLycMNL6ClrconDRNncmIcqGkkQ/tJVEhnbFE6vCPH5y2rus13VOvE1d2vZu7WRFjMygrftVxDEe45eb0edJvWG7+IjnPd4/8EreWj2eSsnP/88pPJOmYXyNgBIxAcRIIREGgFZ8Klo8UAjsfBf9GpVlQR1xUqAzq0g+lhuU/57VVTFuk8muB0/BF2fPR9c+dTXy0XGm3P37CtV5q65YKCEXJR0mH3bRxo5xx5llOSWK60LPPOUdWr18n777zjiTPPCr4ePO5ectW6dbj6LgCzIa69+ghb23b6gT8WzomSr977nEz5yxYtFBenfeqrFy9yv1Pnpks05KmObOkPr17yYsTxztb+dTUVNnzSfaUiprWDW1bOcWjZYsEIdz8hfNdOL1u+/wJMPYgoWUrOa5CBXm4/0O5Kn35x5TTR7jByTl9YIqX4AQ93n/edWzNMdnQdQ4QmDFT0feIeoW6BiWC944Wa95FHeuj11EKuM5Um5E2Vvjz6P0/asxoN1aGeoH4adjISwBEcMxu1Njl/BOGAcYqSGs9RhkoI0K0TgOqdauWVesirz0+aeNP/cCN8vrrUW8ZOC4KJ9LkniDkUx7HYeeuX9wn0tD6ET/kScut9aM/X5QDh6CtjDUN9qoIwYu4eG70Oj0OsMit7JzXPBN3kOvq0NPM/eN5JD/cRzjpc+kvp/03AkbACMQcgSAWkt759ttZ5555VhbL3Qfl8lqGvl+fPllcx+3ds8elPWLYsKCSzjUe0iLdRx9+OORn/NhxWQ3r1c86cOCAO8ee/507dgz54Rz/veFCF30HcIx198gjj2Q9NfwZl813dr/n+N97z71Zt93e3R2np6f/ogi33npb1mvLluc4z3/C4EaNGZ81duy4HNdz+5ORkZE1dcqUrDFjxmU1bdI0a8BjA7MOHMhwG8dtWrfJLaidLwCBxg0buXs199UFWdde2zTr0UcHFCCUeTECpYdA6xYtQ9+Q0pNry6kRMAJGIHoEAulBoFWM1hFaCLWLvKiaED0DtAap6RLx0oVMixHntedgwpEua7VXLmq6eYWnmz9c65+3BY9WKf7T7a8tWY3rN3AzdhC2LLglixaHzIva33yT/OHEE+WNN96QhOYt3CJqtEB7HT0Ov6pwnOti10HD7CdNnOhMjBhrkDR5ktSqmXPFW28c3mMGOHe97Tbp06eXzJk7R/Z++okbwFy7enVnipQ0Pcnr3Y4jIMAg8mMrVAitpPzNl/+RlORkN0tVBNGYVyNgBIyAETACRqAUEzgGXSSI/NOVSjcwAnK4QWQM0o1EQEYhwIYUZcDv6E4mLhQG0tVudb+/0vgfpYIxCaXFdb31NqnboKGMef5ZWblmjez77DPp3KGDW+UVQZ4F0N58c4vUb9BQli9bKgczMqTG5ZfL9i1b5PcVT5DzL7xItm/dIjfdfLM89PBDpaXYZTafXy00TgAAIABJREFUDz/0sCx97TWpUauW/Pjj/8nunTvlzHPOkWuvaRz4lKdlFqIVLOYJ8N3g++GdijrmM20ZNAJGwAhEkUCgCkJe+Y5UQdC4GGuA4sFCaQzwpbdC7Y9RIrBd1f8apjTvS5OCwGDWhnXrSd+775V/LkmTlq3bOPRJUybJowMGyE8//U8mTJjkWvl1gaE777pX9n7yL3lq2NDQNKdnVKkihV1DoTTf61jMu05DS94eG/C4tL3pZomLi5PHH+4vq9ausfEcsXjTLE9GwAgYASNgBAImEJiCEHC+3DSGmOkwOwU9BOXFlSYFYXrSdNm2fYfUq9/AzUG+7LV/yiWXXOLMzFgj4YSKFeW8Cy50i5Xp/cO0CFOg0tRLonkvT3sUhU4dE2XLW9tcsW+7vbu0atFc2rTNVgLLEwsrqxEwAkbACBiB8kYg8IXSMAnSOa/9Lf6RwKWngCnudBwCYw7Km7IQCa+S8PvqK6/Krrd3yOJ5r7rkmar0P59/Ll179JQTTjhBUmbNlD+fnr1mgeYvIzNTKv/hD/rX9jFK4JW5c92K1Sis6j58791ypSCUJmVd75HtjYARMAJGwAgEQSCwHgTMfViwTOd99mauKGMEUBLWr1/nFkQjDcY4oCy0a9+hTJkWKa/SKpTMnDFDpiXNkP3ffiPLV650Uz+uWLla7r/7Lhk7cZJcdeUVbqGjbt17SO2aNWy8gd7wUrC/vu0Ncvi776R1q5aS2ClRPtu3T1hYray70voulvX7YuUzAkbACBiB4icQyCxGZJMFexj0xVzUK9esdoO/WNSMua8R8gu7OBHKBXNsM5iMgckMgKZXgZVUmeObeFEczJUsAZSBjp27SPVatWXegkUuM40bNZBzL7xIena7Xdq0ud6ZFv351FNssGvJ3qqIUsfUiFminhw0SKZMmiTLli6V5JkzI4rDPBsBI2AEjIARMAKli0AgCgIDidlYKA2FACGeln7MhFAYmHUIJaGwjl4JpjdlSlPtoSDO+Pg4d56eC1MSCku36OEyMzNl9YrlgkJwS7t2MntmzmlOBw8bIbu2vyWL/7lERo16wQa6Fh151GJYsGChNGvZyvUAnXvBhZKcPFNemjnLpj2N2h2whIyAETACRsAIRJ9AIAoCq1Hi4uPjw5aA8wjwkQrxKBX0FDAlHT0FKB3aQ0GvAqtSskdpKIoCEjbTdrLABFYsXyE1/3KlfP75F1KpYkX59uuvZMGiNHns8SdcHC2b/00aXHONZBw4UOA4zWNsEFi2dJmce975snHTZql1+RXyxRdfSIu218vCBQtjI4OWCyNgBIyAETACRiBwAoEMUtYl6hmcTMu+3yHAa6+C/1pu/3VdBcJhZtSufXvXI+H3rwum+c/b/+gReO+996TiCSfI+HHjZP/+/fKnU06VIU8+IVfXqyeTJ02Uven7ZPXy5fLcc89GL1OWUpEJMI1t/JlnyppVK912+PBh+dPJp8g11zaRgY88ZKZiRSZsERgBI2AEjIARiE0CgQ1SZlEzWvFREJhtiNb+vXv3yob165z5EeMHIpmuFJMi4ihIGBQQzJnKgisLAyPbtGojJ51yijM3OnjwkEwYO0YaN25kA5NL+QPaskVLufX27nJD21Zy0023SMcO7cv0rEZl4V0s5Y+cZd8IGAEjYARKiEBgCgL5VyXBWxaEfB2b4D1vx+EJlAWhhDEJyTOSZfPmLa6QrVu3KtOCZPg7WbbO6qJ43fr0c1PYvrVtq3zz5Zcyf+H8slVQT2nKwrvoKY4dGgEjYASMgBEoMIFATIw0NXoJGCOwYd16d8otdFa3jl6OaI+ykZtZEWMZuE56KCDmYotApUqVzPwktm5JkXNzMDNTal95lXx3+LBTEH744Qc557zz5LPPPpMzzsi51kWRE7MIjIARMAJGwAgYgRIlEMggZW8JENgxM3KmRoVUDoiPKVOZnQhTI6/DjKlx/QZOCTHlwEvGjo1A8RGoWKmSbN20UU459VSXyG9+8xvZ8dY26X/f/UKPkTkjYASMgBEwAkag7BAodA8C05oysxA9BnXq1nEzDeWFpdql1VyLf15+vNdeGDPG9RKQBoOfe/bqJSmzZ7txDow3GDx0iNe7HRsBI1CMBFgc7c6775Kff/zepVK9WlU5O76KTJv6osyfN186d+lcjKlb1EbACBgBI2AEjEA0CRRaQSjuTNI7wBSmKXWyF1ljcTQc6yyglJgzAkYgegSuvOoqYfM61kRgIbykaUlOQdi0ceMv/Hj927ERMAJGwAgYASNQOggUWkGg16BO3aNzobNqctCOsQb0HrBHYWCvm5kXBU3b4jMCkRF4ccoU6f/oANeTyArLQwcPkbHjx8nFVatGFpH5NgJGwAgYASNgBGKKQGBjEGjhZ9xAOMd5/1iCcP6855i6lLUQGHNAr8HWHdvdnv+MTeC6OSNgBEqGwLu7d7uF75pe21g6duosL06b7t7/5JkzSyZDlqoRMAJGwAgYASMQGIFAFARa9e/o29eNEQiXM8YOMJYAfwV1Ax551HnFzEhNitizejLxoCSYMwJGoGQILFiwUOo2bORWWD799NPkzQ3r5dpmCfLSzFk2aLlkbomlagSMgBEwAkYgMAKFNjEiBygF6XvTQ5lJS01zi6KFThw5oAcBk6BIzIKaJSS4RdL8YTBtwpxJFQ7/dX/a9t8IGIHgCRw6fFgyMzJk4oQJLvILql4i5513vvy27fXywH33y9MjnxGmuzVnBIyAETACRsAIlD4CRVooDbOiCeOzpyHF5CcuPj5XJYA1DQqyKrIfIbMlEXdmZnbvQ7Vql7opVP3+ysp/W5yprNzJ8lMOxh+MeHqkLFv2mutRuKtfP3n4kYdL/eJ49i6Wn2fYSmoEjIARMAI5CRRJQfBGxXgBWv0ZLxCUC7cyM3EzzWlS8oxclZGg0i+JeEwoKQnqlmZRCAwY8Ji8/8GH0qBhIxfN8yOGyUl/Olk2bXmzKNGWeFh7F0v8FlgGjIARMAJGoIQIFMnEyJtnncUo3DgDTBF27dwVUcs/JkQ6QBnFg94J4sGMaeL48XJn375uPII3D3ZsBIxA9Amce87Z8ttf/0pQDM48+2y5ql59+ddHH4pNexr9e2EpGgEjYASMgBEIgkAgg5TJCMJ8o/oNpHb1Gr/YOK+mSAXNNPGxGjMDk+kxYKwBSgI9FD169XJjHTA/irbLXuE5UWhdZOuSmPiLGZX8fvCHwmPOCJRFAl1vu03OOudcqfmXK+WrL7+Shx9+SHr07iuzZr9UFotrZTICRiAGCCBXlPVvK+bVlDHSWSDxjwVGEA5TcvKga1EFEWc041DZlDKwMXY2XEM2vNQPcmykzKNZJvJGXot7Ns/AFAQEYFr4EeAR5FWYZ49wrzMRFQQiN48tPj4+rHc9T3rRdOSpc2InqVS5snz06Sdua9e+g5uO1aus3NG3n2RkZLrB1PhzC77Nmh3YCxvNMltaRqAgBFgT4eqr68gpf/6zXFL1YmnbuqWsW7Na9u3bV5Dg5scIGAEjUGACOq06jYdYFZjLSQAri3BCcE5fZf8fygGCP2NgkcWYLp+JdfyzYKI0IMNxHX9YxMAwlpWEaNy9QBQEXlYeRlr2UQQSmie4OdH5D2gE6g3r1xW4PNpbkJt2xOJpuLj4uALHGYRHHhh6Bx70rORMLwczK2kPAdfJNw8klRcOP2xeJSKI/FgcRiAWCOiaCN9++40c2P+t3NKug9x7770ua9OnJcVCFi0PRsAIlCECaWmp2Y2QvXq5b3Jpbd0uQ7ckJovCFPvIZzo2FtkS2QwZTZ8ZZDaOkVu5jqNhu9ql1XKduj8mC1sMmQpEQdB8acs+Mw3hGHcAcG5QpFp+zyNmRJjwoMVxA9EG0fT4z4xIKoBr+sW9R8DX3hFvWuSDBw4lSZUAHi6vg4kqD97zdmwESjsBXRPh0suqS7+775WtG9+QunWulrHjxkrFihXdWITSXkbLvxEwArFBgO/shnXrnVxBwxsyBgpDOIesoKZImGRoQ5765ZuMTKGmJUy24m2YxNSE616HLIJ/FTC5TjjS0nhIU2UWTZ+4kGHUEY5zXkfZwuXT64d4kYs0LfZqTqTh2Ws+tTz+spIvb340DRhp3JRrfQEadwvCibjIt+adMOQT579PsNFrmi+/H8JzLi9HAzVrZxXWhbNSUa7+tJWb5ruwzwV55b7AS+8DzEg32i4QBUFb8vceWUmZHgMcDySOF5hjBedO5vODAkBvBEoG4IHNSwAkrg0eOjSfGKJ/mTKmp2eXGUXC61Qz9a4b4b1ux0agtBLgvd7/zdeSunC+rHx9qdSpX98V5cqrrpKP/vWJLFoc/uNdWstr+TYCRqDkCCA8Uec0S2juMoGSgFyg8obmDAEO2YGWYTX11XP4IQ5MhpExVq5Z7fxUrlzJmZ9EIqsQF0I4VhKkw8b3HpmFFuzpyTPcuavr1nEyjD+fmt+C7EmHeGmU1LQwYab8lJV0NX24cIxfLSvyh5aVlnRkKq+S4PI8a7YziyYsDbVBCqY0oGrekeHIr94TNQMif34zIPWD9YaWGwsVyhxJ/uDHeFjyAB8cshoyJY3Yet+5RzwXpFEUV5jngvvBfaGRWctKHrg32gBdlDxFEjYQBQHYambDjeSYG8/LQWEBz03gXCSObiFswtAAeQnY+F9SygE3LJxGGclNUyUqEg7m1wjEMoGnhj0lSdOTcmwMXM7MzJTUBfMlJTnZxiLE8g20vBmBUkRgSVq2PIGcgVNFwW+lgEkwcoeOf0QgJIwKxOwRBBGCtUGvR6/eTkhUP5Fg8colzLyII22Nm/GKuEjkBRfA84NM5S0TlygX5/KKF0Gasg4eOiSUH+QrwuoEMgizCNsIxSo8s0d4DtKhCGi+yRN5Ix01A6Is5NMJ80d6CCg3fjRfhNd8qcl5XnlE8Kc1nlZ5ZDjNg4bRe0evBP7oXUHe0zypv8LsNW7CFuS5UAXGGw4ZGC6wiqYLREEgwy+MGeNePm1B58Xg5qMJcUN4CQvreKn14YhUyShsmuHCaRkokzp98fR/JHvtPvLuIwlvfo1ALBNYsXyFtGh7vbTv3EUWLlgYy1m1vBkBI1AKCCAEIzh6BTzkA4QnhEh1+EMoVCVCzyNo0ciI03GRXj8cu5bzCNdzQi4hD35Hj4Q6PdZWaj0fyR6hkRZ2FBhkDzaEXpjk5eBB/mjM9To1feY6G87v5+o6db1BinTs56Rp1vGlQR7wq/eIMtNArD0JlLtx/QYFzgtxaWs8ChAyHHHhuB8wjI+PC/nRZwTTnqI4f3k1Ln0W+K/H5IP7iNysioT6Z8+zqde954vzODAFARC8fKr1oN2tOHJT2au2V5yFKe64ecFYoI0bqEI9aWo3FAzyczpOA3/6wHr3+YW360agtBBISkqSevUbSPPmzWXKpEmlJduWTyNgBGKUwJIjYw0QEPUbzJ5vMpuam2hPf17fZGYaxKlJdIwWOUe2KCOt2wi4qhSgLPmF+hyBRFwjrVduUXZwxCkvjlVg1Tj8//V8EHtVliiP5kn3XNN7xH3lPPnVMDRKF8bRK+BVKFG2YEnvkTqeG3qmvIqTXivOfV4m6Posa/mLMx8ad2ALpXGD/Q+qg3zEzksTLO17XkQUIa+j7JSVhy4uLrsVgZexskdb15uq4zW84e3YCJQ1AkxvunP7drk2qaH74Jx7wYUyf958adO2TVkrqpXHCBiBKBFAUMSagNZkr1PBmcHKXFehX7+7Xr96rIIvwrEKX3otVvfIGuSXFm5vnjFL8f735x8eyCe6oK3/Ov+PtqhnK07qR4V0/R/kXvPM/fSaD/nToNzIXt78c88L60hXw2dmZg+U/sXEMkcmmkF58PYy5ZZmXs9abmH85/OSDzV+7qNIdNYAC6QHgZc2Wwvb5S9vmfrPC4SNmt8xmEUfbn2QOOd12MnxUOan6XvD2LERKK0Eli1d6rJeu3p11/Kz7c1NMu3FF0trcSzfRsAIlDABZAyEpIQjg5O92UFo4hvM7Eb44TvM91ZNWNQvgiYt0ZxX0xmvH4RGrntNS7yt68RTnOMI/XKD5lv3XKesKlhznvL686j+dQ8PyqZCpp6nRV5nE2IwN07NetSP9lTo/9z2/jwUhFNIXjoydb3GTT7JF/kjfb2nep19fqzwQxwM7vU74ssWtCVHo67XnypGuclsak6vYVTh0P+F2ZMW+WKcjd/xnPrvvd9P0P8DURAYnc8DW5DBIkEXIJrx6QtEJaMOpYGHTQdCcQO5yWj0+mKhQLGVBTMrLbftjUBeBBikvO3tHSEvq9atlfkLF4T+24ERMAJGIBICmBfxfdXGOH9YFAe+xSgSOEx/Edq0ZZzvMd9hhFI2vsfEx9gFFe5GHDG5UXMTZBsEUe+3nMHPQTjs/8mv5o88qMlPbvFn5yfnHP53HpkSlLjU0WOg5iqc1/GT+NWywom04YT8BguYcB5OOPYFKW9hOWma5EM5kF/ySRnImwrNDELXvJMvvVfecmv5dU94lEa9f5wnHeJRmY0ykwbsNX7inDh+XOhZ0fi8e/Kg8RKnV9H0+ov0mHtFvF45E4WVvKkJf6RxFtZ/ICZGPFw8IPpgcdP9ju6b/AqX1432x8d/rxYd7nrQ5ygXZUD4p5UBR0XDNGbevDACn4eNgS/qeAj1gdRztjcCZZkAg5TrNmosf/7zaW6Qcp++fcpyca1sRsAIFBMBBCYEsLy+oSgOccOzW1+xM9cZaFAAVPDmO6xyCN9svt0Imtj14xAUMXfRlm38Iqjpt5zzCJ0aX1GKq/kjLjYnLB9ZxCu3eMkPLfWuVbxvtgxEmQiLwIoMRbkQMrW3RM13MM/xlhV/8NR8kCbxYyat8RNvQcpbFE6apvc++eWqUWNGy4BHHs1xnzBpJ0xePQlatjv69gsJ/8QNC+61OsaWcg/0OeA8YfN63pBpWZEZ5nAi3iCUBO4njrJ55Uzvc6n5Lu79MVlZWVlBJKIvUG5x5acgADmc+U5u8XHeb4eXl9/Sco0HgkHL5oxAaSfQ9dbb5PQqcXLyKafIjKmTZev2t0pVkexdLFW3yzJrBIyAESh2AihiKFB+5arYEy6BBALpQSDf3sEjhSmH03p9U4tpVyG9Ezr7j3YzoWURxpwRMAKxR4BBymtXrZQal18hWza/KQxSfmXuXLnhxhtjL7OWIyNgBIyAETACRiAHgcAUhPzMgwoizHu7c+gewwYNxcMbFj9ob3l1K+Uoof0xAkYg6gQYpHxCpUryyUcfyR9POkm++PwzmTF9hikIUb8TlqARMAJGwAgYgcgJBKIgFMQ8CHuvgvYyEB+9B9iAeZUDLR6DkVAS6OrJbcCS+rW9ETAC0SfQpGlT2blzl/y+YiU59c+nyZZNG6V3757Rz4ilaASMgBEwAkYgIALInB81Lx9m4IEoCAjxOhjEfw90+fNwK8P5/ep/4mPLbZosPU8PgzkjYARij0CVKlVkx/Yd8sKY0VLljDPk+RHDZPCQv8deRi1HRsAIGAEjUCgCNk6rUNhKTaBAFARK6zUP8pae84wM18UovNfyOkZLoxfh6fjhbgE2lAFG76NwMO0WPRKMGjdnBIxA7BHYtHGje18PHjwk7773vjS4tokkz0iWhx5+KPYyazkyAkbACBgBI2AEchAITEHIEavvD+sHIOznpkT4vLu/+MXUyDs/rvpDMSjsMtsah+2NgBEoPgIMUq5a7RIZN2Z0KBH/wjKhC3ZgBIyAETACRsAIxBSBqCgIzGGMsM8WbkxBOCL4Y97X9e2zF7nQHghWP7Seg3DE7JwRiB0CzFZkMxbFzv2wnBgBI2AEjIARiIRAYApCbusgoBSwAlxhpyVFGTCFIJJban6NgBEwAkbACBiBWCPw7u7dMn7CJEldMF/OPPts6XLrrXLo0CF5Ze4rsueTf0mzli2lT+9ecnHVqrGWdctPOSRwbHGXmZ4AzIVYLa8wjt4HzIx05UJWqkPpMGcEjEDpIcC0p6yDYM4IGAEjUB4JYHaZ2CFRzr/wItm6Y4f0f3SAvPCPf8irr86TIcOGyYq1a+XCiy+R9u3ay2effZYD0YP33S+EN2cEokkgsJWUiyPTrIWgi6URPysn33lkDQSWxvYulV0c6ZdEnDYrQElQtzSLm8Cjjz4qb6zbICtWryzupAKL397FwFBaREag3BMYO2asfPGfL+Xvg54Isdi4abP0691LtmzbGjp3e7cesm/PHpnzyhypVKmSO1+7Rk25vXt36dO3T8hfLBxYHRkLd6H48hBYDwJrEmBKFM5xnl6ASBw9Bjqw2TuFKj0RzGh0R99+kURnfo2AEShBAv9MXSLH/frXwuxG5oyAETAC5Y3AMcce69aE8Zb7qiuvkAPffus9JTVr1ZaT//xnmT9vvjuPHHTsscfJlEmT3P/MzMwc/u2PESguAoEoCJj8sHBZyuzZYfPJeQT+SEyDmM6UqU69ygGRx8XHu2lPUTowNzJnBIxAbBPAtOjcCy6Q1m2vl+SZs2I7s5Y7I2AEYorA6FGjpGvX291GK3xpE5AxDbrrrntk5PDhMnHMaHns8Sckfd9nMm36THn4kcfkpJNPkYyMo0L/yuWvy8a1a2RxapozNUp5eY70vfseOfeCC52ZZmKHDmZuFFNPaNnNTJEGKaMUpO9ND9FBqA8ntCPMMxahoDMY6cBmpkcN5+Lj491p1kUwZwSMQGwTWLN2vSS0aCltW7eU2tWry77+DwoLqZkzAkbACORFYPjwEbJ16zbp1qOHVKpYUVJSUqRzYmeZvzC7dT2vsLFwDWWmS6cucnW9em7cQUZmptx33/3SsX0HOf/CC11vwcXVqsktt7ST3n37yYL58yQrK8v5fWbks9L+lnby+b598sKoF6RixYoydeIEef/d3bamTCzc3HKQhyL1ICQkNC8QIlr9I1kDAUWCMLpisj+RXbt2ulNx8XH+S/bfCBiBGCLAB5IZOxo3aiCVK1eSps1buI9bDGXRsmIEjEAMEqDumDRunDwz8hlpem1jwRzn+edGyuHvvxcmPSgNDpPKk04+2Y072Hdk4PHkSRPl8/S9MnDg49KvT0+Z9uIUuejii+W5Z56W+g0ayosvTnV1JWMV/vfTT1Lj8iskPq6K3NC2les9qfmXK2XOSy+Xup6U0nC/LI85CRSpBwETIDYc05w2S/ilSVDO5Ar+j94Dt0hataNjF+gxwB6P80x9WhYHKReckPk0ArFPQD/kjevVc5k9rkIFOf7443OsqPzi1KnS9bbbYr8wlkMjYASiRoApQRtcc40Tjr2JXvXXvwrXmjRt6j0dE8fDnhomc156STIOHJBLa9SQalWryrnnnSfXXdfM5e/br7+Sy2rWkmo1asrnn38RKltC8+by9o4dcmvnjqFyYHZ0+NAh2b5lszAYGPeHE0+U7j16yMsvvSRpaWnSrl27kH87MAJBEyhSD4I3M/MXLXTjBTAP8m+YGDGIORJHjwNrJzB2QQc4N6rfwP1HMbCVlCOhaX6NQMkQYLG0jz79xG1PDB4sP/3vfzLwySdDmeFDP2TQ3601LETEDoyAEYAAawGsXr5c9qbnnN5z4xtvyJVXXRVzkFAOtr21XeYtWuTqu9bX3yipaWmyeP486dGrt7z22hLZvHWLnH766fLN11+5HhEtxMGDh+SH77+Xd3a/q6fkpTmvSKNrm7i4uvXpJ39r3lwkK8v1pjRLaC6jXxgV8msHRqA4CBSpB8GbIdeyP358rjMZIdRrb4M3XF7HzFjUrn17N65BV1KuVi3yePJKw64ZASMQHQIvTpkiLdpeLy88/w9pfE1jmTZ1qnz/w48u8elJSdLvjjuikxFLxQgYgZgnwBSf3Xv3lvvuvU+69+zp8vtSSopUODa7XRMTJJ0GNBYKg9nPvEULQ70C9AZ8/NGH8s6uXc48SPOI6VCtBfNlcdpr0iLhOmGq06cGPSF16tWVLh07yq3ds8uakjxDWrRp666ff/75MjdlltRt2Mj9P+P00+T77753s8LForKkZbV96SYQ2DoItavXcCRo9WewMg4zIY4xDaLFP5IVkbskJrrpTOvUqet6Eko35oLn3uYVLjgr81l6CNBT0Kljomx5a5s0aXKdawVLmZ0iIsfIHffeJxPHjpENGzfEVIHsXYyp22GZKYcEmOpz4OOPy+lV4uSYY46R/d9+I3FnnuVa0j/+4H1JnjUzZlYdDldfjB47QXa+vUMmjB+b4+41athY9n/ztRw6eFAq/+EP8tjAgdKmbRsn8K9es9b5XbV8hZx86inu+L///a/s3L5dzj7vPDnhhBNkz5498qsKv5JaNWvIP0aXXE9CuDLnKKj9KdUEAjExwnwIs6IevXq5wcgoBpgV8R/TI9Yt2LB+XUSg6HHYsG69sFgayoebRnVW+GlUI4rYPBsBIxB1AgsWLJRmLVu5dJnudN2GjfLTzz/LiX/6k7O7/e3xx8vkidnzfEc9c5agETACMUeA6UH/PmiQzHrpJVmyJFXS0hZLzz79nH3/yy+nSOsbb5YunW919vksJMZ0qCXpzjz7bDd1qeaBMQSrV66QN9auyWE69Mq8hZJ5YL9s3/m2Mx/auv0tpxwQjt6ABx98wG1pry2RpOlJbmvevLn8vmJFOefcc6VmzZrS5oab5PaevSTz0GFNzvZGIHACgSgImiudfhQzINyunbvc1Kb0HGivgvrNb88YBFZOxszo6rp1TFnID5hdNwIxTGDZ0mUud7So7f/2W3lnx3a5/MqrpGPnLu583zvulEWLU2O4BJY1I2AEokng1blzJaFlK7mk6sWhZDHbYaDvy3PnyaJ5rzjLBMY4jZkwUZJeTAotLhYKEMWDoU8NlcGPD5BhI0YK9dztt3eT//vhvzJo8GDp3LGjW//g7nvuk6FPDpRhI4ZHlLN58+ZJ37vukSWLFslrr70mLVskuGmj396x3dZEiIikeY4gwrVKAAAgAElEQVSEQCAKgk43qtOS0mOAoxcBx7SlHNPLEKnDZGnUmDFhlYXCxBdp+ubfCBiBohGgJbB165Zy8ol/kJ9//F4+2/up/K1lK9mxbau8MudluenmdjIreYa88/YO2fzm5qIlZqGNgBEo9QQYX/Du7nflvffek6Wvr/hFeVatXCkPDXg8NNCXKVCHjBghr7w67xd+o3WC8RAVK1WS3e/sko8+/ED2798vVeLiXO/AgkUL5Zyz4qX6pZfIgsWLIpqBifpz7549rqe1UdPr5GBGpjCo+d333pdzzr9AHnzgwWgV0dIpZwQCGaSMORC9BMw4hGP1Y5QCXVmZ3gPWNeBcYR2DoNevX+d6JUwxKCxFC2cEok+ARdHuvPvuUMJt27SVG29pL4mJiZKamipvbtokTw4aJM+OHCk7d+6UK/5yRcivHRgBI1C+CDBeKbFDRzf/f4OGjeSZESNk7Zo1bi0BViE+69zz5Icf/isM1PU6FlL7+uuvhcXV+vePvtDcr28/uev+B0NTlWJidNONN7nVj5nNrbBTOSfPSHY9KZS1Rs1abizCqBeelwrHVZDDBw/KN1995cVgx0YgMAKBDVJGaL+zb1+nCGAWhECPwsB5FAOdtjSSnLMq85K0VDdFqioFKCJX16nrBkCjdETb0RPCuAhdMRrlqGevXjlmaOIag6z9Dg6YTeXlbNBPXnTsWmknQGtYw7rZayJ4y7Ji7VrZvGWbjH3heVm+8pcthl6/0Tq2dzFapC2d8koAZWDmrNnOwqBKXBXp3bu3PDbgcan9lyvdImJwcYL2TTdLxv5v5de//o2wFsDBzEypUauWWzhN2WHaw/oDzBzUsEF96dO3j16Kyj5cfYGp0XHHZEnv3r0KnYdGDRpK+p49OcIPf+ZpN16hdYuWcuyxx8nAJwfKvz7+OEdDTI4AxfQnXJmLKSmLtgQIBNKDQL4RfpOSk0NFwDSIaU0ZaMwYAq5H4hCwVQgvaaXAm+/OiZ0kPj7ODS7iPIoQA6iTKieHZmnatTN7peeVa1Y7hckb3o6NQHkmQG8CNsM4r7KgC6lxHqGBOdDNGQEjUHYJsMpwx3bt5e4HH5IWLVvJ9OnTpUuXrnIwI0P+WreeUwxYfZ2tVZu2cuDbr2XAgEfdTD+HD38no0aNktu79ZCatWo7k571a1bLK/Pny3vvfyCzZ84sEXAvzXlVlr72T5c26x383//9T+KrnF6kvKxcvSps+E4dOjoTowaNGsu0pOmy/5tvo64ghM2YnSwzBAIZg5AbDZQClIRIlQPio2WeXgeEbBQPzJZKosfAWzaUAXoQ2rXvEDqNIkT56OlQl56+1+W1pPOr+bG9EYhFAqosoDAsOvL+zEyZbcpBLN4sy5MRCJjArNkvyYBBg11PQebBg7J54xvS9oYbZfCwYbJp4xvSrXuPUIqHDh2SE088yf1nph/WUWGGn6/+8x/58j//caY3r69Y4dYgwNToxx9/dA0NoQiKeECjBQoNW26uaUKCjBgyWBKat5Du3bvLwYMHZdmSNJfX3MIU5fzn//lSmrdsJZ06tpftW7bInk/+5cyZihKnhTUCXgKB9SAQKcIzA5QRmGlFzzYxynSLnSFIR+JQDkqTUxMo8kzPB70e5oyAESgYgYWLFssfTzpJkqbPiMlVUgtWCvNlBIxAQQmsW71KevTMVgJGPv20jBo7LjTouOm1jd3kBUwJyliDObNnythxOdcSYFDw3/52naxavUbuu/du19NA2ikpKfL9999LYsdE+VtCMxkyZEhBsxTWH2MLNr2xUS6rVcsNFiY/Q4YOkZUrV8mypUul6iWXSMeOHWTThg1uNiUGTOPY08Px5qY35aKLLgobd2FPzpwxQ/Z8/JE0btTAlbt95y5uUPTixWnCeAdzRiAIAoEpCBPGjXcKAYI9rf139O3nFAZ6ArDZx+WnJLQ5Mk96QQvGGgvRdOSfgdcps2eFxhzQq4ByoL0KHKMope+Nc+s3qOJAWMZmmDMCRuCXBF6ePdt9XLsmdnQzlwT9Qf1linbGCBiBaBFgjYKt27a7xc5OO+1U6d+/v1xWo6a89/6HbhrTj99/L6QcaJ4YoDxpwnj56t9fuIXEwq0YnNgpUTZt2iQ33niTXPXXv8rGDRuEMQovvjjVRXPzzbdIs+uayWlnnCEVK1aUXj27R9RDOT1punz51dfy+soVIQWEqUq7dO4iZ559jpumedu2t6R1i1Zu/IMqB1oGzJ8Of/ed/g1s/+q8+S6u/2fvPMCjKtY+/qJ+914b2FBBE1S60ptKkBJshK6ohKqUJBBA6VUEBCRUKYGEpoFAooLUBCsdFRVEwQoKJCp6bVRRr7rf85/wHs8um2ST7Ca7m/88z+a0OXNmfqdk3pm32FUzMcDi+PtvM8vhjpXXLs6Cig0Br6kYLUxIMGpBCJJmqeJ0ijSB0jCarh6NAp3sxMmTzAwBjHPwg/ADoUhnDBD7AQkzKTBIhvoEfhAa3BkuBzoP1p8ECkoAo3BXlb5WypYtI//73//k6QlPF7RInk8CJOAnBKY8M0W279glkZ07S1R0tJz59TfTwb6h7PWS9NxSGTpshKlpRubXTjWGq9C7m4eLPZCYUwb8ny1Z0qgazZk9S1KWJcmAgYPkpRdTTWcetguRnbtI6euvN9etWLmKdOnUJU9xAzBL0CsqyhIOcP2OHTvKZZeXlCWLF5qI8H2ie0uze+6VyrdVk2emTDO2E1rPD/bukUsvuUQ3vbKEC9gP9+4VOHZIfuFFueTSy2Rderq8t+d9ebR3NOPJeIUyCwEBr8wgaCTloZGRRvf+wIEEQzcsrJFZYhYBMwwYTc/JHqGwZwTy+ghAbap7l65mhkRVoLAPsyVImDmBoKBGmPbyW0S0NMIEhCedSYGAwUQCxZ3Atu07BNGVN2/ZJuUrV5GDXxwU/BPEP38mEiCBwCawODHRdGZDQ240DcEoe4+eveXNN7dI5+6PCuwLkPr36y8jR42SqlUqy/IVKbJjy2Zjg+hJ69WpQc0a1c7LXq5cOTM7get+/90xWbFipcduUE+fOSWLFi6Uvr16mnKb3H2PNLqrsVxyrtMPoebBdu2kRu060qJlK9nz/nvSuXMXGTR4sKxfv14OHzwos2ZOP69OBdmx+c3NUrvB7fLtt8fkg30fyq9nTkvbiAinImNiogU2XkwkUBACXhEQtALa+YcOPtZhoIykajaaLy9LlIVO+MmTWUHWEKVZy81LOd7Iq3EeVDhAmRB+IBRgBgUCQnapWvWsDxcMmDW5EyQoNCgdLosLgfT1641AcH3ZG2TshAkyZfJkeWbSZHkmbkpxQcB2kkBQEFi7Zq08PX68UbcpdcUV8ljPHqZdKhxoI+vUrSfVqtewXJnWqVNbhg58QkaPGGGMbVu2bSfJK1fkaZCgY5cuMnPmLBk/7ikz4v/xJ59K/OxZxrZBr3tX48ayZGGibua6PHXilNS/4w5ZvGihKROuVBPnz5NqNWqacxctWiz3t2xlYjRkFRYtUEGaMX261KpVQ9ZuWJenNuRaIRGjgnn5ZZfJrJkz5ffff5f6dzY0htroczkcf8uatUUXLM6T+jNP4BDwioCgbkzT09ME0ZShTqOdeHTwMcOATrQKEJ7igfoORtxdU7WE6pKUvDzP5bmWk9dt+GN255koJCTUCEEQZCAw5JRKlsybu9ecyuIxEggGAns/+tB4HOnauYuZskeU0I3rsnRsg6F9bAMJFAcC8PAzccIEy1AXHfSBjz8hV151tWD9tlurWhjWvbxa6tZvYG3DKHnkRRfJvPi5ebIRsAoQkWHDhsqA/gMkvGlTqVW3nmx743Vp//AjTrYN6Wlp8u0338rcOXNlz5495vR27dqZaMf2srCO9vzl+NvW+RcZMWywvP/ubhOsbOiwkXL48Ffy8CMdnU6FClJiQkKBjaOdCrVtjBiZpZKFgJN9+/U338wmjZtIxpHDUqLEBbRBsLHiasEIeMUGAR3/qJgYIwhglB3bw855IULwNCT7qLsnVUY5EA4wKg/VI+jzw+UpyoEAouV6Upa38mAWANd2l9BmVaXCLAAEI3tS2wS1VbAf4zoJFHcC69atl5p168k7u9+Tyy+/THZs3eJVN4XFnS/bTwK+IAAj3ubNwo093tRpM+SxqBirQw6BYMjw4XJT+fLSvXNngUei197YbDz7/OeSS+TLLw8JIiMjYfDtxC+/yA0FUIuBSuLzSc9L8opkierVwzgFef2VTYJgZfiuYGQfsRKuK1NGtu/YKZ26dpPW7R6QlSmpMnr0aAuP3Z1paLmbzH6cjx8SZkaq3HabvP5KuunrLEpYYNqENiB98+0xr88amIJtf+B2df++ffLFFwdN+y6+5FJp0bqNdO/VWxISF9pycpUE8k/Aa5GUUQWMoGdmZDoFRkMnH51idyPvOVW7bs1appy58fHnZVOPSYiPUJgdbggH8LSE2RH1SKQ2CB0jI40wA3Uq5EEwNQ0ch332KNPnNci2A8KFO9UjWxaukkDQEcA/6GPHvpfffvtNfv75Z6Pj27pVhDzWI0tFoSgazHexKKjzmoFCAJ6Jkp5PkklxU+X2+vWM3cBzCxNlzYb1Jh4B2oFONdSGevfuJfMXLJDyFStJ3Xr1je9+HL87PFziExIlMTFRLrn4PzJ37hyvNh/vcKv2D5iYBAhcFt68uVFlenPLFsvwGB17zDqMnzBennpyrNxcoaJRkfrrzz/NqPxN5SvIhRddZByPHD50UI7//LOE3lLeCCOqOgXhA16SWrZsKf1ioo165D333uvVttgLgxCz94N91q6VK1bItBkzjaMHeDbaunNHodgg8Btp3YLgXHH4YTp+/LijfLmbHFOnTHFbu/SNaeY4loWd9n/0kaNb587m+qhj07saOxLmL3CqRsbRo45+fftaeerUqHleHqcTbBsok4kEiiuBAQOecDwTN928O5mZmUWKge9i4eKPnxfvCG8abu59v379HZ98/LHDdV9RPxOFS6TornbixAnHqpdecsyeNcss3dUE9+rtd951OtSnbz/Hffe1MPeww0OPOAYOGuoYPXqM452333b06NnbKS82sA/vGfLgmt5OqOOql9eZYo9mZDqeGvd0tvWofuttVl6cMDc+wdGgXgOnfSirRrXqjoSFS5yqirKrVb3VUadmLceal9c4HfP1BtjWq13X3AvcDzAd+MRAX1/WlM9vZKFgLrKLeMUGwduiE9R1MOOA0Xl36cCBrP0hoSHuDvt0H9SIdGYguwuh7mbm4/zJj+xO4X4SKPYE4Lkobd1a4/HkzOlTsn7deukb27fYcykOAOAKEyOik6ZMsbzY9O3bT0pfe63MiZ9nRmdhENqtc1efGH4WB8aethHvIfz8X3VNaYEf/8TERZKcvMK4E7V7FkPkXrvff8wWvJa20URHbt+2tex+730ZMXiQjBozxqjcfLjnfaNKBPejSBi5zzh6xERRVy9EntbR03yjnxwjUT16yJtvvC7v7NwhjZqGy9HDh8+rByIR31ajpjzYvo1VdL26deTN119z2ofjKSuS5ccff7Ty6cq//vUv45JVtwtr+fXXX0v1WrUkYcEC+e677+TykiUl48gRGTZ4iEyd4V0PSoXVJl7HPwh4xQbBF02JjokxevyIHQCVIhg6Q12pf2ys2Yar0NwMgn1RL5ZJAiTgGwJw3wd1AEzbY6p+yaJFvrkQS/U7Ai+98KJMnzHddDjRgezaOVIyjxyWRYsWGuNWPBNPTxgn11x3nYle63cNCIIKQTDALy4uzgQBg5//fn2j5bXXXzXCQvLyZKdWlrv5ZmNXoDvT0tLkiWEj5NFunY36DgyPR4+bIGlp6cbw+Lbq1aV37yijdgRhYtDgIXJD2bL5NkrW6+a0DA9vZtRtoK+PusyZPVNQb1wbdcCvZ6/eUr5yZbnk0kvPK+rCCy88bx9iHL2StsEIGXoQ3pNatGqlm4W6ROTkpUsXC1QyYcOBOBA//fiDvLx6taxetcrrdUHcmjnPPmt+KFzXIagwBRcBv5xBAGIIANDdh/tQV4NfRiUOroeQrSEBEICh8rfHjhmDP2yfOH7c/IPDP0Cm4CZw4vgvlt46Wvr1N98YPW8dbdbW16lXX75hR0RxeGUJg9e4uKmyc9s2KXXllWYEum//x53KfqRjR1mxLMlpRq9Ll84y5ekJ8tqrr0iz8Oby/nvvyVPjsoyO9eQbypaRE+dclM+dN1cgZCxMzHIzWqliBafy9BxfLH/99Yw1EzBzxnRjLzF92jQ5e/asiV8Q3qyptGlxv5O3pS+/OixffPqpEYJ0ZgFG1nvfe1dCb7pZmjVpIrXr1ZeMo0fl0osvlmXJy3xRdY/LRDC6iJZZQkrjZuGyc9tWM/Pj7e8nZpHmPDvbqhfWq1atKgOeeMLax5XgIOBVI2VfIYGAcPJEVhwEdanqq2sVdbk0+inqO8DrFxUBGN65JoyIFVXAH76Lrncj79sYkYZv/DO//irXlr5Gsuus1K1VW4aPGWuEBHixggecmtVryMoXXrDcY0IlpUOHh2TY0MHiSwPQvLcysM94oP2DgtF9zNAgwevP6pdekC1bNlsNgweiF1aukGbhzUxk4L///lvmzpkjD0V2FqgDIooxOss3hITIs7NmWOehrIOffyazZ8+y9hX2Cp7BOjVqyp4PP7QMk1EHeFBau+ol2f/Jx6ZKaOPwgY8LgqFhcAIqVP2eGCTznp1pAqEhE1SRnnxqrHGLihFzFVZvv+OOwm6W0/VQl6aN7pLa9RtIyZKXG2cx0X1jjQBXrdpt8vTkSV79jkJ9CTMUmlakpkhRM9C6cOk9Al4XENCZf2vXToG/f7gohWqQxkTwXrWDtyR2SoL33rJleSMAn+oYlbLrPeethILl5rtYMH7otLRt1Vpq1atvdNk/2LtH/vvdMRk4cKCUKXO9KTwhcZGxO7nqmmsEnc6adeparqSh0/39sW8l9vGBxgbhhZSV8uf//jBRcKGzXlTPRcGoFN3Z2qEFN9X5h1A+5smx8vrrrzlVrEOHh6X7Yz2kdcusUfVunTrLH3/8Lve1bC0Oh0PWrXpR1qWnW8IbVHViY6LF8fff0ji8uUS0bCk7tm8XBEFMXplsXc/pIoW48Wj3RyWk3E0yZPAgIyRAGJg8/impWLmyVKxcxdo/Z94CWbwgXu68q7FMjZti8kIw3b7zLRkY20cQs8UfnzsIQZgJQvrhhx/kif4DjECEiNQvr3pROjz4oFdna/AstW4RYbxD3X3PPZKw6HzXqvq8oU4UHgrxYffipbwmIEAdqHuXrpZhMewDEL8A7kphtJvfwGZwLYrzUT4Cp8GNKlyb5jWugheZ+bQodkp8ipeFBxABjCo/PnCgdOverUhqzXexYNjHjHlSSlxwoTUyjdJ69oqSX37+WY7/8ov89MMP0rtvrLE3+PSzz2XGjBnSpGkzsw0d8WrVqsudd94hzz33nBz+8kv55aef5OYKFUylvvzicxNpVzu69pqi07thY5oRNJo3b15kz4+9Tr5c96S9cCP8SvomE0AMhsHQ/e/WrZukvvCC/O/Pv+S5pYudqoj7hEBjV1x1lZQoUcIIaVUqV5L+fftI3PQZsmLFCoGNgj099NAj0icm2kT63b17t9x6223SuXMnr45c26+Xl3V0oPv36y+7tm83alRXXHGlCcqGGUoEV1P1qiuuuEKeHPukDB44WPoPGmzsKTIyv5Yhg4dIndq1RIOU5eXahZ0XsSn27vvQzOSg7nB7CsPlDz760KtVybI9mO3WpSqcDixOTDSzMVDBuuzSS84zcvdqZViYbwh4y38SXH/CnSdcj7Zt1dr8ULa6JIXbz7wkuBNFeXoelnCphbKNW7SRI/NSXMDkpduwgLlVrKgPCbz26qvmPQ9v2sy4WSwK95aB9i7C3SF+cA+aW0IezW/Pq/vsvJcvT3Z069rNAdejuC84Bvej8fELzDbKGjVqlMkzZUqcOY4y4fIR7h/xg/tF/F59/U3jhhEuJMc8+ZT90uZ4vTp1zT5113j8+AlHmzbtHHBBOWPWHCs/3E2ifNcEF5N1a9V2PJeUbNxTPvTQI47u3bq7ZguabW0veIIJ2tu2dVvTPrgNxX1q07qNo1mz5o616/9xC/74E4Mc4eF3G6Z1atZ2HPj4E4sJ1vHsw53n5q3brf1YgetSsMXSNd199z0ePXuu5xX2tv3Z1muDlX0/3gN8e8ABPzzXgZLatm5j1Vvrf1ejuxyTJ03O1mVtftoGZijfNYEd3kH7M4V3PZjfQ1cGwbLtlRkEuCNFcDCM6kOtCOtImEFAgueht3buMtGQzQ4P/sB7EaIPIyAZIhg3a9zEeC1CmYiyDM9GiKyM2YVgShy1DKa7ybbkl8Djjw+U2nXryYrly+SiCy+Q1q1be3WK3JN6FfW7CJWB+QsS5PTpM1K27PXSp08ft6OxGB3t1qWbnDl7VkLLlZN9e96X+yNayKRJkwSjiZs3b5YSJS6QZs2amtF059HkLAPLKVOnSN/oPnLhv/5llfHQww/Lp59+Kmd/+116RUXJqVOn5Zmnx8sFF1wo90VEyHXXl5G1L6+WP377TR7u1FngFhKebOCqtnLVW+W9d942mOF56OZbysuff/0l//3uO6PWUat2HXMMXnLsSZnDGBQOKn7+6UfJOHzYjESinUe+PCTPL19uVFugBjN0yCAn9QXMOsUnLrTcb0I95KEOD8nQILVbyKm98fPmy9XXXiswMMa9mzJxgowYM9YY62JkuX3rNrJn315jhAvd+8hu3eXSyy6X1S+kmHynTp2StI0bjFccvUf169Yzgc36RkcZ/Xx4LEKCPj88Ba1dv1azclnEBPC+wPZi844d8t77eyV+9rNS7qab5Lnnl/q0ZvPnJ8jJ02dkxLDB1nXwHtatWZNBYC0igbHiFS9GUPtBCs2ms479m06kGzWhUqVK5UoG6kSwZYC3ItgvwL0pkkZNxtQzEgSIYBMQTMP4hwSKMQH8Y0Mnc/CQwfLjDz9IyvJlxuVpMMdEQFTaPXv3GXWOMmWuk+bhzSWqZ0/jNlI73m1btZF1G9efJyQ8M/kZual8ecs4FP+M4U6yx2M95fSZM6Zzj8dp8cKFsnXrVvn6629k89atlsEmosAOfGKQhDVpYqkDffzJp9L5kY7Grejq1ausvFUqV5S2ERFWPrgj7fBgByMcwCe++sX/7LPPrM7AlKkzZMubb8irr26S55etkAVz5xjd5TOnT5unXIUE6IWXr1zFuI9cdC6y7le//OKk647zBw0cZMr6448/5OiRo5aAYHSwS5Sw6oDC4QWpTfsHjH623bAZhtPr1m8wvC+99BJj11BUxvD5fdXxnsCYVpnb2zt61Gi54qqrZa1NDQgehaAipB55Lrgwy8s5tuvXqyPjx08wVVEBDM/RxLFjzD6sT5+RZax7/fXXSdkbQ2Th/HnW8UZNmsgzUybntyk8zwcE4I70rvDmxvAfboInjx8nH+zZY94Fd6p5Ba0Cnkd8i+D9Cd7GmAKfgFcEBA1YlpGR4ZYIZhjQkfdEOLAXoPl37dppdjcMa2SWECCYSIAEgpMA4iHAkwj+qf32228S0aaNfAZ3g6tWZesFJxBJ4B8qOqq7331Pvvj8cxk6YoSUvPxySU1NlWdnzzEBp3SEtmqVyiYI0sABj8uEiU87GX2+u/tdE0xMGZw4eVJuDAmVjw/sl779+gv80SPdXr+ehDdpIj2i+1gdfuwfNGig0VNOfSFVizAj9NVq1ZJq1Ws45YV3odoNbjcd/dPnOvh3hjWS9/fstTqqiGHx7bffWmVhJHHP+1k+59EedDqfmTrVzChgluCTjw9IaLmbJDV5mVS9rZqEN21qZkCuK13a+OPHNTXh/PjZs2TJc8sk48hhef3NzbLplVflo30fmLwnfvlFMDqOZ0cTjKMj7r9XN82sCvSnJ0+bbnij7jCmhicW2LzhvsCo0t8EBtgaTJkSZ0bqERir/4ABpk3u2ntr9RpSr34Dq81YgSABO47Mr78R+O2vXqu2dVx53dW4iWV4jEBnV5cuLZjVQbqubFn5/ttvJfyN16V3nz5GqAIrJH803DUVK8Z/MHO4Y/Ob1v0Dinp33CkrVqZI506RTt8Qb2DCLCYGKiJatTaenxCXQd9dCJctWrf2xmVYRiES8IqAAINkjO7jY2+fRYBgkJqSYmYDoHrkaYJggPLS09IlJCTUqCdBwMA+CAcoE3noHclTosxHAoFD4I033jAGkuiYIJrrnPh4gUpKctJzQSMgYLS7S6fOloefQ4cOyaKFC2XxooVmJuDOO+4UGIUiYTT/0a5dpdwt5aVqterSpXMXadiokXxy4ICJCht68y1GhQR54U0Go8T3t2wlrdu2k/nz5sr7771rRvwxmg6PQsePH/foYbjqqqtkz3vvOuXFSHLm0SMmmizK//67Y8bFZbdeUVY+dLjLli1rbWPFtQNZt05tI3hAaIHqQau2bWXipIlSunRpE+wJnfPnli6VH34+v65//fmnzJ/9rMyaO08G9ImRwSNGyfinJxg1il9++cXMMIyfMN6Kvnzo888l6fvvZPiQocZd5Y8//FfmJSRaAg06zmhH7569pVLVquY85J0+a5ZxZ+nUEB9vQGCE+1BE+61Ypap89+03curkSQm/9z7Z/NqrRmh8PilJ3ti8VUYOHy7XXHutEe6q1aotPXtHybu735GPPtgrTwwZJpvffMOpthAkkHr17CUI9vX9sWPmeYHwCW837739tjS4/Q4zgwPhYNTQIcaLWE5OAlzvq9MFuVGkBPr16ye7335H3v9gr0Adr1WbthLerIl5Xv74/Q+ZOi3Oa/WD8AoVR7uLW8w0YqAn8+hRucQP4kR4rbHFqSBvGVMcP37cAUNlNYqxL0fnw6BYjZS1nJQVK01V9RoJ8xd4q+p+VY47ox+/qiArQwKFRADGbv8OyFEAACAASURBVHfffa91NRi+YV9hJV++iwMGPOGAYak99ejZ2xiAYl/79g8ao1OsY789L4x+YVg6P2GROT223wCTBwa99957v1UGDuo+GAdjPbxZc0ftc8bDehwGq/ff18LJaBgGhrVr1HTc3uB2B45jG2W0atXGXBtlacJ+5EUeGLCC24a0V/Sw2Y99qDeMFdEee+rRo6fb+wqjUZwHg2VNOB9Gy7g+rtsorJEeMsvklS84WrbMcmSBcxs3auyocVs1iyUMebHfNYHviJFjrN1oC/LZDVetg15YgWG33QgWRt4bNmw0xp1o1zNx0x0PdnjYtB1tRf3AWLmjHXVr1zEMUB3l3jz8bsMZ+fAsgBe4o0wYFg8dNtLcDxxH+8KbhpslDNA3btjgwHOZtb+ZI+n5JC+0lEUUFYFnJj9j7r/eaxipY/3BBx/y+rO9dMkS852wtxXPXYcODztwjCkwCXjFSNkuUGkcBOxDLASdXbDn8XQdswUwboYKE8pBQlwFjH6oPYKnZQVKPjXSC5T6sp4k4CsCI0eMlNdefVVq1ckyaIX+LL4Dy5YXTsRSb7+LGGVLXrHSBH389JNPZfXaNRJy4w0WPujgr3l5tVHr2bRxg5w+eUJGPTXeBG86dOSwlQ8r0Ou/7LLLBPr7GNXv2rWbGdk/deKEpfuvJyBY1U8//igZGUfNyHSlSpXktU3pZnQPkWKPfZM1snx16WvlspKXG3UfqCZMmDJVWra4T2L79ZeDn31mXCXi29vgjjudDBBxnTo1a5nLaUDLcuUrSP0Gt8sVV15pVIfgax6j+//74w+ZNmOGNKhf1+THqDbcMGbnXx4j6k+Pn2Dcm/7004/y919/y/yEBWbGBJFwb72tmkwYP1abKr16Rxsu48c9ZWYoYLMwd+YM2bztH5uLJo2byuixYy3VK5wMt55Qr1GVLt0X1auHZeNgXaSAKxofov+gIZYbzcGDhwjUo4YMH27qhWcPxqWq+qP10To+9HBH6R0V5dQGPBOw3dmYnmbaDrYLFiTKxrUvy2UlS0rnbo+a5wVlgcu6l1fJmrVrCtganu6vBMKbNBO4tNV05dVXy29nz8rZX3+VVu0fkEoVynvN8QNmRAc8PlBWrXrJUknUd3vrzh1+p66nTLjMmYBXVIxwCbULgMch/OxJj6lNgf1YTuvIj7KgXoQy7HEQglVAyIkHj5FAcSLQrVtXadeurdXkQZ98Imd/O2ttB9LK5s1bZNjgwfJo72ipVKmipKelSb/YfrJsWZL1D/XYsWPG5gKRaeOmTZMlS5bIvDnPmmZCCICKkLuE/aNGj5bpcXGyb+8eIzDY80J95t3du+WOhmHSpm07eXrsGHl80CD566+/5OvMTMsIGOpJ0T17mE6EPeps8vIkefjhjkblafc7u+W7Y//YF6A+qBsEg6Gjn5To3j3MNuIYHPz8U2nS+C5ZtHix/P33X6bq8fPiBR179YqUOD9eekVHn6eCpO1s176dhDcPN4aVe/d+IKteeskYSZe64gqpWbu2OBx/a1Zz3a2vv+YUMRcd/n0f7JU16zZYnf8qt94qI4cMkS+ioo1xNWw+Pvv4Y5k5Y7pVFlag2pNTQqcIOvieBG3ToFHwuw8bm4g2ba36QAiAahlUrVStDNe1CwfYrl2nrqjdxwfv7pbbFznHIahTp7Zsef01Y6AOvkgHv/hc7moWLrt37ZJDB78wKkVQAXt26hRjc2Ey8U9QEti8bYvVLjyn8GgUctNNUrN2HenYsaPERkd5TUDAO3BlqZLSs2cviYqJMQJ84oL50uXRRykcWHch8Fa8IiCg846AaLkldPQjWkZ4FOQM9gsIvNawUZjMjY83wgFmDzCCCBenuCZcoDKRAAkEJwG7pw10xn7/7Tc5fOhLn3nh8CXFSU8/7aT3DsPhx3r0kmXJK6V/bIzpuMHTDzqAT08YZ6oC3XiM9KYkLzceZHQ/OvIvrVwh02fPNueVLVvGGDbXq19PqtxaVdA5R2cXQgLOX7/mZdmQnm51OK+7trTpHNSoXUcGDx1qGRLiet0RIGvL5vOEEQRaqlmzhgwZOsS4nEa56HxDOIABYsWqtxrhABXHdXF9dHhXv7zaCSuMf+F6dcWyJLO/b98+uer5Q88d5+HXp28fqzwdiccOGEanp28yI+V24QjHri9T1upYw57j7R07TBAsGHHDgLlipcrGmxH08O0elRCMzf4M6oXR2UJwrf0ffWQCjyGgmNor4BieVSTUFykubqosWrDAzNjABW3VW2+TO8IaGXYIEIcE9kjrN6RJs6aNpdQVV5p7q/txbN3Lq+WGkBB5Z3cdqX9nQyehB8chdHbt3k0uu/RSiZ8zW377/Q+J7NzFmqVYuvR5GRAbK7ffeYcRDrR+5sL8E9QEIJRi1uD93buleo2a8tnnX0j5SpWNkwQI4QVNeO6/PHRImt1zn7yQmuXsAC5V9+39oKBF8/wiJOAVAUGNiqFepEIA2gSvRlARQmceRsrY9rRzj1gHSBERLY1nCRUO7HEQomNizPWKkB8vTQIkUAgE1q1bLx0is3yuwwvHxIlPF8JV83cJzBZAIIChKUa6e/bubdbR2UPnHgmd+rr16svG9etk9rQ4k69O/QbSrPndThfFiPIfv/9u1Ifq1q4jt1SoKF8e/EIuvfQyGfL441KrXj358uBB+fqcKsGt1atL+QoVTeccBV1f9gZ58JFISzjAPtQD7jERIRdek+ypVs0asmzpYmMYrR5IoCqAju34cWPNSH/yyhUS2yfWcnHZsHETUQ9zWpZrJ133Ywmj15wMX+15c1qHIfO6jRskeXmyLIifZyL3XlCihCCGgnpuggDz2iubpErVqtKla3f5dP9+qX/nncZFJwy51agSLlOXLV0iq855cvr1zBnp0auX25mNqVOnSUi5m+T5pOdN9SB0dO/c2XSQVq5YKeUrVRKHwyE///ijdHi4g+zZs9ea1UB9MMq6ZvUqM4oPI07M4vzf//2fXHf99fLCimR5bmGi3FKpksT07iW9YvpKmTJlJD1to/z7X/+SKpUqmrZeeUUpmTNjuvFshZkDCAdHD38lE8Y/ZeoM1ZIL/nWx0yzFuKfGSPJzSwLSpWtOzwGP5U4gKSlJWrVtLxvXvCxbt2yWI199KZWqVBXsx8AC1B8f7NAh94KyybFl82YjcEyfNsUpxz133xuQAzpOjSjOG94ynWh6V2Mr6rG9zJ07dhqDGDUqnjplitnOOHrUns1pHQbPMJRS42YYKGMb5yJpdGYsgy2hnUwkQALOBBA1F4ajMHzDO4Ionr5O+XkXYXyK82BEioT6IrptwzsbGuNaGI7CSBcRgx95JNKBKMWa1q5dd54BL4xMFyxINFk0+jGi48LgFAaHMGbFOq6DBGNVsFLjWhiauhoFw+gXBrKjR485z7AQBskDBw501KlV25SN8mEcnlMkWTUmR300oR64RmGnN9/cbPiDGwx7YeQ+cOAgR1RUtDHO1DpiCW7Ig/W7m9/jGDvuafOMgQ/uX60aNR0L4uMtltoW3F8tR/eBE8qAMbAmMGjWLNzsw35cC0v8kBfPsybU9+7md5t7pWW/uXmriXaMSMjuDIZxj3FfEOUaz5H9nVj10kuOe2wG/rgOrgfjdqbiRUCN/Xe/+75j5rNzHfXr1jfvyJAhw0yk7YWJCx3NGjfNFxQ8f3gf8EPkbf3uaWEwUi5MxxJ6XS69Q8ArMwgY3Yf/6GHDh58na8FWAGpBm9LTzSxCXoKcqc0C4yCch5U7SKDYEEDAH0TvRTRY/OCHH6PG/hg4bf2GjdKrbz8rGBWi0cIvOIKD1ahZ01Ifwqhz18hIKdu7l3UfEekYMyX33ddComL6yMGDByV9w3rZsm2ryaPqLnFTp8mw4SOMKs/i+fOcjFmh9vPloYOyds0a6de/v1HfWbNmjSAYGvSOv/n2mDwzYZyMGTvW6Pa3a93WGOhCvx3qNj//+IMkLUuSb3p9LVu2bBUpcYHEL5hvqctYlbWtQFWlQYN60qHDQ9K2/QPGZWj6+vUyP2G+LVfhrIaHNxMYRa5ft15EHDLsXATlxx7raXSjdWYDSxj5JsyfLxvWrZU///xTxj+VFRRMa4pR+3fe2yOLFi4SzJoofxw/eeqULFq8VE6cOG7iDcBgPKRcOWvmAnlwL5KWLpG5s2cLZijgFnbGtGnyn//8Ry67/HJLtQt5oT4Gw+Rn58yx1LvgkvKX4ydk/ZrVbmdcMIMyfPgwra7TEqPByckrzrvvj/V8zCkfN4KfwNat20wAwnffe98EKISjgb4DHpfXX9kkHR5sb2JrYMYJ31l7MMHcyMyPn29mx9SYHrOj/frECALy6WzpVwe/yPHbkds1eLxoCXhFQMADh5RdoDSoGIWGhpg8WM8tqcoS4yDkRorHSSD4CUDXHIGhpjzzjFGLufLKKyUzMyt6u7dbj2Bs33yd5dUHZSOgFtIDHTp4ZGwHgaBCpaxowL16RxnjXejvw3MIdM81QX0HAcugCwwjXCTo2i9duljee3+PEYBuuKGsJK9IdqvmouVg6WrMet31ZeTCEg6rTHT48c88MSHBlPVM3BSrI7B2wzrTMfjvDz+aYGKqZlDy1ludOsT267lbnzRpklFTgDpNxfK3uI347O48X+xDx9lT4RFqVm1atZSt23e4rUpMTIwRqhCzYs++LH3qGrVrS6eOHeXMqVNya42aJg5EyE03S7mbswKK2Qu64MIL5drrrpMl5yIaw8YBwtrnn31mz+aTddx3CNK4746//5KpM2YIBCim4kXg4v/823gj+/uPs/LpgY/k7vvul/ZtW8vcmdNl7tx5Jk7BmAkTZcWKldZ3wRNCq1etlklTpljfHwgF/Z4YJNOnT5eqVaua9wK2OUwBTMA7ExEOB1SM6tSo6YAqEVSE8EMsA6gJYfpJ9yOOAfLllhgHITdCPE4CxYcA1Cd0KtuuSuFtApgO1+vosnHDMI8voyo9UOuB2ogmqK2gPFUFwn6opcTH5z2eC/ybo3yooriLewDVEqiYMP1DAGpZUPVS9R0ssY39SFDLsqtHQA0IamCaHypBUPFCat26jVHN0mOquoP7O2PWHHPfcW+xjvuDsuwJz8L990ecp2KEWBRQ8dJytY5rXl5jP53rJJBvAqqqiQLwfWp4R0MrVgLUClU10ZMLuH7PcA6e9Rb3tzCxD/JSlifXY57CJ+C1OAjwOjRm1GjB0jXBQHno8OHGQBnGx1j3JLIyZhsYB8GVJrdJoPgRgOebvfs+NA2vcMtNRn3GVxRiekfJG6+/bhW/YGHieSNr8NoBH/1vvvmmGSFGdN+ffvpJKlSoIO+++658euCAZZiqBT05dpxgdB+jyGrYmpv6jp5rX6oXnW++/VYuv7ykfLR3j0R2627KhsciuFGdFz/PfkqxXwez0aPHyNs7d0rNuvXkwz3vyx0NG1qc4HkIswQ3V6ho4uzs3/eBjBgz1lIVq12zlrRs3Vo6d4qU1hEtndS6ABcxCBB1+vgvv0jnbt2N16SliQsEUa67dn/UKgd5YUS9ZNEi2bP7HePZKOPoUfn7z//JlLg4iY+PF9zX0HI3GcPw+yNaCGZnmEigoASgQtQnKtqpmCuuukrmLUgwKkH4Pv35x+/yzJRnnPJkt9G//wC54sqrLLVJ5INnttuqVjHezrI7j/sDh4DXBARtMuwRDhzIEhIQKE1tEHAcdgro9GvQMz2Hy38IeDs40z8lc40EApdA+3btpUv3x4x+6+gRI+TNLW/6rDFQaWra6C5TfoPbb5eV5zzb2C+I+lx1TWkJb363THtmkjRtfrdEtGwpO7ZvF+jfnzj+y3kBy9CJXJ2aIjXq1BG7a0x7uXlZVz/8Z8+elU8++VRKXHCBXFv6mgJ5I8nL9QMxrzKDOpfdpgBtgRCxfds2GT1ylAwb/aR0jnzYNBEdpy+++MLEIYDNB5I9TgS2EYxu8xuvy3PPLbVsCCAEdnrkEbn2+jKyZOkSo4oBj1BDBg+RxneFSbv27S11NrvL0ZzqaC7OPyRQQAKjR4+Wvx0ljLvkOrffYexiEEzx2NeZsnXH9lzVGnF5fCc7PNBB4DmtTt16xpbnoosuylMZBWwGT/cxAa8LCO5sDBBE58D+A9KiZUSOzWnXuo20iIgwswsIioZzckpweVrYCUIO6gaXrkgQduBu1d421zzIp7MoudWXAkJuhHi8uBEw/u5bt5E9H+w1Tb/nnvskJrq3TzvCsD2Y8+xs2ZCedl5HEnYKL7y4Sl58MdWMHCNwmLrLRAXRWVz+3BLp0/9xy80kOovdOneWCU9PkGuuuUYQMAu68kz+RwAd9H6x/QVWHMd//klq12/gFFfiucWL5LbqNeT3338zlb/22mvlrZ07TdTodeucIxPDpWmpkiVl/Zo1ppwP3ntXevfpk61xsf/RYI2CkUDdWrVl+uw5cvF//iMzZ8yQ3387K0ePHJH6tzeQk78clxdWvSQTJ0wwzgzQfp0x/eLgQSlb9gYJD28qa19+WVa9tMq4UYadFdzxPti+jbGxuSvsTp9+n4Pxnvhjm7xipIyGpa5MMcZQ6By7S+hI2zvR7vIEwr5uXboag+tDRw6b6qLd/WNjJalUspktwc7+sf3MMQgwxoNTWroRKiA8MbhbINxl1tGfCLy8apWpDjpbJjkcsm7tOp/+A3q0Rw8jILiOMuP6MOht3DTL2BORanv37p1Vr3N/69WtI4sXxBsjwPSNG6TsDTfIjq1b5LEej0nLVq2c8nLD/wjgnmOGCpGubyx3s4wYNtiqJDwTTRw7Rk6dOC6jx00wM1pbt22XX376Ua4pXdrKhxXEPNi3d6+s27BeZs6aaYy4UTZmL5hIoKgIQNUIcVCSly83Vfjl55/l8KGDkvzCi9I3Co4Vjpto388vfc54IIJno+7dupsZU3g7O3n6tLS6v4XUqFPXRIaHFzDMtGqQwcsvv9wIFEXVPl7XewS8JiBoYDOMlMP7EBKiJmMdMwiwO8gt2WcE/LEjDWEAApDdnWvHTpGCtm9KTzMCAo7DDgP1h3CABMEIrlp11iE3DjxOAiTwDwH8g7KrYPxzxHdr6MTpIIDrVS695BLLHgL/DN/fs9eKhIu8cCVau249mT3nWdMpxOjbkMEDOWPgCtLPt2+9rZoc++47U8vVa9bLju3b5PvvvpNry5SRmc/Otu45vLdgFgmRlaGONGTwIDlx8qTMnDlLrrmmtHXfC/sZ9nO8rF4REYCQuiI1xbr622+/I/s//sQ8z7Xr15cDH34oixcvkSuvvlpWrkyVM2d+lf/7178tT1w48frrr5eUFclGKOjaOVIefvgRwTtSpXJF45oZQjFT4BPwioAAuwOMjtuNjxExOSomxvygOvTWrp3WCHt22NypJ2WXF/s1TkJOeQrrmNZdhYBq1as5XRrxHyBgQHhQwcEpAzdIgATcEnA3iu82YyHtbNe+ncyeNcuoErVp00aiHntU4Acfo8swQEWcAbiUhJCRF7/ihVR9XsZDAm3atJK2rdoY4/MvDx0ysSlw6srk5ZKWlmYJCNhXoWIlo6IBN7d1a9Y0V3ioU2cT9RoqclQn8xA6s/mcAJ5F+/OYkLBQWrVtZ677SMeOcvirr+Tdt9+SAUOGSdKSRVL11qrWjKlWTmfSsI2YIojx8dqrr8jkCePkybFjncrXc7gMPAJeERC02aGhoWbVHgwNRsr4YSYhp1kEdLDr1qylRXm03PPhvkIVEjBbkJqSIqkpKy11KXT6UfeOkZ1MnTMzs1SsQs6x0IaoMJOZkUkBQaFwSQIBSAAd/xmzZsq4cRPk66NHpGxIqKSuXGFUT8rceKM8PmgQ/c0H4H11rTI6UTNmzZCBTwyUrdu3W8bHd4c3lebNmknHjo9Ywc4OHfxC/v3vfxtbFLs9yn+//84YIts7ZK7X4TYJFBUBCK9Qf8Rv+MDHrWo0u/c+o/nRtPk9xvFCrTp1rWNYgbH9xZdcYryxIabL6dOn5aILLzTqdHzWnVAF9IZXBISQc0HQNFCaBk7LskcIM514rKMjrR1lV2rY7+r6FJ1vpIaNwkSFDwgaKAud9ezKci3bm9sTJ08SzIjAmFgTBB8IQZ4kZYS89jI8OZd5SIAE/IPAxRdfLOUrVpSt27Y4VahnryipVLGC0z5uBC4B3Oc69RtYwgFaghHTmnXqyquvvWEie6empsq2N98wOtqwO9BozehEbXvzTZk1a2bgAmDNg5oAOvOqSgnPRpeXusrY3MCpwqNdu0rHLt3MbML6l1+W8hUqmllSREyeMWOG3NUsXBYtWmwitL+UssIEdaRwEFyPi1cEBKjMoINst0NA5x2j7Ujo1GNEPbcOvX2GAZ6CIGjALsF+HvLAKDg3D0e+uE1QD+repauTRyLsU6NkVwEntzroi2nPR6HBToPrJOCfBDCLAF/69g4hagqf9kzBQ8DdfcY9P/LVV/L3n3/KgY8+lDJlrpNtO3dIv76x0rt3lPSKijKCQ+L8eOkVHU2j5OB5HIK6JZs2bDTGxerKF41dmfS8cdl8zbXXypKFCWaWFLYJ3Xv2FjhjGPfUUxIbHSVPPvXUed7eghpWMWmcVwQEsJoTHy8DYmNFVWzQkYfAgI4+Ovj2zn9ubDHTgNkDdLjtwoGeFxHR0ggJsH0oTM9IKgDZ26LC0cKEhPNmQLS+9qXOhNj3cZ0ESMBzArvfeccYLcP495uvvy6Sf0ywi7itenXp1TtKxo17ylQeo2mXXnxxoRtUe06OOfNKAPe5Wo0aMmjwEBk0aKA1YxAScqM89/xSp+KWJS8XBPRbsSzJ7O/bt4/AXoWJBAKBwN6PsgJRYiahzA2hUqJECVmamGCCMO7ds0dOnTxpzTagPXDnXLlyZXnllSynNIHQRtYxbwS8JiCgI5+UnGxdHSpA6LwjEjJUhNx19K3MLivIi59dHceeRferKpP9mC/XMXLkaluA64WEhBr1KcwmYB0JalClznkxwjaEHiRVxzIb/EMCJJBnAiOGj5ApcVPk2LHv5OXVqwUds8JI8I8/atRo2b9vn7ncHWFhUqVSRRlwzq1xg9sbyLLkZYVRFV6jEAnMmTtH5sfPN/e51JVXSOVKlWTC3Dlua9CtezfBj4kEApXAK2mbZM2G9bIy5QWJaNNGWrZsKVAxOnP6lAwbPkoeeKC98dz23MJESV75T58vUNvLemdPwGsCAkbz4bnH3oFGJx9CAjrLOiOQfVWcj+A8nDMtNE46RkYadSO4S4W6EkbrdeTe+SzfbqF9aKe7hLaiTlgiQQUK25oQXVrz6D4uSYAE8kYAsweZR4/Kho1p8vGBA6azXlheYhA8654WEbJm7RqjWjR9xkxzfV9Gdc4bHeb2BQGoGY0YOcL8fFE+yyQBfyGAIJAXXHiBrN+QZtyVLkhMMIb4FSpXlpq168jut3bJjz/8V+DeGcKBv3mY8xeOwVKPC7zREIyOwy5AbQ5cy8R+qOfoKLrrcXfbUOOBkAB3qc0aNzEejrBEOeioJxXSqKG9boiYjAS1KU2YNUD74NIVCQISBIPEhATj0hT7IFTgh1kVJhIggfwTWL9hg7Rq/4CkJifLka8Oy90tImTUyH/ex/yXnPOZEEyuLl3aCpoFQ9SnJ4yTM2d/FcwsMJEACZBAoBOAkXHXrl0k48uD8m1mhmzZut2oEl1x5ZXy0b4PTLyPCRPGyezZsygcBPrN9qD+BZpBgFAAt52aMLqvcQB0H5ZG3eac2pB9f07rGG2fGx8vuyJ3mY72yZNZKjoNwxp57DEop/LzcwydfwgmEFLUmBj7MMNhN1CGpyPkgbcjTRAO7LYLup9LEiABzwm8kpYuy1auNCNYR48elduqVZcliQuMcR1Gen2ZLndTfmi5mxg11JfQWTYJkEChEUAwP/wwIHJjyI3y9x9nJen5JIlo01YQRbleg9tlwYIFMmnSpEKrEy9UdARKOBwOR34vj1FxjJQjGf37HDwVoRPNEfTcSUPwcOfdKPczmYMEgpvA66+9JosWL5UXX0wVuNqLjY6WWypVkg/e3S3dHn1Uxp4zFvYFBagxNW10l6xLT7d838MVYLdOnWXL9q30VOML6CyTBEigSAlAUOjc0VnzodQVV8iW7dv4zSvSO1M4Fy+QgGCvIkbLW0REOI2k249z3TMCFBA848RcxY/A448PlNNnzpiRLLR+aeICKVHiAnksKlpWv/iCbNm62StQIAysX7deSlxwgVx6ySUmKuhnn38hhw8fllfT06RT98fMdeD7G1FD6anGK9hZCAmQAAmQgB8RKJCKkb0diFeAlJ2dgRrv2s/hOgmQAAl4SqD8zeVMVujHohN/TenScnvDMOnaOVKenTpF3n/vfalXv56nxZ2XD6NlWzZvlhdfeElatm0r111fRrZu3yGffnxAIlq1kXI33yJlbgyRj/btlUZhYYwaeh5B7iABEiABEggWAl4TEOBxCMa6UDVyl2C4q0KEu+PcRwIkQAI5ERjwxBNOh8PubGhc8MFgOLJbd3njjTfyJSAgnsKA/gPkm2+PyV9//SUDBg8xEUOzLhYtPXr2Ns4HHu3W2QgjHTo8JHXr1jEzC04V4gYJkAAJkAAJBAkBrwgImDWAUS4S7AzczRaULJnl/jNIuLEZJEACRUgAo/3fHzsmM2bMMGpAZ86cka8OfiF9Y/vmWTc2eXmyXPh//5JVq16SujVr2oSDrAbWqVtPTp8+bTYgjDS/515jxAdjPiYSIAESIAESCEYCXhEQEAwNQgK89Ni9+XgDWHYqSyjbnSDijWuyDBIgAf8mcPbsWbn+hhukSpUqcvjLQzJk8ECPK4wZg7i4OHnnrXcEga9gxxDdp4+g83/l1VcbA+g7bq9vlQfh4LLLLrO2D37xuUTcf6+1zRUSIAESIAESCDYCXomDoNGBQ0Ozogh7AxIEg+5dupj4B3Vr1nK7zEl48EYdWAYJkIB/Sf6a4gAAIABJREFUEnj9jTekVdv2MmTwIHln1y654cYbjXs+T1yddu/WXc78+ptMmjJFhg0fIRA2NHXv2dvMSsBLEtLzy1ZIyvIkKX/LLSY42rz5ibLv/ffknnspICgzLkmABEiABIKPgFdmEGBfANWi1JSV0rBRmFdG9gfExpqYCgiWlp3gwRmE4Hsg2SIS8ISAxkNA3mb33idQE0K0W02ICPpghw66aS2hmnT6zK/y7KwZ1r577r1PEhcskNvr15N+faPlf3/8IVE9esivZ05L7Qa3S1jjJvLUmNHy848/yF1Nm0nyyhV5VmOyLsYVEiABEiABEggAAl51cwoDZXTaETzMNSH68cTJk113u93GzABmDSAcIFhacUp0c1qc7jbbmh8CiIfQJyranHrJpZcJApj9dvZXyze3xizYunPHeYbEc559Vn74+biJgmy/9gMPdJCP9u4xAgHiKvTq28+KmoxZgwtLOKRPn6xo6fbzuE4CJEACJEACwUjAKypGCgYzCe6EAz3u6RJChv48PYf5SIAEigcBqPcgmCB+5StWkO+Pfes0qr916zYDArEM7Gne3LmyY+db8vYu2EydtA5lZH5thIONr2ySbzMzZORT4y3hAJk+2LvHGEJbJ3CFBEiABEiABIKcgNdmELzNKXFBgixMSJCk5OUCwaO4JM4gFJc7zXYWlABmCtq2biMPRXaW0yePy7BhQ2Xi+AmyZ+9euadFS0ldniQpL6RK1Vtvlbi4qbJnz17pFRUlSxcvlj///FOiYmLk1KnTkjA/XpqHNzMqSps3b5FhgwfLo72jpV7dOpKamipHD38lScuSqFZU0BvG80mABEiABAKGgF8JCIjGbE+ZGRnGO1J2AkIwxlWggGB/ArhOAtkTmB8/X459/1/p3buXhN91l4wYNUqmTJ4sl5cqJR98uE86dHhY/v2v/5MFCQukTo2asufDD42nIpQI4+MliQlyTelrpHv37k7RkGGnkLxipZw8cUKqVq2aL9ep2deaR0iABEiABEjA/wl4xUjZ3sxdO3fJW7t2CuIewOXpprR0Y0tgz+PpOtSVQjzNzHwkQALFigAMkYePHiOhITdmBUrbvEVKXXGl3FqjhuEQ2bmLTJsyWZKeT5Jrrr3OxDiAG9PYxweaWAdfHjoopa+6wkk4wImIb8AYB8XqUWJjSYAESIAEXAh4bQYhyy1pVyuSMkb9McIPY2N09KEqRK9DLvTdbHIGwQ0U7iIBFwKffvKJtI5oKU3uvsccyThyRA4fOihVqlWXzKNHpHa9+nLhhRfKtjdel6tLXyvDRo2WB9u3MTEO+vftIyPGjDWqRROfHk9hwIUtN0mABEiABEjAa0bKcEsKlSB4HbKrBMFzEbwbjRk1Kk+0MROBn7sEYQQ2CrgeEwmQQPEjAM9FK1JTJKpXD/Nr2qSx1LvjTvnswH6pVKWqfHnwC7nv/hYyZsJEueiii4xwAEoIgDYpbqrEz50jl158MYWD4vfosMUkQAIkQAIeEPCKgAABAJ15GP3BNak9YRs/RFvOS5oWFyf4uUsoC8cO7D/g7jD3kQAJBDmBG88FRlN1oPf37JEzZ86YGYWLL7lEzv76qzzcob1RJbqsZElZveYfj0Y3lC0jP/3wX1mWvCzIKbF5JEACJEACJJA/Al6xQcjMyDRXzy6gGfZvOpFuDI5zUjPCrMCm9HRTls4OuBou46BGUC5ZqlT+Ws2zSIAEgoYAvBnt37dP8D1ITl5ubA3QOKjradqxfZs1i7Bl63Zp3LQpvRIpHC5JgARIgARIwIWAVwSEkNAsU+KMbFR+MMMAO4SchAPUC9GYVUBwqafTJsqJ6BMjYY3CnPZzgwRIoPgRwGxCr+hoOXP2N+OlKLJbd7n04v8Yt6UnT56U7t26y6lTpwQBz77/7pikr19n4iYUP1JsMQmQAAmQAAl4RsArAgJsDtBZR9wC+ywCBIPUlBSjfgSPRrkldPzVdanaLHgafTm3snmcBEggeAm8/trr0v6hh40RcvkKFWXuzOmWe1LEMFi7Zq2c+fVXKXPdtbJu44bzIiwHLxm2jARIgARIgATyTsCrXoxgqOzOsBgzA+zoe3Zz6MXIM07MRQJKACpGo0aMlBIX/GNS5fj7bxk5aqQJkqb5uCQBEiABEiABEvCMgNcEBL1c6soUyczM8i6EWAiYFYCA4EmCvUGLiAgTPwEzCLkZIetsgydlB0oeCgiBcqdYTxIgARIgARIgARIITgJeUTECGqgT9Y/tJ9WqVzOuTrEPRsfo6EPNKBjiICCmgxpIu3scILBA3QqzKN27dDkvC4SlPR/uO28/d5AACZAACZAACZAACZCAvxDwmoAA4eDkiRMSFtbIapvaHcAlKQQFxEjIKdlnBPxRJcld516FAcySaPwHCEtIW7ZvM8bZObWZx0iABEiABEiABEiABEjAnwh4RUBAJxluSYcOH36eOhGEhAMH9uc5DgIECoy4Nwxr5NfeilBPCAZ2gQYqVvDahB8TCZAACZAACZAACZAACQQSgX+s+gpQa8wcINk9GNmLw36o5uSknmPPr+tQUYKqTrPGTbJUlVam6CG/WGJmBIJRdIyzhyYITHTB6he3iJUgARIgARIgARIgARLIIwGvGCmjk4xOPCImu1MjwjG7C1NP64hy09PSrRkICBgoB3YOmFlQFSZPy/NmPtQlvHETM0tgV43CftgqQECAkbUKRZ56cqKRsjfvEssiARIgARIgARIgARLIKwGvqBhBlQYdYHgw6i+xxg4BHXkETntr186sUfbJk/NaN9P5ViEAHe1NaelWXAWM0uOauE5RJLQVdZroMnugnpcQ1dVus4CZEPySkpOLorq8JgmQAAmQAAmQAAmQAAl4RMArMwh6JejjoxOvo+bYjw58VExMvkb7MYMAQQA2DOh4q/EvBBK7tyS9fmEuMSuCBENkTxIECvCBrQIEGyTMFrhLh44cdreb+0iABEiABEiABEiABEjA5wS8MoOgtUTnFz8ICUgYRc+vLj460+hUI6lAgBgJKE+9BZmDRfBHjbJ1dsOTKkCgQdIYEVh3JwhkJzR4cg3mIQESIAESIAESIAESIIGCEvCagIAOfcfILFefsEUoaFJVHQgD6FxXq3ZuWb16QYsu8Pk6kwE7iLwmBI9jIgESIAESIAESIAESIAF/JeAVL0bGNmBlSq6Rj/MCAYa/MHhWY18IIIi0DNWe/rGxJghbXsrzZl6oPEF1yt3sCDwvYRYAswz2pAKPu3Ps+bhOAiRAAiRAAiRAAiRAAkVJwCs2CLA5gEcfzBzY4wF4s2GwR0AnOzVlpdX5hhFwURgp52R/ABYQZEJDQyyDZOwbEBtrVKVy40MvRt58algWCZAACZAACZAACZBAXgl4RcUInfSGjcKMzQBmE9wFCIOaUG6dY3eVV1en8IYEAQGdbb1eUQgHqCPiPqhNgWudUadlyctlalycZYSMffk11HYtn9skQAIkQAIkQAIkQAIk4EsCXhEQUMHMjEyvGg9DVWdTerqT5yLMULSIaOlWtceXkFzLtrsvdT2GbQhIJh5EvLuj3EcCJEACJEACJEACJEAC/kvAKypGvmge1HSQ/MVzkS/a6K5Mqhi5o8J9JEACJEACJEACJEAChUXA6wICjHOhDgRvPXADCpUjb3g1KiwgRX0dCghFfQd4fRIgARIgARIgARIo3gS8JiDANqB7l66WShDck8ITUd2atYzKTVLy8iIxKA6020sBIdDuGOtLAiRAAiRAAiRAAsFFwCtuToEEXnpgUAzde3sgMxgmI24A3JQykQAJkAAJkAAJkAAJkAAJ+DcBrwgIEACgWgRPPa7qRMawuGWEvOUSF8C/sbB2JEACJEACJEACJEACJFA8CXhFQIAHI6TQ0FC3FLEfKkj4eZrgxSh1ZYqn2ZmPBEiABEiABEiABEiABEjACwS8IiCEhIaYqmRkZLitEmYY4PrT07gFECSmxcUJIhYzkQAJkAAJkAAJkAAJkAAJFB4Br8RBgM1BWKMwWZiQ4DSLAMEgNSXFqB/Bo5GnCYIEykNgNNg1uAu85mlZzEcCJEACJEACJEACJEACJOA5Aa96MYKhMmwRXFPHTpF5jqIMFSMIHJhNsBs928uGl6RgS/RiFGx3lO0hARIgARIgARIggcAi4JUZBDQZo/5JyclGQEAcBCTEQtDZhbxiyczMmjnIUl7K69nMTwIkQAIkQAIkQAIkQAIkkB8CBZ5BgApQelq6nDx5QkJCQgWzBUz5J8AZhPyz45kkQAIkQAIkQAIkQAIFJ1CgGQR4GYIxsd07EWwOGBSt4DeGJZAACZAACZAACZAACZBAURAokBejxIQEU+ehw4ebAGkwRPZ2UDSUB3sECCJIsHGwCyRFAY3XJAESIAESIAESIAESIIFgJZDvGQR01KFeBOFAPRQhKBo69PA+5I2E6Mv2WAgIxLYwYYEpH7MU2Rkve+PaLIMESIAESIAESIAESIAEiiOBfM8gnDwX9Mw1OBo67RAcCjrKjxkDCAd2AQQ3aOLkyVKyVCnpH9uvON4vtpkESIAESIAESIAESIAEfEog3wKCT2slYgyfMSOhsxN6PcRE6BgZaYQQdy5VNR+XJEACJEACJEACJEACJEACeSfglwICZh8wC+E6O6HN0/06i6H7uSQBEiABEiABEiABEiABEigYgXzbINgvm506kX0/4iR4mpAXMwUZGRluTzlwYL/ZHxLKKAluAXEnCZAACZAACZAACZAACeSTQIEFhP6xsW4vXbdmLaf9sE3IS+TjiJYRxntRYrUsT0koDDMGsEuAV6OwRmE0UnYizA0SIAESIAESIAESIAESKDiBfAsIMBTOixehatWr5am2ME7GDIS6N8XJzRo3MWXgunPi4/NUHjOTAAmQAAmQAAmQAAmQAAnkTqDAkZRzv0T+cqgBcqlSJU3sA0RqRqpWrbo0bBRmZhIwywBVpMJKmBWxq025XhczJOrFCS5atQ3IB2NrCD25JUZSzo0Qj5MACZAACZAACZAACfiSQL5nEHxZKZStMwfa6bZfb1NaujkOY+XCFBD2fLjPXg2zDiGge5cu0rFTpDWjoi5Yte6oLwQGCBdw08pEAiRAAiRAAiRAAiRAAv5KwK8EBNgWbEpPN6zgxQipXes257HTUXyoORV1Qscfswba8Ue9ESwO26qCBXetu3btdJpRKOp68/okQAIkQAIkQAIkQAIk4I6AX7k5xSi8JwlejqCyA0PlokyY5YBAEB0TY1VD1YpcbS6gGqXCg5WZKyRAAiRAAiRAAiRAAiTgZwT8agYBHX/1dISReSQdmfczbkZdCB6VMEuAGQJNmZlZMx+uqk/q5jUzI9OaWdBzuCQBEiABEiABEiABEiABfyHgVwKCHYq/CgZaRwgHxqbANnugx3Ja2mM7wCDZXcpuv7u83EcCJEACJEACJEACJJA9gUNHDmd/kEfcEvBbAUFrq/YGuq1LGP56qpKk53hzmZqSYgyk7bMHeS3f3QNLL0ZZFMnhn6eJLPhM/PM0iPB54PNgfx50nc8F3w0+C0rAeYl3gynvBPxWQIChL3T8VaffXdPQOVfVHXfHfbUPdTK2B33+sT3w9FrwvMREAiRAAiRAAiRAAiRAAv5KwK+MlO2QVDjALIEaI9sNkxFToCiEA9QRwgtSw7BG9iqb9ZCQLAEAAoQ96UxISGiIfTfXSYAESIAESIAESIAESMCvCPilgIDONEbpMUMAW4SOkZ0MNHgCSkpONvvf2rWzyEAeOLDfCCcquNgrovsO7D9g3y16jro+dTrIDRIgARIgARIgARIgARLwEwJ+KSAoG1XHQeRkJDXwDQtrZAQIHcnX/IW1ROc/uxgM8F4EISAxIcGaaYC9RFHbTBQWG16HBEiABEiABEiABEggsAn4pYAA1SF0tFUgwDZ+6kJUVYvgMrQo0skTJyQ0B1WhiZMnmeMI8gbjmP6xsWbWA2pRTJ4RcGfA7dmZwZeLLLLuKTmQg/3t5vNgpyFCHmSgTwSfBSWRtSQPZx6ebvmtkXJEywhBZOX+Eitz4+MFgccwCg81o03paaZ9RaXPv+fDfTnyxQwCVKGYSIAESIAESIAESIAESCDQCJRwOBwOf600gqVBnQfB02D0261LV7NEfWGwzBF5f71zrBcJkAAJkAAJkAAJkECgEvBrAcEdVMwiYOaAxr7u6HAfCZAACZAACZAACZAACRSMgN8KCJg9gK0BXImqZ6CCNZVnkwAJkAAJkAAJkAAJkAAJ5EbAb20QUHHYIOAHg2UICbA/KMroybnB5HESIAESIAESIAESIAESCHQCfjuDALCwO0hPSzcxBN7auUsQHwGzCjBYxswC7BCYSIAESIAESIAESIAESIAEvEfArwUEezMhHMD+IDUlxYovAG9C6vLUnpfrJEACJEACJEACJEACJEAC+SPgl3EQtCmYQUhdmSKwR+jepatZIjgaVI4QZTlQhAO0QWMiIC5Cs8ZNjOqUttN1CWEouzxQuapbs5aJr4CyunfpYgQn1zL8cduTuuP+ok1om7bPNSAengt7HuSbFhfnj00+r064t3ietX1YIk4G2mRPYGXPo+vIqymQOaANubHAfdd2u1viPdAUqCw8eSfQRvszg28DvimuyZ4HvNw9V67n+Ms22oN26X1G3fF8ZJeUm7vjgczBtT1gABbKJbt77/q9wLZrUmZaVqD87/Ckba7/D7SNdg6B+o3I7RnIy3cSg6x56Yu4PkP+su3p98L+Lcju3bHnwXMTSN9Nn98PuDn1xzR65EhH+XI3mV/Tuxo7+vXt60iYv8Cx/6OP/LG62dYpZcVK04apU6ZYedAOtA1L13T8+HFH21at3R5P35h2XlndOnc2+zKOHnUtyq+2cT/r1KjpAA9NWvedO3aaXWgD8mC/Jtx37LO3D3zw02cBXJAH1/D35Fp3tAv78Izj3mtCu7Evp+RaViBxQLtc658dC1cG+v7YnyXXsgKBhSfvBNqO9wHt0+cDnPBs2L8f+L7Y3y87S1d+/rat30htj34D0WZ3CfnQVvxcUyBzcG0LtvW5xv1Ecvfs63OEZx4J30XX7yGO4X+O/f+Qfn+1bHOyn/3xpG2osmt73TVDWQba/w2tt94nd8+Au/a65sN7BU647/otcc3jrhx/2+fp9yLYv5uFcV+kMC6Sn2vgpcAHDUt8JPBQ6Iudn/KK6hzU311HDw+v6360Efv0Y46X157AwfUcfDTACef6a8LHCHVE/V0TPljoDCPpP3d7Hm2f/mPTbdf2umNjL8cf1vW+utYdAhL42O837rM7XtqOQOaANuSFhbYZS3wDXJ+lQGTh6TuRHSc8K3h39B+9u+cFzxlYgY8/J3wj8T20J6072q8JbUU+fAt04ECP6TKQOWgbdKn3XgdQdD/aCGZIYILnwP7twH58O3Dv9flw933M7r3R6xT10tO2edKO7PK441LU7bZf35NnwJ5f1919J/Wdcv0euHtntBx/XHryvVBurv9rg+m7WRj3xm9VjBAcbW58vPFehGBpmAbC1BimiTAFZJ869Pk0SwEugHZs2b7tvBJKlipl1Ep0Gh3ThFCTmRs/z8R5OO8EEdm1c5cx0LYfg7oVfrt27bTv9qv1UqVKCUKdT5w82W29MjMyzX4EvsstSjUYIMFQ3Z7g4QpTyK7qSPY8Rb0OtThwcPXEVapUSVO1kyezVCrQDvzQpuxSIHNAmzxl4dr+MaNGG9VCe5DEQGTh6Ttx4MB+g8DV1XNoaKhRwYHzBn1eQkJCnXDpOXD04M8J30hPIs/jfwC+m/Z7b29XoHOwtwXr+o7ofXQ9jm08R/hm5uawIxD/d+SlbWCRE6dA/EZ4+gy4ey7cfSfxLQFT9BfsCdygehQoyZPvRXH4bhbG/fJbAQGNxwcS/wy0kw2BITQ0xDzM6Exr57owQHn7GhB68KLihUXCOtqZXQA4tBX/ANExcE0oQzvZrsf8eRvtQbtcO/taZxxDpwDt6xgZaXZnZmbp6rt+5JRjIHLAs4CkHTzdhtCnurTQt7cLxcHIAQy07crCgDn3B//EIABCwNL7jUPBxCK3d8LOA+sZRijOen5cvw3oTCOp4Ol6rr9u4x4nJiSYbyH+B2jqGNnJDBrptutSn51g4eDaPmzje4hnRL+H7vJAPxs/fU+C6X+Ha9vQfrz/+B6AjX4vMZho7/QG0zcit2cgu+8k3g/X/5vgB3Z4RvALxJTd9yKntgTjdzOn9ub3mF/HQUCj8DHECNhbu3aazgMeYjzQDRuFOXUS8gugKM7DRw7tso+EoU345TehvEBL6AQguftnhw+8zgZgdMzdh81de/HiB1qCZy60T2cWtA2YQYBQjIT7261LV7Oe22ghMmkZ5oQA+uPKwl711JSV5h2Jismbe+NAYuH6TqiglJGR6fQO6AiZnU9264HSfnzb1fAc38Jol/uc0whxdm237w8UDvY66zoGxHSAABzsgpPmQccQs+tIGGhy913VvPZlIPzvyKlt+n8C/0+TkrNmXTV/UqnkHGcWlEMgPBuePANoT36/k3gOSlXPftZaWfnLMqfvRXH6bvryfvjtDAI+hqpShBcD/yDxUcRUNKZUtePkSzi+KBsfM7QHbfGko+eLOvhDmbi/EJTwUXc3a4LZFKjjYIl88FIRjEk9JkC1TBOeC7Td/nxAgEDHAM9OIPxD17bkZemOhZ6PNkNNAO9NQQRpLc8fl+7eCQiNeD8WJiywRvjQ+cE7EWwJ9xXPPX4QAjFSqp3iYGtrXtuD7yS44H/fiRMnzf9G1xFfvBvKLyQ0xORR1Zq8Xs/f8ufUNu0T2P+PID++mXiGgiV58gwUh++k3s+cvhfF6bupPHyx9FsBYVN6lk4cXgpVMYIOe0FHkXwB0dMy8fL2j+1nVGq8LeB4OsLuaV19mQ8dHHR00QG2d4LdXRMffXzs8Y/Ok46xq3qBuzL9ZR8YgAWea/s/t+zqp6MiqkqRXT7sDyQOqG9uLFSPPiysUU7NdnssEFjk9E4kJS83uvfq3hgjhHPOzSx5IiwFQvtdbxy+C/imYUbJWykQObi2HfcbMwP4FuKZyS4NGz7cHNqUnpZdFmt/IP3vQKU9bRtUV8HJVZCyGm5bCaRnI6dnoCDfyUB7Dmy3z/QjXL8XxfG7aWfijXW/VTGCUBBMCR/zqXFxxobCE4M817bjo4AXwN1UKD6A2enxu5ZT1NsYEVThAMKfJ0k7QWindpLx4bdPh+o/AYycBULCaDmeCQiKEIDykqBbHiwc0G5PWEDFEM+BO1aBziK3dwLtNgMKWdpm5lHRGQR8E2CXheT6bTh5Tqe4ZMn8qy6agovoD9rtyaCAVk+/gcHGQdunS/v3UPe5LtX+BN9F5A+G/x3aRnvbdF92S7TdtP+cAX+g/9/Qdmb3DOT0ncT74U6o1GdEy9RrBNoS9bd/L7BdHL+b3rxvfjuD4M1GFnVZmOZEJwgvaH6EA60/Zk9cR4/xQuCXk8cbPb8ol/gIQU0IwgEEA3fCAY7DS5Vr0g8Y/snpDJIrB/XQ4MlIvGv5hbkNFTO0Ed5nIAS76/CCg+pi2+sGQztlEOgc0C5PWGj7cb+1A6j7dBmoLDx5JzBzBsNLV1UR+7OAZwI/NcRULnqOv78TeNbxfXRN4IN2eZoCnYNrOyE44t6rjr0eBxckjHrr8+GqiqXCoY6MB+L/Dk/bhufHnQoqvhmwVUQK1G+EJ8+AaeC5Pzl9J9FHwLNj70TjNHDO7ttqL9tf1j35Xuizg6U9BdN3094un60Xhi/V4nwN9Ufd75yvf09YqA9jV9/W6tsXZWqCX3C7P3Td729L+C529fXvWkd38QDQZlc/3ygLvps1Lobm0VgJruX6yzb8T6Mt+Gnd3dXNHQfkR5vtfp0DlQPa7CkLzesa+8CVWyCy8OSdQDuRD+/58XOB9PAM4Fmw+8fHsw9G+nyAL87Dz9+T+ia3vxPYh/bY22hvB76neI9cUyBzcG0L7jfus/1/h95Xe9wIrOM+6/OBcrAP5+q+QP3f4Unb3D0reA/wfICXJjACE33OAuH/hqfPANqItub0nURZYAKm+lwoO7AIlOTp9wL3297WYPtuFsb98ttAaYXReF9fAy8hXticfvqxstcF+3AOXgTXpC+HlomXwN9fbv3npHV2Xdr/0SMvXmrNg/Zpp0dZgI89D/LahSbN529L7bxo21yX9o5AMHPAfckLi5zeB73HgfZM5OWdwD9++/Pu7p3Ht0YHI/S5wjn2DpKy8sclvmvovNnrjnuaXcpOQAh0Dq7txf1DW5ULvpXu/i+4vk94FrQTqGUG4v8O1N3TtuX2/ATaN0Lvm6fPgCffSfwvxfcjt+dJr+2vS0++F8Xhu+nr+1MCF/DZ9AQLJgESIAESIAESIAESIAESCCgCtEEIqNvFypIACZAACZAACZAACZCAbwlQQPAtX5ZOAiRAAiRAAiRAAiRAAgFFgAJCQN0uVpYESIAESIAESIAESIAEfEuAAoJv+bJ0EiABEiABEiABEiABEggoAhQQAup2sbIkQAIkQAIkQAIkQAIk4FsCFBB8y5elkwAJkAAJkAAJkAAJkEBAEaCAEFC3i5UlARIgARIgARIgARIgAd8SoIDgW74snQRIgARIgARIgARIgAQCigAFhIC6XawsCZAACZAACZAACZAACfiWAAUE3/Jl6SRAAiRAAiRAAiRAAiQQUAQoIATU7WJlSYAESIAESIAESIAESMC3BCgg+JYvSycBEiABEiABEiABEiCBgCJAASGgbhcrSwIkQAIkQAIkQAIkQAK+JUABwbd8WToJkAAJkAAJkAAJkAAJBBQBCggBdbtYWRIgARIgARIgARIgARLwLQEKCL7ly9JJgARIgARIgARIgARIIKAIUEAIqNvFypIACZAACZAACZAACZCAbwlQQPAtX5ZOAiRAAiRAAiRAAiRAAgEC5AcpAAAfA0lEQVRF4KKAqi0rSwIkQAJBRuDA/v3SrnWbXFsV3SdGMjIy5K2du2TPh/tyze/LDNPi4kzxQ4cP99plEhckCMpdu2G9VKte3WvlsiASIAESIIG8EyjhcDgceT+NZ5AACZAACfiCgAoMEAi82QH3Zl2bNW4iEydPlrBGYd4slmWRAAmQAAn4CQGqGPnJjWA1SIAESCAQCGRmZMjJEycoHATCzWIdSYAESCCfBCgg5BMcTyMBEiCBwibQPzZW6tasZV0W62NGjRLsr3DTzebXvUsXQSceKju6DypMmJmwJxzHTIDmQRknTpywZ3G7np6WLi1aRrg9hp16XdfysY06oH56TVVVsp+n9USd8cN5aCfOwRLb9uR6HZyzKS3dnoXrJEACJEACeSRAASGPwJidBEiABPyJQOrKFKlWrbocOnJYtmzfJgf2HzAd/7d27TT71F6hf2w/q9roVKNz3jEy0jovMyNTunfpauXJbgXl4nq5pU3p6bIsebkpv2OnSHM9lN8xspPZB/Up1AP1zy5BWMD1Nm/fZs6BYIJ6qwCAJbajY2LMcTAICQ0xAhOEJCYSIAESIIH8EaCAkD9uPIsESIAE/IJASGiowF4BCevVqleTUqVKSVJystmH9RYREWZWAZ1m/NCpRmfbft7EyZPMCL/rCL29kZhhgACS0wyC5ofwgfogtYhoaZZRMTHWubg26nbggPPMhp6vS9g6IB8SBAEkPUeXdluIufHxRljQa5sT+IcESIAESCBPBCgg5AkXM5MACZCAfxGAQGBPJc91pu37dB0d/F07d5nNsLBGutss4TkIHXGM2GeXMGKvAkh2eXS/vV6lSpXU3ectc1JrQn3sHX3XtjU81waoPUHo4azBeXi5gwRIgATyRYACQr6w8SQSIAESCEwC2iGH7YLaAugSx06cOJltwzBir53ybDMV4gHMHGDGIDMzy+ZCbSogLDCRAAmQAAnknwDjIOSfHc8kARIggYAjoOo66Fh7oipkbyBmEBCnwJ8S2oAfVJFgs5CYkGAZMvurm1h/4se6kAAJkIA7ApxBcEeF+0iABEggSAmovr7q72szMXsAL0HZjb5DNQkqPnaVHz3XX5ZQk4LgAyEIQeWYSIAESIAE8keAAkL+uPEsEiABEghIAujgw6sQjJHVIBnCwYDYWCMAwJDYXYJtQkQO7k3dnePrfRBmINSoVyNcD21Ce1xtLHxdF5ZPAiRAAsFEgCpGwXQ32RYSIAES8IAA1HFCQkIlNSXFmjHAzALckqoKkmsxMATGef6UoEJUsmQpKxYE6gYBCPWEEMREAiRAAiSQPwIlHA6HI3+n8iwSIAESIAESIAESIAESIIFgI0AVo2C7o2wPCZAACZAACZAACZAACRSAAAWEAsDjqSRAAiRAAiRAAiRAAiQQbAQoIATbHWV7SIAESIAESIAESIAESKAABCggFAAeTyUBEiABEiABEiABEiCBYCNAASHY7ijbQwIkQAIkQAIkQAIkQAIFIEABoQDweCoJkAAJkAAJkAAJkAAJBBsBCgjBdkfZHhIgARIgARIgARIgARIoAAEKCAWAx1NJgARIgARIgARIgARIINgIUEAItjvK9pAACZAACZAACZAACZBAAQhQQCgAPJ5KAiRAAiRAAiRAAiRAAsFGgAJCsN1RtocESIAESIAESIAESIAECkCAAkIB4PFUEiABEiABEiABEiABEgg2AhQQgu2Osj0kQAIkQAIkQAIkQAIkUAACFBAKAI+nkgAJkAAJkAAJkAAJkECwEaCAEGx3lO0hARIgARIgARIgARIggQIQoIBQAHg8lQRIgARIgARIgARIgASCjQAFhGC7o2wPCZAACZAACZAACZAACRSAAAWEAsDjqSRAAiRAAiRAAiRAAiQQbAQoIATbHWV7SIAESIAESIAESIAESKAABCggFAAeTyUBEiABEiABEiABEiCBYCNAASHY7ijbQwIkQAIkQAIkQAIkQAIFIEABoQDweCoJkAAJkAAJkAAJkAAJBBsBCgjBdkfZHhIgARIgARIgARIgARIoAAEKCAWAx1NJgARIgARIgARIgARIINgIUEAItjvK9pAACZAACZAACZAACZBAAQhQQCgAPJ5KAiRAAiRAAiRAAiRAAsFGgAJCsN1RtocESIAESIAESIAESIAECkCAAkIB4PFUEiABEiABEiABEiABEgg2AhQQgu2Osj0kQAIkQAIkQAIkQAIkUAACFBAKAI+nkgAJkAAJkAAJkAAJkECwEaCAEGx3lO0hARIgARIgARIgARIggQIQoIBQAHg8lQRIgARIgARIgARIgASCjQAFhGC7oyKSmZEhu3bu8puW+Vt9/AYMK0ICJEACJEACJEACfkigSAWE7l26SIWbbjY/7dAmLkiw9uFYu9ZtJHVlih+i826VtN3eKLVZ4yZyYP/+fBcF7qhPfhPuJcrQe2qvjzfbmd/6eXoenk/8CpK8UYa760PoAldwrluzlrssPtmH6+J6eC9dkx7LiRnyFPT5cr2ufRvl4/qb0tLtuz1eHzNqlPSPjfUoP/Lpe4L3DUzQNvywrs8/CpsWF2cdw3Fc58SJE+ddB/lwX+0J3z+91zgX7UM7kXANHHNXlpaBY1qv7Jaax15nPb+gS9wLXDe/96Sg18/pfLDTe5hTPtdj+qwrT9fjuEd6zHWZ0/vhWo63tvHO5qedBbl+Xt/FnN491/dHmdrbhPfR03c3v/e9IDzs56Le2gYs0XZ3Cd8R12P6PtnPL4pnyl19vbXPfr/t31J8n+zttq/rs5Ab2+zK9qTu+BbjXcJ1Xd8pe13s63pvXP9HuN7XnMq21w3nafk+7xs7ijB169zZ0fSuxlYNEuYvcNSpUdOxc8dOa9/okSMd5cvd5LTPOhhEK2g72umNhHJQXn5TQc93va69PG+20/U6xWk7ZcVK87xkHD1a6M3Wa7s+Y/369jXvb051wjH78+Dtyuvzdfz48XwV3bZVa4/eHTCwf7uwjnP1uvi24VuGbXzP7G123daK6rfOXq7ywjEkbOM4ytcE7lOnTNHNXJeoF86xp/0ffWTqqPW3HyvoOuqG9vui7ILUDfVBvdD2vCY8Z+CYXcKxvNyT7MoJ5P15fRdzevdwDD970ucqp++NPb+uF+S+axkFWer3E0skd98D1BHtxfOp775eE+12fX/1WDAs9bnRfqD9W+qufWCBbyKY5cY2r2Xbr6ffSJSB5FqWPa/9OM5D3ezfbdd7ntey9f+CPkOu1/bWdpHOINilIqynpqRIi5YREtYozDo0cfJkKVWqlGxKT7P22SUoSHEqRal0aR8F07w4GZIl8utoHCRJJIw6qEQGaVVH5zCq5npMR+aRB+eo1GpV7tyKjp5ouViiLB3pQx21Hli+tWunUxFabz0f9dJrQyLFOdinx7Ue2I+EtqnkCj56LeTXdusF7W3EenYJ7Ozn4vr4acLIBvLY74O7+iC//Zqop3LRsnSJ+uI4ysU6yrPfX1ep3F4W1u2MdOTFfm0cx37lg6WdM8pAcr2fOE/rgaX9OjhHnyGsaxkox35f0SbXZ9e1bloX5YEl7jXKQUJ9sQ029jqAp7t6KWfUCefaz0Fd7NfXa9ivjfWOnSLNe4pnQeuHc8ER72tIaKjrKdluu6uHPsvZnYRr6fOAdmt+1EefTxzXttrLwbl6r/XZ0nxYoj3274/9XPt6YkKCdIyMNLvAGfc7OibGfKuwMyqmj7n+Wzt3mXcbTKL7xJj8KL9a9epy4EDWLB+ui/sQEhJq2Nqvk35uJmTo8OFmN8rBdXFNrXfHyE6GgT5z9vNd13EOftWqVXc6hPJQJ/ABF/ywrglc7M8KnhNPE85F2fiOu3uP7PVGuXo/Ub6+sygD9UEd8Mzofcf9xjn259Zeb303tE36fKBs3BvUCXVzTTnVE88WygFHlIs62hPqimMlS5ay73Zax7uF51CT1hN113Lt3wr7u4jjygDXBxM7Q5SL+qGe+KF+WCLpdXSJ83FN+7b9Wjndd60nztV3CnXBflxfWePa2OdaFvJiH5Iez+7dQ/uqVa9m8uoffYZxLn5oi5bn+u2zP6+u993OGe3AuZpwXdQTZaMdOIYl2oz2Yb89gaX9vtqP6Tr6Mnjm8B1FQpvx25Se9RyhDeGNmwjeeXffUvOuury/WnZuS9QXzw7agHXX9qJdekyP298n+3umzyDOQcI9sB+3319375Ods73e4GDvB+L7lvV8HLBnM+uom/7f0X5iTmzzUrbrxXAurqHfcb1/+szZ86O9eD5wD1EfPHPYp99x/R+g/b68lG2/js/XvSVp5Kcc1xmEfudGIFVCc1emjhqodKmjbukb0yxJXI/hfD2OdZX4UAYkOkhtWh7WIZVh5EdH51AfSPE6QpGbJGuvr7YN17FfG3XQ6+jIgEq9GC2w50WdkFTaRH2QULZ9ZEHbpe3GMWXoKpkiD9qox9F+bCMf6qqjFnrcXPDcH+WBTeTFdfDTNqIs5NH6uquP1lUZa/1wrruk11BJ2X4PcF27VA6uqL+WrZzwbOA6WKI85MG5Wk/sw/r/t3c/u5ZcVx3HjcQ4/QS2xDxPEOcF0n4BghKYIUsODBkAQ8gDECwhZgELGCIQTBGIDJFAeBgpyH6C+AnQp879dlZvqs457r6+bty1pOpdtf+sP7+19t+qe3rlp328+KpTCnri4RlJ883q28mjWAuXYnPGLr54uPD1vEfFjHqIDfzoGX/pjGX2T35hM3HFI3vzU7quOsAK/7B0HwZr3flML3KKr/SoL9ySW3ntwyE96XEUS+pM2WGU7OKDbdeoetofUXWkcAnX6hdPnsnLnplf3TUtjqae7I7HWn8+p1d4VUbu5NGz8vpoNniedeNxlKoLA/oWg7DzPPuR9urSMcrf6mY33SJ8p0+n3tril63ZXszjt9e/7tGTzKln+kjTGU5HFKZ4dF/cFqfhXYxLj3SrrnK6wTn5+NY3pTBRf2IKBz5JtrL0irdnbYuzymur/fSFutmEX3LDZPo+36i3UnKSq5ws7V1Ie/xR9Ve9i5vp9/AoRtRhQ/FZvNIrbPJ9flEXZeNRXGyVDv6ZttA/fchP75rmX6krX1Z+La1NfUBbuE37wpld5Icr3NzTT30641d9WMoLj8mbDXhph9TzfIuSs1dXGX1WfFaeE9tZdo33rHd0P2NlrcP2PZ2rV+zkh/JLr/FWB8awP2ofn9dN36g3CH/wsGNuZ24Hanc/d2h2jHZwnTR0YvnP4w3DrV3V954/f3FyhJ/dql2e3fp//Nd/vvPTTz7ZZNqZOhVsF/9nH3+87WTnjvpIFh7/8m//uslR5/kHz19UdSpoR9xushPZKrDv5//zixcnW2ylwxfjm2XPbEfqe/67v/2bWLxInXSyrV0vXuT95V9cdv1s8azOs2fP3vmTH//pi7brjRMbvqB7pzDauEfsev78g7XZ7nO2h/v08dqAfi7EZvLp7bIr5xcEA/5yMhE/+uXfbz27nOjlf1hU3r30s88+3/jNf8iZ9Pf/+A+bf+XNMjqIoXwz29D3VuzSDQ8XXSbvyWvv/jsPcaJdMRY2Wwx8+OGGy8QmXL/z/nc3lvmleD2Sf4mVH2/89FPY7tm8p+eax9baXotl7cQtnYtn91sM/uzft7gQG0cnt3DRr2pLLr21QZ9tp5SXfrDqOJ+d/OejmT/v9UV1xN7st7NO9/RPp/KO0mI/u6vH906hblFvLdbT2E//+9NN1/SgU7gYQ9hiTENi6W55D+OFsaP++pOP/3zjR4Z4F2Ouxha8I/o2Ninnw2JFHWOPmN3TW56+qA3K5uyKX7JK79FT3alnbaVffHGJp06encR2dZLNJnrB9vc++tFmY32PXrCp7/I1/GFxpJsxj138iGBEBponzsrFPF+SgaQ//eSvH3zyrS1PzN7yO76zbeMrBnRx1RfVa27dBDz4o75xre+Rg1oXdLINJ3qjS5xc3jCotxev8cnvns3xcC9G5lvBsCaD/upUj+/JQM0X6osxff7LED3olOxiY4+Hesj4bCxrnfA7P/jhXvXdPPHkQuKEn+jOtnV8lKccqaNd/XGuFeh1bb20ziNz/tyY7/zT24yJzaxGH7qF2yzrfsW2/Fu8q7eX4ikGyefr4qC69FXnSC9trWv3/HyLdzKeKv31pxJ0jxxACxxO18kRJ7h+8vHHW+dT5lX8JEEM2HcuMT+Ldu8bOAUtfu/tfBLRQLsN6Pe/TX9JHr2bkN1Hn3/+2cNg/KtX0CZQHSwSZD65Qmyj63vvvVvxi8muDAPT5zsLW3ZoKyhXyv6JZ9isdT0blPjFpMyuJkj377737iZHXtjt8SjvmpzqlE79xIjB2iTMd8gr0ZV++csvtqwWBbN8yjap4XeLfDLSq1ntxVwTunSbvP7pN7YBgy9bsMR3D2tla+xO3ZRnY3yupeRGezFGFso/E5swKI3PtdTg+Js/+/6L/vll2k6+Uw/5R7Gsf8CjMWHycN9GNTvXcm0bV5TVJ9sMieOjtpOXvjn74ixzTwaMW7ys5a/zbCGgDxR78eL77C9vL91biMGFTXPCV48cZY1L6xiyxuqevGINrn/8h3/0fybUYoYc41z9O15sajGD17S7PpX/tMk+93MMnXY03uPn84WV+gyBLtGqp+fyqlPKDtiYy65RYwo+f/Ww0FVf32XzHv82gUefsbCZ3sVxvnVw4h5mE0N4GbOTRXf3xsVbfqenMaC2eCP4FovpId+iTBvUnFYMXet72pBhgxGxRV/4/Y8+2jY7+JEl3/20URvt24zkd593yC++qifFpzjIPvmX+Px0a9e4dYnDb2+HF23q1L2HtGUDHaYeR23hZRE/yeEObPk+PGf5en80n6rH7sZIOOGJLja+vPaastRFR+ulYt1crR1frT7aGIx/zKEu/jT3ojmvWh/hM/UYzTedj7C9xXvyWe/J5AOY/PYPfrjZbH0a0WuNq8qk+Y9N2hsnirFbvCefp7h/o94gZDCw7GxdwBQATjO+DuI8OsxrBumRTjrK/JZzBtBRm/J1dqdPAhDNtxjVKaB6vpYaxKf+3V9rs1dmcOQLg7lOa1Hicu+ak8Ve+1fNu2arsuyZqY72mFTHNajZDHUCwUfiweRlgLdJM8Dy39tATTZNlq9i8zX/Tn4WM8ibuelr9/xS+VzY1d7ExydNZPpUC7hssKiZm6zafplUXLgsFJq45snql+G11jWhsMMJ/B5mym7RZuPyLXeLufTFo3qNQY3FE/fwuyazBSHeeK16pzOf2fTPOLI4Ue4UWlv3xpiIL/Gb/qa3/qltY6g6xt8WJGTEu0OOeErv0XOvnbZ0xPue8Uc9xKZpA7uKyXjSSZ7UODP90D074T03TMX7PLhpg4T35udxsMAHdCEHXfP7qqc5AMF/7Yvmw95af+/5By/erufvVY+N0cM/5FSvfLZ6+5RMWOq76a180oaftzAPMQUPOq59s7cBMFJ3YoUfXfI9GWHusIGO9/g9vehkgagdnF+XOhS7xWfFpvrstYAvZuB7z6al9tKj9dK1+XO237vX1tX3+urQFX69+V7b3Yvt5O0A5Oja25DrJ94StJFOB89i5Ajn6tk00TO8y5ce8Z51nuL+jdkgcDjndKo3jedEAy/Q6pCz3CAxB5BOCtTR7oji12A268WvAWiW3bonU5CYkHR81xyIGuinbhbdUScXXgNrawKZNqm3BpVnOK3EDoPvHmV/k7g6/HCNyPD5inomfc/u6fy6i6sjuVM/HQpuZMHR/S2dj/i+Sr7NgMWGgZDs4kNc8pV8fqcTXaM9rJWtsVv91033Yixdi+3XlfFY7e+N5Qbc2W+mDvqQmKzeS2UPb9JsDPiJPyYe/LXF1bJ4njyu3WtrQWoRpN/OvnhZbLz8B3Zi414/0M0EZQHgpJnue7Rn96yXjWJjkvFvbg5mH4vnEeaTj3t6zoORS3z/6s3WWr9TQHK2umOxmn8uY8xlM5A++PB3izXPU+/a2qi1MejEON/XJ1ed9p6v6TnrF8u3xkK+cJAAd3PeHCuUTWoBYuFvHrnmC/L7rAcPvOoT8Q0zfFwzVuHmOZyPZMnHb7Y1TmtH3toX2WCxqe9pQw4eYhEf93v9ITkzPsMmeatdlZfClrw2FNf87g+I2QAj9ciP8CFrbhroLE+/t+C7l/hcX/Emsk/37mnr8ME6aerV2uDZs8vnYbf4HM2n5nC2m8P4yVxXXIbZbBvu5OW7+t2RDkfz56xvk9JbjPKNfXMNlZy9Dcw1bK/x/vlyEDyfHUrZ5K4HfzbU9RW6woRv1k+tb/ntHt5h8ZTpG7NBMAAYOAQGMCOBwOF9zyUglBcg7gUxhxSk/T2COg2u8VtT/NQp2AXAfA2m41eWk5O98upZwLha9Gs/A55M5V5/oVXPywnYp1ugCTb15oCgDZ7hFAYGQIS3wEX9AkCTNqzY2Cu73/3ww5fwnHpuDJZ/5ikNvOfks9dZNZ/6LOzueuT/MGeHwcoAHo4+XQgfdvFfz3cJuKMSzFzxTR8YGLDDFysLETq6JtGXr2qb39bBZLZ51XuLiRlj/O4tHH/tTbavKucx2l2L5cm/N1S9TdQuv6jn7c3RJFl+fVJMFetw4hPp6rMpv3v4tRCUJyboAWOfFc1Fk3KnXOqQichy3VpEqpuNdMP7SD92HZVtQh/wcb/qp+3MyzZ5eEotkNngMpnpY+xdiZ61b1xt7Oa/8rTTV/FoAY93pG/wD37wtolpYVudbWMzNhTJnbZ0OKJ/wrxFBpubL+JXektPPpmLxNpJlaEj3souGF7+7sBiDMYzptXpV/vwg4OFlXqdWCYHTsaf5jn50/7p2xbUMEVhM+OGP7bDlxt+z/dzLIF/Plr7IpnwR3RsvCxfOvXYKg4d174CE/3J/LX1pYeDAfrgU7zS0994bNj91vcfNi6Xv1V4//3vbvFXv4RlPOkDx+I1PvSaupB3kX//2wNy2G8++DKbA7Ib19NZnvWOmJ2+CL+9VNt8QQ/Y8JuNpdgstmBcPXzoq+0sjz/Z8DpaLzVO18fjO2M1XuT0N3Ty1CVzzpNrLNf2Frb38I7XmpJPj+wXE/TEM2oMsoabtOc3f6cGN9c9vCe/p7p/YzYIDNZZgC0wDXoui2ODgAESmUzUMbkoNxDY7bZ4cK9TK8NH/jXCTx0BrA3q2+HLZwLfflEm+NUX1IJDfQG5R+qlB94W7wYdA7aUDK8z8WDj7ChOOZFJ2GVSU17wKdOp7fi1pxe7GyDgQy9ytZuYOLWwWJKH4Drx3DKv/NMEQBY7kLz5vDaf+qxl9zyzFUZsdZLQJxbhiAecKue3dLuH/z11yJxyJubi1iBGfjpUf/K+Fruz3mPcwwwO8KITv1u0FNuPIeOIB1ltQI/qzPxrsTzr8Smb9AM2ie9pk1jnB/kriU/46xfaWpDNPmdDXWxre82GFvxNFCZN44HJj2z8u8gjRx8wGcuHjTGnMW3VdT7PhWMxHu8mWfUt9jogmO3nvbEHNU5Upu1c9DRGVc9YAfvGIyeWR5sVGMOBjjYSjS9k4QPjMBKb+k5yLH4b++kAI7GBPK+LcnrPvN4Ea0Mu3OlAFzGTHPwsYKfNm5CHf67pmc+PNgBhLH7y00y1N5bBsDGiRf9lcXZ5U0IV7WAlduCK2DXnK3MAfeWlW5ipD6PeKMBgxnhvjhortadDi5trfhd7E0+ytM8fa1/Ub5sz2XSt722GPvyTT/NjWOpzMIEHzNNZs/6eQ7zyg/lOHjun38O1ftn8jifCn5/pGx/5U1bY5p+t4Y3xgxzEhuwprf1RyrewbO7XDvUJczzn2LDywmNvPoUHn9Y/8ZCH+JaNs/+ufOkVXvQKT74u1hvDmj9nrMaPHG2qyz/FeHXE0l7bW9jewzsZa6qPae9vX9gnJvRdeZH+g1bdPK9+s65rPr7FuxhNzpOlr/szSK/T/tZPQb0O729yW7i53gaaP6P2Ntj7ttn4/zWW/YRdP+/3dfusn1/s5wW/bn1O+a+OwPxJ0lfncrb8KhDoZz4nbz9Hufczm35+8kfLf0Y4232V98YmP0W6R485nz7VT23u2fG25z0V9m/UG4Qn2xWdgk4ETgROBF4DAW/5Oq16DTaP0tSraid966nVozA/mTwpAk5qj95sPKkib7kwp+dOiZ3II35x72uGqLze+Jcv9YnY/CRmln2V9/T2pmR9u/MYMp3oe7sQebtJ1nwbVNmZfjMQ+No3CL12vPZK7JsB9WnFicCJwDcFAQtyr9uPPjF8KjuNmz4dma+5n0r2KefxEeDLPtN5fO4nx3sRsOj1qVGfdlgY+wykz498XiLPpy97G3Ofzqn/1ERvf9fyVZBPZJCNk0usytuz/6uQf/K8ICAmxd9T0K95VfMUgk4ZJwInAicCJwInAicCJwInAicCJwJvPgJf+xuENx+iU8MTgROBE4ETgROBE4ETgROBE4G3B4Fzg/D2+Pq09ETgROBE4ETgROBE4ETgROBE4CYC5wbhJkRnhROBE4ETgROBE4ETgROBE4ETgbcHgXOD8Pb4+rT0ROBE4ETgROBE4ETgROBE4ETgJgLnBuEmRGeFE4ETgROBE4ETgROBE4ETgROBtweB/wVCGXRBZAC0DwAAAABJRU5ErkJggg=="></p>
</div>
<div class="specification">
<p>In order to test whether a urea transporter was present in the mouth tissues of the turtles, phloretin (a known inhibitor of membrane proteins that transport urea) was added to the water in which a further set of turtles submerged their heads. The results of that treatment are shown.</p>
<p style="text-align: center;"><img 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IACCiiggAIKnFZgcEH+j65sVFyxbwu2v3n2tNq8tnlaK7dTQAEFFFBAAQUUUGApBAYX5K+vX65W19YqAvoyMZVm5/lOdXXz5SCf6TVMs8l0nx+/9nr1yccPys3raT7NaTeZIsQ9038yBehnP/npsSk6L/b36+cpn/XjPm1IpW3TfMr6yEc5tDttZxtOcEi0JfVx3+wPeVhGX5OP7dvy1QX6RwEFFFBAAQUUUGBpBAYX5CO/cWWjYupMmXh+teUq/uE8+jfrrH/+61+qv/3j79X1GzfqIPkkAe8vb9+uuJH+8Kc/Vh/dvz+qnk8VmEZE2dxWVi5VfG8gAfko4ykeUPb65ct1uR/evVvXQ9DP1CTaQH3c//7Bg7rOVEHfOBH4p9u3R+16Z2urXjbtBCRleK+AAgoooIACCijQT4FBBvlXN69Vh1fuv/0C7Bfb29XGxpWXRuHXR1/A/e39+3WATIZ339uqTwgIjOcRiPPJAgF4Eu2j3G/mNH+fkxISJzEE9wT+BOw5qeGe56zLl4IfP3pUr08etr/+xmE5OzvfuqXN3iuggAIKKKCAAgosj8Agg3yu5BNYZ14+AT9BdRnQZogItNcvr48C/CznhIBt5nFVm/LLxFX9eSXKoq9JCdCb3z3AhBSTL7/+qr7Cnyv6XNX/t6+9nmJ6ec+nH5laxD3Tpxjbaak5HYtPOmbZblq5rldAAQUUUEABBfoqMMggH2yC2szLZ6pOM+glD0E8t7Zf3EkgzvplSmlvOdeegJj5+6QXLw77k/n9BPfZhk8z+ppoJ23mExGmIHGSsre7V71183Cq1bh2c1JD3/n0hO2YkkViu/R73LYuV0ABBRRQQAEFllXg1WVt+LR2E9Tlii1TUz66/7uXNiGQ58YXY5spAeBacZW8maePz3NyQjCbx23t5Ko4c/n5/kBSn69u5zsVmVLEpxdMU6IftLv8NCP94Z6TA074sh0m72y9V+8bnDRkebmNjxVQQAEFFFBAgWUXGPSVfAI6AnzuCWjbEj+5ya/uJKhPnmdHv85TTrVpngzszjBVJOWd5v409fHrQqTmfP9cueee6Sv0N1N40jYc+pgI4utAfvXbaUm0M+1vfsk6fWAb+soJX5nYjqv6Bvilio8VUEABBRRQYEgCgw3yGSTm4PNl07afzcwg8usypF/cujUK9JmnTjDMr+XkCnFOBvLFVdbzxdwy5co500gIMM+SZqmvrXwCV05o+EIxbSTRZp4T3GLCevpFcJx2kjdfQm6e8LTVc57LcvLR/FQl06wyBanZpt3dvXoR48L8/cznzyc8zfw+V0ABBRRQQAEFhiIw6CA/X55tm4+fASTY/fThZ/VTfieeQJCr/wT4/MpOEnPBCbyZ332Y5/P6F2uynnsCaAJpAsr3b/28XHXix7PUN65QpuDQ5wS2tJl2ffrw4WgTpi8R/Gbu/icPHtTTX/BIUD3K3PMH4z5RyQlMPTVp/fBnRrmCz8mBc/J7Pqg2TwEFFFBAAQXOJPDKwcHBwZlKcGMFOhbgUwZOWPi9//IXkvjEgRMzlpX/lyDNyS8HNdcT/HNy0zyR4+RtUuIEwTSbAJZ6zWZ1Xrkck/OSth4FFFCgHwKD/eJtP3htxXkINKfxpM4sz/cUspxPK/gUIz83muWTgtJpJwApw3sFFFBAAQUUUKAPAoOertMHYNtwdoF8+bk5LSdfTL50qf3/DqyurU6sPN+hmJjJlQoooIACCiigwBIKGOQv4aBdtCZz5Z3b3t7xLzPnH3uN++WkfMGY/3ZcJqbrMNWneYW/zONjBRRQQAEFFFBgmQUM8pd59C5Q2/kiMb+UxI1EoM4XpAnk+VLxuPTu1lb960LZjnz8ihDb+ROa49RcroACCiiggALLLmCQv+wjeEHa/87WVh2U80s5zI/ni7MrK5eO/ZMzvqDLOv4BVhKBPF/K5YSAdZlbn19USj7vFVBAAQUUUECBIQn46zpDGk370pkAJweTvpjbWcVLWrBe/Rs4x6R/Y2KLFFBAgS4FvJLfpa5lK6CAAgoooIACCiiwAAGD/AWgW6UCCiiggAIKKKCAAl0KGOR3qWvZCiiggAIKKKCAAgosQMAgfwHoVqmAAgoooIACCiigQJcCBvln0OWXXj75+MGohPdv3ap++P0fjJ739QE/P/n2zZv1T0vOq438ok35qzbzKtdyFFBAAQUUUEABBU4uYJB/crN6i53nz0e/2Z4i+KnGP//1L3na2/vtJ9tV/pHUvBpJmT/auDKv4ixHAQUUUEABBRRQ4AwCBvlnwHPTQwE+GXixvz/xn1JppYACCiiggAIKKHB+Ar0N8gkcmf7Cbztz458flf+1NOv4B0hJ+WdITKNJYhlTU1IOj/f39+vVTC9hek3+wRJ5Ul7bdly9J7HuZz/56bEyeNI2XYfpPNSR+slD35Ioh1uZj/zlNKDkLe/Zhr6kb2xT9iv1cU/e9KucVsNy2pNEnThnW9alzORpu+cq/tVrm22rXKaAAgoooIACCiiwAIFeBvkElm/dfLPa292rvvz6q/qfEF2/caMOxhPof3j3brW6tlb9+ui/m7INj1nGOhJTUhLE8o+MKGt3d696++abI2q2I+hmPdNtCFab2+WfILEdecnzhz/9sS7jl7dvj52iw8kDQTV5Uj99om9l8MzJwzfPnlb/+aivlM92CcxHjW08oJ3rly/XZdPnlZWVur8E3XGjXv4zLG2hTtrCjUQf6DOJAJ86cS7bWlrVGVv+0Pb19csta1ykgAIKKKCAAgoosAiBXgb5BJsE0x/e/VUdtAPz7ntbdXD9yYPDL7oS0BLYko8A9hdHV8gT4LPN7x98XJtmGScABLEE1eWc9Kub1+p8uRpNeeT99OHDejl/eHxpZWV0UjFaMeZB5uzT7utv3KhzHZ6A/Kpu8++P+pHNE6Tz/N2trXrxzs7hJwfJ03ZPf0i0HQtODFhGXUnXb7xRB/jfPH2WRcfu2Q5zyqC9pLSVfkz6VIETh53nO/W2xwr1iQIKKKCAAgoooMDCBHoZ5BOAE2RylbpMXC0mIE2AvnFlow6gubrPMgJUliURfFJOGfCShyvVZb71y+vZpC6fOsr1WUm+cYFy8uQ+bWx+GZU+0R6utidxwlK2kZOJWVJzO8qgb5xUELRz44Qln2aMKzNt3Wh8cZa2UgdX6sclTipwIZ9JAQUUUEABBRRQoB8Cr/ajGcdbwZc4uULM3PC2xPokrlpnCk+uarOO7bmVwXO2mXTPNiTKTLnN/MnTXF4+f/HisBymyjQTATEnEl0kAnuuvFMHwT73fEpAsD8upT/kacu3v/9i3KYVnzY0T2TGZnaFAgoooIACCiigwLkI9DLI50o2wXnmvU+SIKglEcwSoGaKDc+5JYCdVEa5jm1IXPHP3PVyfR7v5cGY+0uXDstpC5Bp00lPPsZUc2wxV+QJ8JttH3eyko3T53wnIctnuedK/izjNEtZ5lFAAQUUUEABBRSYj0Avp+swVYYr3c0AnYC+/BUZAloCW4Lxd7a26sfl/HGmkVBOedWcgJdPCMp8JSXBN7dMYSnX8Ws03GZJme7TnOrCHHfaU04RmqW8WfJQNqn5Jdi9vcmfGqStze8A4I93TqSabcAoJ2TNdT5XQAEFFFBAAQUUWJxAL4P8fPE0X6aFh+CcwJxgnivPBMp8eZV541y55kawyrIE9e9svVfLZgoKQevjR4/qID5fhm2jp34C5nIuO2WwLFf3c/WbaTmpryyLdlEHbc6VdPJ9cOef6/pTTrnNWR8nWH/86PNRUdSfE5qcNKXt/NIPbeKkJm0t8+JPEI95W+IEZtOfzmyjcZkCCiiggAIKKLBQgV4G+QSdTAEhwMzvtnM1mcCYYJ70/q2f1/cf3f/dCDC/opN1BL35iUiu3nNVmjny//Lws/pEYbRh4wEBL9sx9z+/Gc+XeFmWQLoMjGljAuiyKNpDm2k75ZBvdW11av1lGSd5zIkFddLWtJtAPCcUuaLPr+jQD05iYpW2chIUK+qeZOV/uT3J6JhXAQUUUEABBRQ4P4FXDg4ODs6vOmtSYDkFOPHhl4tMswnoNZvTeeZyTM5T27oUUECBxQv08kr+4llsgQIKKKCAAgoooIACyytgkL+8Y2fLFVBAAQUUUEABBRRoFTDIb2VxoQIKKKCAAgoooIACyytgkL+8Y2fLFVBAAQUUUEABBRRoFTDIb2VxoQIKKKCAAgoooIACyytgkL+8Y2fLFVBAAQUUUEABBRRoFTDIb2VxoQIKKKCAAgoooIACyytgkL+8Y2fLFVBAAQUUUEABBRRoFTDIb2VxoQIKKKCAAgoooIACyytgkL+8Y2fLFVBAAQUUUEABBRRoFTDIb2WZbeHO8+cV/yr+k48fzLZBz3L95t69uv0f3LnT2rKsp58mBRRQQAEFFFBAgeURMMhfnrHqrKWPP39UffFku7PyLVgBBRRQQAEFFFDgfAUM8s/Xu7e1/frevWp/f7+37bNhCiiggAIKKKCAArMLLG2QT0DKVJn3b9061luuSLM8V6ZZ/7Of/LSeUsNybj9+7fV6PVewecyyH37/BxXPy8Rzts12b9+8OSq3zDfpMeVOayPTYsjHtJnUlfYzFShtZB1lNYPxZh7KOskUonff26r2dncr2mFSQAEFFFBAAQUUWH6BpQ3yT0LPnPJvnj2t/vaPv9e3lZWVOlh+/OhR9S8PP6uX/ejKRh1kE+ySCPAJutcvr4+2YzlB9rOnz05S/Ux5CdypmzZ+dP9+dfXaZh2oE3hfv3GjXv7l119Ve7t71ds33xyVSTBPnn+6fXvUzne2tuplOVEYZR7z4OrmZl0ffW6e6IzZxMUKKKCAAgoooIACPRa4EEE+/h/evTsaBoJa0i9v365W19bqx9dvvFHfJ4D/5MGDav3y5WPbffrwYZ2/qyveVzev1W0gwM+VdR5zpZ1EWz+8+6uKk5ZcqedEhTzckq6/caN+uLMz+xdm8aF8+t38pCDleq+AAgoooIACCiiwHAIXIsjnyn2C+XJYVlYujZ7mMQEuQTRBdk4GRpmqqtq4sjFaXy6fx2M+NUjKycbGxpUsqu858aA/fDJB4uo+V/5zRZ8TkH/72uvHtpnlCWW+u3U4bWfcr+3MUo55FFBAAQUUUEABBRYvcCGC/JMyMyVmXCIYJnV9tTvll/P0M1+fdfv7L+p25DsIBPfZ5rf37x9rfvm9Aspgzn5b4hMAbpTptJ02IZcpoIACCiiggALLIfDqcjRz9lYm0J19i5dzrq6tvrzwaEnK55OBzN8fm/kMK3Iykfn544o6/N7A5eoPf/rjKEuzXeW6UaYxD5jCxKcITNvhUwuTAgoooIACCiigwPIJLP2V/J3nO8fUE4QfW3jCJ0yJIYj/Yvvl344nAGZdgvBZin7R+GnK3aMv907aNgF2c149/eNKPFfumVbE8+RNeU2TLJ/lnn7xJV5OFLyaP4uYeRRQQAEFFFBAgf4JLH2QTzCaL6ES9P7+wXz++yzz0ymvnJ/OT2hSX/kl3mlDyq/2EHRTFompMLO0kRMJps7Qt/SPgP4Xt25Vl1ZWKn5BJycj20+2R58qUD6/eU867QkPX+LNl3frgvyjgAIKKKCAAgoosFQCSx/kE+hyxZ255sw9J6ieRyLIJZgnQM9ceMpl+kzzyvmk+iiDNmVe/ONHn9cB+qRtso5tmT7DL+iUc+n52c98kvDR/d/Vj/Nb+kyz4Sc3OUk4yxV96qYMkwIKKKCAAgoooMDyCbxycHBwsHzNPrxKzbQVrjoTeJsU6FKAkyz+h4FpNgG9ZnM6z1yOyXlqW5cCCiiweIGlv5K/eEJboIACCiiggAIKKKBAvwQM8vs1HrZGAQUUUEABBRRQQIEzCyztT2gyJ93pE2cefwtQQAEFFFBAAQUUGKCAV/IHOKh2SQEFFFBAAQUUUOBiCxjkX+zxt/cKKKCAAgoooIACAxQwyB/goNolBRRQQAEFFFBAgYstYJB/scff3iuggAIKKKCAAgoMULaXdpwAACAASURBVMAgf4CDapcUUEABBRRQQAEFLraAQf7FHn97r4ACCiiggAIKKDBAAYP8AQ6qXVJAAQUUUEABBRS42AJLH+T/7Cc/rbidV/riyXb149de76S6SWXv7e5Wb9+8We08fz6Xuj/5+EH1wZ07o7J4zr+9n1f5o4J9oIACCiiggAIKKHDuAksf5J+nGEHx+7dudVLltLK3n2xXz54+m1vdv3/woNrf359beRakgAIKKKCAAgoo0B8Bg/wTjAX/ZffThw9PsMXsWbsse/ZW9DsnJ0J82pAbJ1x8wnGS9Jt79+rtPcE5iZp5FVBAAQUUUGDZBJYqyGcqCVNzEuSV001K+ARyycc2TIUhERj+8Ps/eOkqNmWT//Hnj8qijj3+5e3bx563PWF7pvOkbqbBUN+0TwAmlU1/uJHoC2WlvZRfpvQ9QSz5mebDLW3invWY8HjcFB3Wl9vNc7pQ2eZZHtMv2vPh3bvV3/7x9+rLr7+q9nb3qrduvjnL5nUePglpes28sRkVUEABBRRQQIElEliaID8B/srKpTrII9DjKm4zQCUAZmoLQSB5uLENJwQEttdvvFHfN4P5L7a3K66m/5v/9t8cC4YTGM8yVYYyqef6jRujQJRyE3Bn3nvKzP20/YUTgJwE/OFPf6w+un9/2ibH1tP29cuX6zax7aHJSnX12mb9mHXNxDY5MYkjed6++eaJr543yz7Nc8aU9l5/40a9+eraWu3MPjDL1XzGgLFhjE0KKKCAAgoooMDQBZYmyP/kwYM6QCuny/z2/v1jQRvBHld7CbIJApMS2H/z9Fm1cWWjDngfPzp+xZ4g8kdXNqr/5d/9uzrwTWCbe7ablmgjAfO7723VWWnDu1uHj1nA8pRX3k8rdx7rMSERKM+SCIhpf+nN40srK9Wvjz5VmKWceeRJIL+6+u2YUm7GhLGbln5x61a9r+QkYVp+1yuggAIKKKCAAssssDRBPgH6+uX1Y9ZclS2XEZQSPBPIZYoLwWquSGfjq5ub9dVfTghIXLUmkNzcvJYsJ75PIErZZSKoXvTVY+ovT3rK9rU9Tl8SRJd58GYszjPtPN+pq1srTtxYwAkH6cWLyV8g5hMWyvjo/u/q/P5RQAEFFFBAAQWGLrA0QT4DkaCuHJTmMoJ75sBnOg4BLvO4y8QVdZZvbz+pF3+x/aR+PstVbgJfpgI1U6bkNJef5Pm4sk9Sxjzypi8YZkpR7jkxYn3yzKO+s5axO+HLt5ywsE+8s7U19UQnfWy7P2sb3V4BBRRQQAEFFDhPgVfPs7Kz1vWi5Scfy2VckWfeO0F85rBTZwL+sn6u9pN37/ZufSV/lgC/3L75OFfrp11Vbm7Xx+fpS9Oxj22d1qb3b/28/rSHvkxLfAo0LhH4mxRQQAEFFFBAgWURWJor+QThTLloXkHOVA7A8yXc9fXjXyTd23v5ZxYzrYbpPFztvXqGqTrUzXQYbpxolInnzTaX6+f9OAZnKXdcXyiTX+vh1qfUnMaTtnEShz3f3TApoIACCiiggAIXSWBpgvx8gZUvUCbxk45lAJ055I8ffZ4s9dV6gj1SmZcvyJKfIJygNtuONjzFA9pIkJ36MlXkFEW9tEmurvOzkZRL+2l389d7micZLxV0tIBpTpRFKl2SP30pv8/ACRH9Kz8lSf4u7/O9i+a0nHyKc+lS+y/m8A+/sGL6VqbgZGxYxjQekwIKKKCAAgooMESBpQnyCWg/ffhZPQYJ2AhUy2k2BL7Mv+fqfvJ88+zpKChtXtHnV3dImzP+4sy0HYApQNTPL/dQP7+XzycGBOjjrjZPKzPr6ScnIgTdTEEh8UVSfh40QezOzvPRT0xmu3H3CeJpZ9sXaekLP7dJIB3Lwy+v3p/LCdG4drUtzycLzfHLCQ3j3pb+/Ne/vPRrRpm2w7rzPllpa6PLFFBAAQUUUECBLgReOTg4OOii4GUok7n6XJ3mt+fHBYpn7QdXkgn2CSgTYJ61zIu4PVfduQrPSRQnILjmZIfxmzWlHIL8fDoyy7ac6Eyasz9LGRcpj179G23HpH9jYosUUECBLgWW5kp+FwhccecK+bwCfK6oN6cQcRLBlWgCU9PpBfh1HAzxJFjhxIlPMcqfxeSXf1jnNJzTO7ulAgoooIACCgxD4EJeyScQZ6oH01+a/1DrLMPKfHUCzEwjoSxOIv7p9u060D9L2W67WAGvgp7MX6+TeZ1HbsfkPJStQwEFFOiPwIUM8vvDb0uWRcAA6WQjpdfJvM4jt2NyHsrWoYACCvRH4EJP1+nPMNgSBRRQQAEFFFBAAQXmJ2CQPz9LS1JAAQUUUEABBRRQoBcCBvm9GAYboYACCiiggAIKKKDA/AQM8udnaUkKKKCAAgoooIACCvRCwCC/F8NgIxRQQAEFFFBAAQUUmJ+AQf78LC1JAQUUUEABBRRQQIFeCBjk92IYbIQCCiiggAIKKKCAAvMTMMifn6UlKaCAAgoooIACCijQCwGD/F4Mg41QQAEFFFBAAQUUUGB+Agb587O0JAUUUEABBRRQQAEFeiFgkN+LYbARCiiggAIKKKCAAgrMT8Agf36WlqSAAgoooIACCiigQC8EDPJ7MQw2QgEFFFBAAQUUUECB+QkY5M/P0pIUUEABBRRQQAEFFOiFgEF+L4bBRiiggAIKKKCAAgooMD8Bg/z5WVqSAgoooIACCiiggAK9EDDI78Uw2AgFFFBAAQUUUEABBeYnYJA/P0tLUkABBRRQQAEFFFCgFwIG+b0YBhuhgAIKKKCAAgoooMD8BAzy52dpSQoooIACCiiggAIK9ELAIL8Xw2AjFFBAAQUUUEABBRSYn4BB/vwsLUkBBRRQQAEFFFBAgV4IGOT3YhhshAIKKKCAAgoooIAC8xMwyJ+fpSUpoIACCiiggAIKKNALAYP8XgyDjVBAAQUUUEABBRRQYH4CBvnzs7QkBRRQQAEFFFBAAQV6IWCQ34thsBEKKKCAAgoooIACCsxPwCB/fpaWpIACCiiggAIKKKBALwQM8nsxDDZCAQUUUEABBRRQQIH5CRjkz8/SkhRQQAEFFFBAAQUU6IWAQX4vhsFGKKCAAgoooIACCigwPwGD/PlZWpICCiiggAIKKKCAAr0QMMjvxTDYCAUUUEABBRRQQAEF5idgkD8/S0tSQAEFFFBAAQUUUKAXAgb5vRgGG6GAAgoooIACCiigwPwEDPLnZ2lJCiiggAIKKKCAAgr0QsAgvxfDYCMUUEABBRRQQAEFFJifgEH+/CwtSQEFFFBAAQUUUECBXggY5PdiGGyEAgoooIACCiiggALzEzDIn5+lJSmggAIKKKCAAgoo0AsBg/xeDIONUEABBRRQQAEFFFBgfgIG+fOztCQFFFBAAQUUUEABBXohYJDfi2GwEQoooIACCiiggAIKzE/AIH9+lpakgAIKKKCAAgoooEAvBAzyezEMNkIBBRRQQAEFFFBAgfkJGOTPz9KSFFBAAQUUUEABBRTohYBBfi+GwUYooIACCiiggAIKKDA/AYP8+VlakgIKKKCAAgoooIACvRAwyO/FMNgIBRRQQAEFFFBAAQXmJ2CQPz9LS+pY4IM7d6rvfee7o9v7t25Ve7u7E2vd39+vTrPdxEJdqYACCiiggAIK9FzAIL/nA2TzDgV+c+9e9cWT7erDu3erv/3j79WXX39V7e3uVW/dfHMi0ds336x2nu9Uf/jTH1/ajhMAkwIKKKCAAgooMEQBg/whjuoA+7T9ZLu6em2zuv7Gjbp3q2tr1fUbN+or+eOu5nNSsPP8eZ1v/fLl0Xa/vH273u7x548GKGWXFFBAAQUUUECBqjLIdy/ovQBBPLfV1bVjbd24slE/5wSgLXFSwFX/nBgkz8rKpfrhixdeyY+J9woooIACCigwLAGD/GGN5yB7w3Qb0tra8SD/0spKvfykwXrKa540DBLPTimggAIKKKDAhRQwyL+Qwz6sTu9O+fJts7ePHz2q6uk+R1N/mut9roACCiiggAIKLLvAq8veAduvwEkE8os8nz787KXN+OUekwIKKKCAAgooMAQBg/whjOIF70NzGs84jvxCz0f371f5Im6Zl/n745InAONkXK6AAgoooIACfRQwyO/jqNimYwLrl9fr581pOS+OfgLz0qXDufnHNmo84Qo+v7ZDgM8Xck0KKKCAAgoooMCQBQzyhzy6A+kb8+e57e0d/8dXz54+q3vYdlU+XecnNN+/9fOKEwJ+K39S3mzjvQIKKKCAAgoosOwCfvF22UfwgrR/89pmxe/a57ft+UlNvkBL0J6f0mxSkId/hkWAzxx8A/ymkM8VUEABBRRQYKgCBvlDHdmB9eudra369+4/uHOnYn78j197veL37j+6/7tRT5mOwzrm3pM4CeC/2nL72U9+Wq9jfW5M4TEpoIACCiiggAJDFHjl4ODgYIgds08KzFOAE4NJX8ydZ11DKEuv/o2iY9K/MbFFCiigQJcCXsnvUteyFVBAAQUUUEABBRRYgIBB/gLQrVIBBRRQQAEFFFBAgS4FDPK71LVsBRRQQAEFFFBAAQUWIGCQvwB0q1RAAQUUUEABBRRQoEsBg/wudS1bAQUUUEABBRRQQIEFCBjkLwDdKhVQQAEFFFBAAQUU6FLAIL9LXctWQAEFFFBAAQUUUGABAgb5C0C3SgUUUEABBRRQQAEFuhQwyO9S17IVUEABBRRQQAEFFFiAgEH+AtCtUgEFFFBAAQUUUECBLgUM8rvUtWwFFFBAAQUUUEABBRYgYJC/AHSrVEABBRRQQAEFFFCgSwGD/C51LVsBBRRQQAEFFFBAgQUIGOQvAN0qFVBAAQUUUEABBRToUsAgv0tdy1ZAAQUUUEABBRRQYAECBvkLQLdKBRRQQAEFFFBAAQW6FDDI71LXshVQQAEFFFBAAQUUWICAQf4C0K1SAQUUUEABBRRQQIEuBQzyu9S1bAUUUEABBRRQQAEFFiBgkL8AdKtUQAEFFFBAAQUUUKBLAYP8LnUtWwEFFFBAAQUUUECBBQgY5C8A3SoVUEABBRRQQAEFFOhSwCC/S13LVkABBRRQQAEFFFBgAQIG+QtAt0oFFFBAAQUUUEABBboUMMjvUteyFVBAAQUUUEABBRRYgIBB/gLQrVIBBRRQQAEFFFBAgS4FDPK71LVsBRRQQAEFFFBAAQUWIGCQvwB0q1RAAQUUUEABBRRQoEsBg/wudS1bAQUUUEABBRRQQIEFCBjkLwDdKhVQQAEFFFBAAQUU6FLAIL9LXctWQAEFFFBAAQUUUGABAgb5C0C3SgUUUEABBRRQQAEFuhQwyO9S17IVUEABBRRQQAEFFFiAgEH+AtCtUgEFFFBAAQUUUECBLgUM8rvUtWwFFFBAAQUUUEABBRYgYJC/AHSrVEABBRRQQAEFFFCgS4FXuyzcshVQQAEFFFBAgb4LfO87353axL/94+9T85hBgT4JGOT3aTRsiwIKKKCAAgqcu0AzgCfoby4790ZZoQJnFHC6zhkB3VwBBRRQQAEFFFBAgb4JGOT3bURsjwIKKKCAAgoooIACZxQwyD8joJsroIACCiiggAIKKNA3AYP8vo2I7VFAAQUUUEABBRRQ4IwCBvlnBHRzBRRQQAEFFFBAAQX6JuCv6/RtRGyPAgoooIACSyowy09RLkvXhtQXfyloWfa6+bbTIH++npamgAIKKKDAhRb45P/6v5e+/+/+H/97NYR+MBD0xXQxBZyuczHH3V4roIACCiiggAIKDFjAIH/Ag2vXFFBAAQUUUEABBS6mgEH+xRx3e62AAgoooIACCigwYAGD/AEPrl1TQAEFFFBAAQUUuJgCfvH2Yo67vVZAAQUUUECBI4G2L6c2lw3li7gO+sURMMi/OGNtTxVQQAEFFFCgRcAAvgXFRUsv4HSdpR/Ci9OBD+7cqfjd4tzev3Wr2tvdnQpw2u2mFmwGBRRQQAEFFFCgpwIG+T0dGJt1XOA39+5VXzzZrj68e7fin3p8+fVX1d7uXvXWzTePZ2w8O+12jWJ8qoACCiiggAIKLJWAQf5SDdfFbez2k+3q6rXN6vobN2qE1bW16vqNG/WV/ElX80+73cWVtucKKKCAAgooMAQBg/whjOLA+0AQz211de1YTzeubNTPCeTb0mm3ayvLZQoooIACCiigwDIJGOQv02hd0LbuPN+pe762djzIv7SyUi9/8WK/Vea027UW5kIFFFBAAQUUUGCJBPx1nSUaLJvaLrA7w5dv27ZsbscXeielaesnbXsR1+nVv1F3TPo3JkNsUfOnJ4fYx2Xrk6/92UeM7/0NJRnkD2Uk7ceZBYb0wj4zhgUooIACCiigwFILOF1nqYfPxiPQnMYzq8ppt5u1fPMpoIACCiiggAKLEjDIX5S89c4ssH55vc7bnF7zYv9wLv6lS4dz85sFnna7Zjk+V0ABBRRQQAEFlk3AIH/ZRuwCtpefy+S2t3f8H189e/qs1li/fLlV5bTbtRbmQgUUUEABBRRQYIkEDPKXaLAuclM3r21Wjz9/VN9w4OcxHz96VBHg56c023xOu11bWS5TQAEFFFBAAQWWReCVg4ODg2VprO28uAL7+/sV/72WQD+J4J7/gMsVexL/Eff9W7eqd9/bqn55+3a9bJbtUp73CiiggAIKKKDAUAQM8ocykvZDAQUUUEABBRRQQIEjAafruCsooIACCiiggAIKKDAwAYP8gQ2o3VFAAQUUUEABBRRQwCDffUABBRRQQAEFFFBAgYEJGOQPbEDtjgIKKKCAAgoooIACBvnuAwoooIACCiiggAIKDEzAIH9gA2p3FFBAAQUUUEABBRQwyHcfUECBQQjk/yR87zvfrXJ7++bN+v8ndNXBTz5+UH1w585ciud/PPzw+z+YS1kWosAQBPjfKHktN+9/9pOfHvu/KbwWybPz/PnErvMa47V2XonjEsehpFnbmfzeK3AWAYP8s+i5rQIK9EKAYIA37pWVlepv//h7ffvzX/9SXVpZqZfzxtpF+v2DBxX/cM2kgALdCfzhT38cva7z+l5ZuVSfYJf/ILG7Fpy+5O3tJ9XO851RAfyzRvrAf2s3KdC1gEF+18KWr4ACnQrwJk8Qz3855j8gJxHwf3T/fv1majAeFe8VGIbAb+/fr0/qv9h+MowO2QsFOhAwyO8A1SIVUOD8BD558KB+s+cKWVv68O6vqutv3KheFFfcOSngY/tMAeBTgL3d3dHmmSbACQTTApIvU3O4es8y7vk4PtME2I5yyZdtWE+aVueoch8ooMBUAU7iSeVVcp5/sb1d/fi110evv7xmxxXI9B6m0+T1yrblJ395rVNOyuWYQOKYwbGj3Lb8ZIF8vP5TBuVyy/GCMsjDrTw+cAwp2zCu7S5XYJqAQf40IdcroEBvBXiT5bZ+eX1sG/lYnKv8q2trdR7erAnGWcbH5l9+/VW1t7tXvXXzzZem3jx+9KjiJIF8fErAGzjbZloQ91evbR77+J03dNrENnySwPqT1Dm2I65QQIGRAK8zUvO1v/1ku/ro/u9Gr7+8ZkcbFg94nb598816CdP7eM1ev3Gjfo03g2zK+aejY8a7W1v1sYJjBscOjiHZltd6An2mGfH6z/Fi3IUITjS+efa0+s9H5bANx5lcICia7EMFTiRgkH8iLjMroECfBPJGnwB+Wtt4M+UNmDdbru6T2JZAnjd8pvWUiTf8zJ0lP3mfPX1WZml9fHXzWr2cN+uT1tlaoAsVUGAkwOv+F7du1YH2O1vvjZbzgAA8r1lef5Nes7++d6/eNlN/6u3f26oD8+YUP8qhPFKCcI4ZHDtYV27Lp4snTVxEyKcT9IG0szP5S8QnrcP8F0/AIP/ijbk9VuDCCiRA/9HGlWMGBAW8UXMVsEzNq4R5Ey7ztD0utztpnW3luUyBiyzAdJZMieGe6SwkPinbuLJxjKZ87bFi0mv2m6fP6k8Cmnk2Nq7UJxDllfRmubyuOWbkhCKNWF+/XF8wyOs+yyfdU39OFMjHDwaYFJiHwKvzKMQyFFBAgUUI5M2ZK2qzpBcvDj/i55c5momyZi2nue2k54uoc1J7XKfAsgkw7aUZTJ+1D3wawK0toM5xJZ8UttXFd3xYz0lHWyq/A9S23mUKnIeAQf55KFuHAgp0IpArac0v3zUrY37t2tpadenS4RWy/f0XzSz1G3Z5Ne2lDKdcsIg6T9lUN1PgwggQyHNrC8YT3HPMGJc4OeB4wQmISYG+Cjhdp68jY7sUUGAmgXwJrvlFuWzMF9i4ra6tjj7a50tuZWLePFfxmx/Jl3lO+zjTCc6zztO21e0UuEgCP7qyUf86T4L69P3Z0fFh0vGA1zXHjOa2HGuYTtRcnrK9V+A8BQzyz1PbuhRQYO4CfAmOL9Ly5sovW+TNlXt+Go/gn1/S4eN+bnyBlmX5BQzeqD+488/1VTnynSRxNY9f1yCl3ub2866zWb7PFVDgdAL8Wg4pX+LlMccG5uKXv8jVVnq+HMu2mebHMYXt39naGn0XoJz6k3xt5blMgS4EDPK7ULVMBRQ4VwHekPl1Ct5EuYrW/HJe+dN15CM/JwXk47evucr/Lw8/G70xz9p43uj5FIBy+BLfuDTPOsfV4XIFFDiZANNtPn34Wb1Rjhv8bC7Hh/KY0VZqpupwop/fz+eY0tyWX+giD+VTtkmB8xR45eDg4OA8K7QuBRRQQAEFFFBAAQUU6FbAK/nd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kVqiAAgoooIACCiigQLcCBvnd+lq6AgoooIACCiiggALnLmCQf+7kF6PCTz5+cDE6ai8VUEABBRRQQIEeCoyCfIKy733nu/UtAdrjzx9VP37t9dHyH37/B1XW9bAvY5v07OmzUR/Sx9y/f+tWtb+/P3bb81yRdnJ/niljf5Y63755s+JGorzf3Ls3Kg7rZdhv5uE/jzJGcI0HGafz9mQsqfOLJ9uNFlX1OLNu0j77wZ079fYvbTynBbhk3ztpkXu7u3Xbdp4/n7opeTgG5nhRjgcG9DOJvD/7yU9Hxx0eczxtJuqnzHId5XNcokxuzeMufZ32esqYpYzmPevP4tbsR/M5/eXWt4QznqdJpWmbf9O4fN6W/zRtmHUb6jttP2etoy3fSfapSa89XgOlXx6zT7EdidcYy2d57Z5l3Nv6edJlbceDtmMmx1j6lD6mHvodg9y3bZ/8y3bf9CmPpRzv0ufmPf1sbotVadNcX5Y9zYn9sKyfxxkb9vVme/I89ZfHjGa7JpU9rV0nWn9wlB78nx8f/Pf/3XcOdv/rf62XPP3/ntbPWZ706P/5/KVlWdfn+/SF+zLx/H/8H75/8M//8T+Wixf2eFw7u25Qxn5e9TTLY78q96N51XPRyvmf/6fXFravUjevlX/9138dsT//L/+lPh78+j/9p9Gytge8vtgHukq0a1obxtW9/f8+qfs1bn25HAOOgaQcC/M8r93s52/9+39/8L/9rz8ZHU95TjvLhB9lYpNyWI8XeVlPyuspxy+Wsz7H6rLMtsfZPuUlz8//w384tVvKaLtnH6FPpx2TtjLntYw20e/TJMwzvs3tsaXP7E8XOWE067hPeu2xrunJ/k75p3m/Psu4z2M8eZ1zPMjxM8eDPKeOHFPod/nazuup+fqdR7v6UAb9wwcTUvNY2mxjXmt5LU6yPWnZzbo4VlA+48GtbGczb+rK8SXH3Ry3m2N+krKbdZ3k+ehKfvPM4IvtJ9Xq2lr17ntbo1XX37hRXb22WT1+9O0VqVwxyBkMZy5JnPVwS8qZO9twpsM2OUPlnlSeHfEpQs6ImuuaV79Oc7Vw48pG3Z/yCiVn/OWnF2V/aC/9oW4el+0b15+0i/zNNuOR/rP+8aPPQzVyGC2oqrq+0vO0VrQ1feT+m2dPy2pGj1M+Z5ykXGUovWg/+TLW+MWMPmX8qCN1Nh1GFRbjT3lsz42rmmVKu1hXltU2BslbXhllTLKcMugDfcz2aTN5MtbkK68ANMeVvKRmGTwvx5h+xZPHmJTrY1f2l8fUz/6CL4/Ttphmu2a7yF+2q3SgXsYyZXDPVY+29NH939XtLg3ev/Xzav3y5eqXt2+3bdK6LD7l+NKOXB1p26h5xSP5WY4F93jEoCyDdWWfy/2FfDs7z6sfXdkoN2l9jOOL/f2KYyCJ4yN9z3OOJdy+2N4e7UvXb9yoj6Hkv37jjXp5fCkPvw/v3n2pPtZRLuWTcgzO65Tl65fXq08ezDYl7sWL/WplZWVUXir85umz6tKlldH+hyteSXjiy419I6+LrB93v/N8p161vn7Y/uyrKSuvFTLhwfIy0Y685qmXdjBu3DLmlJH9tmx386od62JOHfQh7Srr5PG4drKcNlI3baHMZorN6tpqc1X9PO99eT1SFu1P2ymX1wTP4122m+3KY1FpyDq2y2uKdTxPHsrjdZuyuS+dKLesa9K4s46xKV9T1J9x4Z56yUfiMfXnluWsm/Ta74mGUwAAGbdJREFU2z26Ws9+nkQ8wo06SGlL1pfHvub+Wo47j2NBu7KvpZyyzZjyvLnvJS/31JVxLZfnMfUx/u9ubdWvQ5a/s/Ve3Q9egyTazjGl7XhAnrbXb8qfdJ++ZN9o9pd2leuyPsa0Pa8zDJI3ddLvrGfbcnzjxnJu5XtHtuee/tGOvI9wHOUYl+NdmZfHHDfJw3Fxmu1Jyy7rwoD3xxzH2fc2r22OPQ7Sd94jMoa8FxAv01bSt+8BO/XYn6Tssl0nfpwzgpx15AwyzyedNedsO2dUORPNmTxnLjk7ox7K5iyV/Dlb4+yWxPNmeazjzJ0zJLbhcc6K0r48Tz/a7lNXW17OpiiX1DxDJD/r0j/azi1X3cozs9RR9gcH8qfeXNGknyTycqN/1E1dyZ/+1RmP/pRnkae1YgyoJ+OaMaPeZopH2pv+ZHxpN9uRrxzrZtvJk35RB+Y8Z/tmyrZxiWvGgHvaH9Pk53nylmOQ9elvnufsPH1kebbnvtxXaWO88YoZ25LiwjbNMmhrXgPkp960j+U4UDcpbYt3vbD4w7bNflB39p+0gzaQyv0t7Wq6Zlwoo9y/impHD8v25XEMRplaHqQdrEo7qIttMZtUb9pFu8nLcx7HNO1geVsiX7ZlfYwoi8Q6lk1L5Iv9uLzk4Ua/4pq81MeyHDu4Z1lzefKX9/SNbct20m/2rXH9LrenTfHK8tTLurIdlEvKcbHcl2atL2OCQx6n3Lx24sBy2lCm9DX9zr5Cnti2tZv85euN/ORje1LKa3t9naaddaFHf+JVLms+Jk/6mvzYk3IswJt2lu0e17aMTfbp7J/pJ1bxwgDzrMM4Y0Ld2bfSrpRNmeW4s77cNuvpQ9pJHXnOtimrPIaynj6m3nqD4k/aUSwalZ/xY/v0IflTF+2infimz2wXj7weeE4bY5c+ZP/MuGTccExe2kb+rCvbOu1xLNKX9COvj+wXqYN66Q832pv2Tasn/aGNOOBTjh/9o+xyzLKeNpQ2aRvrSbFM2ymb/Dxn25RD3vR3lnannra86U/p0zRIXbEt108qu8zX9pj+Nsc/+eLa1mby4MsYsH1bmlR2W/6TLBt7JZ+zpPqq/dGVQ87iOBMrz1i3j65m5UoTV5+4lXmmnXVc3dyss3C2Q3krKyujK1d/+NMfqz//9S/1st8/eFCXnbMi6uRsr7z6Pa2u5nraWZ9NHV2d48oYZaY/1EV/qDspfeQ5Z2yc7ZX9LfvDcspKm8nP2SD95MoJt5zdU+87W99+apL6xt2f1mr7yeGVxpw10x/GuS3RJsaDKy4kzpppP/ck7MjDbVoqz2g3Nq7U2XPFr21brhxTd3MMZtkPyjFI2ZyNkzIWOTun7fRpb+9wnmfy7+7u5WF9T/v/9o+/1/tDrnIkA5aso5wyxfq39+/Xi6mL8c7Ys7Dc37lKQMpVrPrJlD/0lTIoe9L+lmKSHwe2y7jEutnvbMd9XnO/vnevvmJDv2cZ+7KMPMYh9jxmnyqvJiYffeIqD/sDvnWbNw+vpjAOuUrN8rb06cOHFceRjM3q6uEYZQypc9yV3ZRH3mn50n72q/39F9l07D2vu7RpbKajFTm+ZB9mMeNHu3IlcFwZo7Y3XqN57cX1UuFHX3ltM77l62WW+mgHxwvGg/7l9ZpjKv1mXY4p3KeOetujT5IYk7SR42b2M5zZ/tOHn9Xll+1mOe8XjHkSV4K5unZY9uEnDM1PbujXSduZ8nO/t7tXj0euWpb3XNEkcSUPW64c45v3A9bR13jTD8aa/Z7buLblSidlYkh5pOwTmMWQ1xj2SdSVMcEw+8m0cafsclvayrak5muR8hmPjG+uyif/pNcU9ZCvdORKKWVyzEp76SP7RFu7adPh6/LbcacM9svsI2zP/kA+ysSaOmLFFXdS+rC2tlqPCcuSH4+TJuIW2kFfSBmLtnJ4jbAPf/n1V/X7DMcz+kGfZ03j3k9xoFzGkZT3IB7n/Sv9wyTtZf2keKn5PsJ2ef+sKxrzJ1f8GZeYl1kZH8qadOxs2mb7aWUnX9s9n2Dw6Q/p6ua1l7JQZ/26LV5jyZRPNNjfy2N41k8rO/lOe//qpA0/Iji5f/iRG0EQO1X9prt3+NEKB5DmQHBwzhvzpLKzjsFMory2weNAxwsKrBwws83KyqU8nHoPZjOx42Ynpn7qYmcYlxIksJ62MrAc3JLSn7S5zE8evMoDTw58rMu2KWvS/WmtGMe0O+UzZuMOGLygaO87W4eBDm8knOwxHs+ePX1p/FNm835aIFXmx7TcDzCkPl4ks+wHbY5ZloNZ7st6y8eMEzcOptzqA9zmtXoZB0KmrPGip53k4020bDNltVmTl8T4kcrxrxec8E/6NW1/q47e35Ofanhzn+bQbA5vFnw8SzmT3pia2zWfl/3OYwKlsn1sw0eeJOpsS+ybzaCtzMexaBRQPt8ZnUgwVuxPpEnbsz5j1Rzf1IP9L27dqvcR9hPaNK/E65L9rwwIKTtO004IaVud/2jqTNqFSflmmXzsDzHndT7uI/aU03aPF6YJ1JpvbAkq2ZY8G7cPT/p5Hju2Z+zy+ko9vKZod/bbtHvt6ASb9wfypCzWx6oOKo8uXKQ87mdt5/rWt+9V5fY5NvF6yHtJuT6Pc0xhTMlLP0i0kTLYd5opgRYW3NoS3mW9jG36jAVWZV2UkeMQj+k/F5imjXvaWQaC7H+pq/laxDtTe+lf3mMYq0mvvdRDn8pjDP1nf/zRxpXRiRvHDgI/+lj6Zf+g3n1O5I/iDNpYWtF/8hJEZz/IRSLWEdSTmNZGohzGhER7qL+0rFdM+cPrmTHjRHWWVMdhRUZeE9TLhb6Ma7H6pYf0rzx25f0UG9bRjxwjy32s7f2rjBXoA2PVFi9lX297/3ypgcUCTgRIxGpv3XyzvkCTsaRt9evkxhvFFscfTrKdVPbxUl5+lpNCji+0jROt7FMYsG8396uUwj7MjX0vMWi5X08qO2Wc5X7slfyyUBrEmwxn5Tymo2CfdwKRgSpvAZqlLeRlW85cGSB2/OYbEC+asvw8TvnZ4fK8r/dntUq/uOrOAZmdmL5zIOWeAyK38oCYbc56X16daytrXn1rK7tcxv7CizmBGy9QDiLsN+xDvCY4mHHwIQjNm1hZxtAe580igflp+zfr64gDKP55HZb3lMH6BHjNtnCcSpDKGxtjyeubPrAtB12OA7O2pVk+z6mfNyM82B9IJ7nw0FZmltE+rvqyv5cBTNbPck8ZpOZ41X0vAv8yH4EbRqV1Hk8LKnhfwIRgICcgpS/rCagYMx5zK9tGsEF+bgQZZUBJPwgsygsnaTdz4bEi4CNxtS1XKFM+ZbcFZLO2s21b6uI4SJp2IYO+5gpn+b5T9+lon6wLOrpAULrRl4xB7tkvsKbcclw4XqetPM7+Ttl4UW4ClIwB4zFt3Gkn2+YYQHn0Pd9DKF+L1MtFEJaxDYEq7SUxHvX+N+a1Rz2H+Y6fVOU1QNm0Na9dHjffM+Jcn1AcjTttIZWuPGc5fcp+UPYvbYknwT75ubGv5Up/XfAMfzgmcePT3YzBDJu1ZsknVK0ri4VNm2JV/ZrJMZLlzROKMm/b40nx0rj3z7ZymstwxTj+rOeiImOXsWhuM6ttyi6/l8GJSvNWnvCkrgTnOe6wPCd949qVbVnPLZ/AZXnu28rOurPcjw3yMz2nWXgOZOxgvFjLQSBvDtJ5oZQfXXNAmZQoj4FtJspicHO22Vx/0ueUl7Pot2++OaqT+nPAHldmrhKxnrbSp5iU26TNZX7WHx7c1kdvbKUfB69mKs3KF/VprXiDTLtT1yTXXOU8/Gju8EtQLMuX/s56oEobyvtm+zCknhzUJ7W3LGcej6mT4I03WQ5oeUFTNm86rONNl/2Tg1CZ2qxzcGD85pmm7W/zrGseZR3f77/9OL1ZdnnVt7mO18u41x95OZhm/DiAkpfXd+zZj/K4WfYsz3Nyx9W+8mIDY0EqX88JOmatjzdeTioJjHLwn6VNzTz0kX0zbcp6XmPlyRGvMfLlNVYea7JN2z0GvDlSHinHz7LscjtOhBkHrsaSN3WSJ+OTYw77SK6gZj2m5Ztp2W7KzmuSPLzWKDMnBdSXx2Wb2h4320kebNpSgsO0uy0PyxhTXBmLHD9Znu3L7TjOcLzBh0Q/2hJG5Ek+8rAs70k8Lr341LlsZ8aLZZQxadzZl8ptc5ymruZrMcc5gtkE97weqYP+T3rtsY7UfK1kH6v7eBS41xlb/vAlVuqivZPGnTJpa6YxUlRpkGN6Xj/ZB5iySPtK25ZmjBYxfgSVnBhwrJh1OwogFuPiUpmIqyYF72XejFOW5f2U5+znjA/vY9zKMtvevzI2bEv/s/+k7OZ9jr9t75/JS3DOMaTcxzMG5QUT6sqJXrblfpLtpLL5VJr37nE3+ke7MEoq25hlh/vyy9OWJ40br5dZyk4dZ7kfG+Tz8R0H8PIsj52FgxM7KDv95ua1+sUNJIkXC9tkIBhgOsON1NxR64XFH8oDMeWRHwi2rz9OPJouxCbUBWLyFsXM9JADAINMfbxgSfn2c/pMf3lh5iMW8tC/HMDIh0N54Csrx4H2JT+PKZN+YoMjdbOMWz7apIy8SVIfiW3LHey0VrSJvjO9gETbyp24Xlj8IS9tpX3ck3JQzzgX2Y89LNt7bMUMT8r2YZBPDOa9H4xrCibse/Gn/3nDZL9k38t+jSF9zRtryuQqZGlNGYcnSy8fELLNWe4n7W9nKbeLbXHAIyZlQFPWxxVPxiLWvA5ycGR6D6l8Yyq3ZXnqYHw4oeeeMSFNevMvy0mwkTawjnbw+se8DPBZR/m8tpn+kNfA7x98XC/Pa6gsv/mYK9Lsd7zpjgvw05YcJ5pl5DlGzeMT29Kucjn7dp5zFZz19JFEW/ikqu34HUu2JzGuHBMZz1yFZxmJ1wllsA6f2LCOccr45HVEO8mXRB5SaVi2m7bkWMu2OY6zPH3OWKZM7qe1kyC8rLPclse8ydPnWDTX8xxL9uN6TI/eW9Mftudx2k67CXKYApjXRQzpB+9J3Ei0LePG8/STZZSJcXmiRB3lPpO+0fZp417nLT79yZgzRuNeiwkC6RN157U66bVHPrxLT/rFr6rgzGuO7bOf8Gkzfc2xGmse814RA8adMtme91lcWFeWmX0t1imnbEv2H8Zy1qv41MV4UR8XF1NPPYAz/KG/nPTl9YIFN/aPWVPb+ym+3BK4U2b5Gs/7V5YxLvQ7aVK8RL5x75/ZPvepJ+PHcua4486NlHEs92WWT7Odpey6gpY/qZ9pUUm0EbMcM1jO6yCfZiUf981xww/jxH+UP63ssrxTP863dNu+tcyy8lvdfFu6/GY525KHb1Szrvw2Nev+9egbxVmXXwFgm3wbmfsypR1s0/wWebZPeWVbeMzytjSuLvKmPu5JfDu67A/fPs83uSmfb0hnPY/5VjRpXB1pF9tiWX77uumTb/LHpNyWddTHfVLaTtknsco3ubNd6k25zfu459vqbM+2eU5+ykjb8q385OE+vuTNN9zTz7K+9CltYtvmLzCkPazjlv2gbQxSXurIt/7Lccg35pvbZ9vUQ5sYM9LPj35lIuvSxmYZPGfcko/tUkZpRplpW2mVdnOfdvI4bSvX87jcZ8r9rdmuZnnZlm2mpdKcvJPGM+WyDSntKMe3dK0zNf6U1lhm7Jr7WWOz2rNpz+sEI8aANuX1O60PtJF2JOUYkHEt78lTvsZYhyt9b6aMefqU11ZZXh7ThiTGnzZkX8ry8j59bO5PPMclqS1f9i/qpp5mGdmW++b4xJR19Jm+pw95rbKOvmd8yJM6Oa7Eoexfs92UQbnla68cl7wWsKVM1o1Lk9pJ/8p2N8so60w/c8+67PNpJ31ieUzpO3WkHEymGcaF7VIu7aJMyiHRZ9pRlsW68rjN9tySMgZsV7aR9c1tk5e2tL0Wy9c4feJGX8nfbFfqTz3xK+8pj3qyb5T9Slua7W6Oe7nPkTdlpn72FfrJOtrL49In7Wsum3T8KNtW9ofHrCtTyqGdZcq+zDYYlscSnpfHhnK71F2ORbm/pL60i/xln8vXBctTTuoovSij9EzdKZt12W+zfe6pB+/kxbfMm9dQue+ybbOObM8960jTyk4b2u4Zh/SZMmljud+xDctL07Kc5rjhlTSpbNaVfcg2p7mvslGwmjtX1nt/OJjZcfToRiD7YTelW+qiBXKw5n6ZUt7MyjeeRbafN55Jgeci22bdswtMC3hnL8mc8xbI2JTv+Qm+2uIkgu1mADjvNrWVx7GpedKRfPN+P+WYQz9NyyMwdrrOqT8acEMFFFBgYAJ89MpUg/Ij5UV1kY98+ej3JB/XL6qt1jtZIFNeMi1hcm7XdinAtNzyV7yYprLS+NUeptdyLGDaT5l4PZJ3EePI9w+YAjLvxHSlTI2kbI47TMMpp6rMu07Lm7/AS0E+OzmDa1JAAQUU+FaA7/DwxbnMjf12zfk+Ivjgy3LNQON8W2Ft8xAgcFpEYDiPtg+tDF5TBOoEttw4AeOLwyzj5J5lfPcgXyQu+888e369axGJ7wTx3Y15J74PxAkN3xGi73yvgHra+j/vui1vfgKv8KHD/IqzJAUUUEABBRRQQAEFFFi0wEtX8hfdIOtXQAEFFFBAAQUUUECBswkY5J/Nz60VUEABBRRQQAEFFOidgEF+74bEBimggAKLEeD3qPkSoUkBBRRQYPkFDPKXfwztgQIKnEKAL5PN8iMDBL3knTX45Vc6yn+gVzbtJGXl1y3K7U/7eNa+8sMLfBm0T4l/pET7ufXh1436ZGNbFFBAgUkCr05a6ToFFFBgqAL8O/PzTvwKxyLqXUSd87LNf4ktf95wXmVbjgIKKDBkAa/kD3l07ZsCCowVKK9u87OY+ak4lvNzcc0r2i/29+sr9FnP1JZJiavOP/z+D+or0PnEoHklnzK46k+ZKbdZb+qgjJRH3vy7+awv258yUy/587hZDlfKSQmiKTefRJRX0ak7ZaTO8r6Zt7zqnr5xzw1vyspzvKk/9Zbl+lgBBRRQ4HQCBvmnc3MrBRQYkAABKr+B/eXXX9VX2ldWLlVv33zz2G/i849wuKpMHoLUBMdtDATz5PnzX/9S/640gXPbdJ/3b/282j2ql7wk6m2eQPBPaCjjna2tun20gyA5gT733zx9Vv9WN+Xs779oa1ZdblnOR/fv11NgCMjpF4nfwea3t1nGjd//5pMAfjObbZttYxuWk5ftyMvvaeNDu5PYjjrIQ1vZhn6Qf/3yemu52dZ7BRRQQIGTCxjkn9zMLRRQYEACXDknGOU/yOYfTPFPcAjSCVyTsp48PCZoH3fVvc7z3la9Kf9UhuePH32eoup7tuX2T0f/2Ip/usM/3KLe7SI4JvP29pP6nyZRFomAm1vaxz3P+cdKlPPh3V/V+Zp/OKEoE8F4AvhyOY9pR5kI/skbo3Id9dM2piORCN7JR7uTfnRlo15GnvSHNic/7TYpoIACCsxPwCB/fpaWpIACSyjAf7YkldNdmJrSTAlgWc6VZxJX/9tSmZf1h1eqj+dNvSmLfATG3Pb2jk8FIm+Zry5z/XIdiHOFnIB8dXVt1JRx/0WVdnHjKjpTZbja3vYJAwXx7+tpS6bSHH7acbxd5Gurn+XUkz7yfH39Mnd1au3PkWnyeK+AAgoocDYBg/yz+bm1AgoMRCDTUrhanVuunA+ki3U3mC5DX7mKToDPPHiC/mYiwGd6DVflCdi5Ws+8+XIKTnMbnyuggAIK9EfAIL8/Y2FLFFBgAQK5Qj7uinaaVF6VzuPVtdWsPnaf9VnI82be1Fvm5ao4t/KqPGWQt8zHsp2d5/XUHIJxprqUV//HTSNKe7jST/BOEM+Uneb0oOTjnpOBzJ2nnmfPnpar66v9zfrJgGf6eGyDcf05+kSlmdfnCiiggAKnEzDIP52bWymgwEAECHi5Uv37Bw9Gc+zzyy9l4P/Jgwd1AE4QzmOC43HTYgiy80s03LMN8/jLxLbc+EIv60lMiSFgZqpMmTY3r9VtS5m0K/PwyUcgzvME921X5snHVXim6ZCXRL2cPNB/EnW/eHE4F58ymLaUMqmTaUHltJt6o6P6aVu80mfa3ZbSn7SD/M3vALRt5zIFFFBAgdkFDPJntzKnAgoMVIAv2nLVmfnnBMEE/HzRNMEv3eYXd5iuwm1tbbW+us1yAmW2SQDOMq6uf7F9GFBTFlfC204I+KItZVEmZfCrOJ8+/KzevqTmhIL2UBb5mGLDc24k7vlia9pfbls+TjmcTFBO+pJyOFmgH5TTLJM6mb5Enmafycty8lDu40eP6j5TX1tqtgMrzJII/iknJw1Z7r0CCiigwOwCrxwcHBzMnt2cCiigwDAECCIJToc4754gnACekwuC72VItJeTKtrcTMvYn2YffK6AAgqct4BX8s9b3PoUUGDhAkObGsK0Gq6+JzGdiKk35ScRWdeHe37JiDYTvJO4cs/jjY0rfWiebVBAAQUGIWCQP4hhtBMKKDCrANNRCDCZPrMsV7mn9Y3pRiQ+neDGPHuWlVNgppVxnuv53wBMj8o0Jeb/86lK2/QephaRz6SAAgoocDIBp+uczMvcCiiggAIKKKCAAgr0XsAr+b0fIhuogAIKKKCAAgoooMDJBAzyT+ZlbgUUUEABBRRQQAEFei9gkN/7IbKBCiiggAIKKKCAAgqcTMAg/2Re5lZAAQUUUEABBRRQoPcCBvm9HyIbqIACCiiggAIKKKDAyQQM8k/mZW4FFFBAAQUUUEABBXov8P8DjMIX31sP/aEAAAAASUVORK5CYII="></p>
</div>
<div class="specification">
<p>Further research was conducted to determine where mRNA expression of a urea transporter gene might be occurring in <em>P. sinensis</em>. Gel electrophoresis was used to analyse different tissue samples for mRNA activity.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="specification">
<p>Expression of the urea transporter gene by cells in the turtle’s mouth was assessed by measuring mRNA activity. Turtles were kept out of water for 24 hours and then injected with either a salt solution that matched the salt concentration of the turtle, dissolved ammonia or urea, followed by another 24 hours out of water.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce whether the excretion of ammonia or urea changes more when a turtle emerges from water.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the changes in urea excretion in the mouth with the changes in urea excretion in the kidney when a turtle emerges from the water.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the trends shown by the graph for dissolved oxygen in water discharged from the mouth.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest reasons for these trends in dissolved oxygen.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce with a reason whether a urea transporter is present in the mouth of <em>P. sinensis</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the additional evidence provided by the gel electrophoresis results shown above.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify which of these turtle groups represent the control, giving a reason for your answer.</p>
<div class="marks">[1]</div>
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest a reason for the greater expression of the gene for the urea transporter after an injection with dissolved ammonia than an injection of urea.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The salt marshes where these turtles live periodically dry up to small pools. Discuss the problems that this will cause for nitrogen excretion in the turtles and how their behaviour might overcome the problems.</p>
<div class="marks">[3]</div>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. urea </p>
<p>b. for both mouth and kidney </p>
<p>c. percentage change/change in μmol day<sup>−1</sup> g<sup>−1</sup> greater with urea/other acceptable numerical comparison</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both higher/increased on emergence from/with turtle out of water </p>
<p>b. both increased by <span style="text-decoration: underline;">0.66</span> «μmol<sup>−1</sup> g<sup>−1</sup> when turtle emerges from water» </p>
<p>c. % increase is higher in kidney / kidney 940% versus mouth 73/75% / increase is higher proportionately higher in kidney / kidney x10 versus mouth nearly double/x1.73 </p>
<p>d. urea excretion by mouth greater than kidney out of water «despite larger % increase in kidney excretion»</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>decrease «when head is submerged» <span style="text-decoration: underline;">and</span> increase when head is out of water</p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. oxygen absorbed from water/exchanged for urea when head dipped in water«so oxygen concentration decreases» </p>
<p>b. lungs cannot be used with head in water / can «only» be used with head out of water </p>
<p>c. oxygen from water «in mouth» used in «aerobic cell» <span style="text-decoration: underline;">respiration </span></p>
<p>d. oxygen from air dissolves in water when head out of water «so oxygen concentration increases»</p>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. urea transporter is present </p>
<p>b. less urea «excreted»/ lower rate «of urea excretion» / excretion almost zero when phloretin/inhibitor was present</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. <span style="text-decoration: underline;">mRNA</span> only in mouth and tongue/in mouth and tongue but not esophagus intestine kidney or bladder </p>
<p>b. <span style="text-decoration: underline;">bands</span> / <span style="text-decoration: underline;">lines</span> indicate mRNA for/expression of urea transporter gene </p>
<p>c. <span style="text-decoration: underline;">urea transporter gene</span> expressed / <span style="text-decoration: underline;">urea transporters</span> in mouth/tongue / not expressed/made in esophagus/intestine/kidneys/bladder </p>
<p>d. mRNA/transcription/gene expression/urea transporters higher in <span style="text-decoration: underline;">tongue</span>/more in <span style="text-decoration: underline;">tongue</span> «than mouth»</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>salt solution is control because it does not contain a nitrogenous/excretory waste product / it matches the salt concentration of the turtle / the turtle’s body already contains salt / because the turtle lives in salt water/salt marshes / because nothing has been altered</p>
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. ammonia is «highly» toxic/harmful </p>
<p>b. ammonia is more toxic than urea/converse </p>
<p>c. ammonia converted to urea </p>
<p>d. urea concentration raised «by injecting ammonia» </p>
<p>e. difference between ammonia and urea «possibly» not «statistically» significant</p>
<div class="question_part_label">f.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Problems:</em></p>
<p>a. urea becomes more concentrated «in small pools» / lower concentration gradient «between tongue/mouth and water» </p>
<p>b. less water available for urine production/excretion by kidney<br><em><strong>OR</strong></em><br>less water in ponds for mouth rinsing/more competition for pools (to use for mouth rinsing)</p>
<p><em>Behaviour to overcome problems:</em></p>
<p>c. «still able to» dip mouth into/mouth rinse in water/pools </p>
<p>d. «still able to» excrete urea «though the mouth» in the small pools </p>
<p>e. more conversion of ammonia to urea/urea excretion rather than ammonia</p>
<p>f. more urea transporters/expression of urea transporter gene </p>
<p>g. urea excreted «in mouth/via microvilli» by active transport/using ATP </p>
<p>h. excretion with little/no loss of water</p>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">g.</div>
</div>
<br><hr><br><div class="specification">
<p>Coral reefs are among the most spectacular ecosystems on Earth. They support a rich diversity of life and provide economic benefits to the people who use them. In Papua New Guinea in the Pacific Ocean north of Australia the following data were collected. Coral cover is the percentage of the reef surface covered by live hard coral.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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FXZPyR5KJVM8oYHrYdUjdHj2KU7EETgIQ2FQoEX06TW51wuJ7VEO5TLIuWhUqn08ObNWAzCjrBWhlg1HuJeEcU7kZrsPMR3sOujpf+q06UAY8BDGni9RxTERIJpy2RUD4nm72KxOENobm7u7u6+Exlmv/yyWCyajqIRufnHP7Znszf/+EfTgfjC4cOHW1tb6ZNfLBa1yYomFuokOw9J/a+iT4gXE4XP+J8ekjswDzzkCv7cO9SHSqXSE1u3Wlu2iJ9NDzzwwgsvvBcZBgcHN/zlX544ccJ0IA3H2XPnzp47ZzoKv/jZ/v2bH3qIPvlPbN2qttC2pNM07dCGBIfxchQ004UYeMgV3ENqyQv9Q5Sntm9/trnZdBSNxa1bt8LaM8Rx0y4n1Wyklx/cvAXB4KFQAw9pkApoIgFgvJwzQ0NDu3buNB1FYzE0NBS+d4YoLt8fctjBrj5E2/EYaX9Tm8cdkiEIBPCQBv7E0/4hkR5o2lDTAyWCHmKMzc7O4l0iwbe3b3d0dk7cuGE6EB+p+P5QxZdMHcYpSP1DvClPGu9QKBTwLlHQgYf0cBVJb3FL251LYdH00PHjx60tW0xH0Sh89NFHp8+cCdNscioOHpJmPVBTE4d6SC0Cig/Sgam0ZQ8SCgHwkF9E00MTExPxWGx0dNR0IA3BSz09773/vuko/CWC88ulkkltJY/bMZQ9Veqrk/UFHvKLaHqIMXbgwAF4iN17d3X+669NB+IvkfWQWrFLJZPwUG3AQ34RWQ8tLi4eOnRocXHRdCCGGRoa6rtwwXQUvhNND0nD0BljhUKBz8oKD9UAPOQXUfbQw5s3nz592nQgJllaWuro7Lx+/brpQHwnsh5qy2SoclrSad65JTbadW5Jk4jzzjC+M/2I9tRS/7Q4rPRZEQMPlVfUaOecNDaE/ukQXj1unh54yC8i6yHG2IEDB57avt10FCb5w+RkR2fn0tKS6UB8J7Ieksbp8eqRcIA0J4tox5MG2Yo5Xvn+dFyuOv5CGihI5y+n6qKn5gbiH6HdV3Yecg7P431zAB7yiyh76ObU1LmzZ01HYZI38/k383nTUawHkfUQYyxhWaK6wLeIjF56tVa8/CS9hysEYDeXGEX6LB1bKFW5hHskn4lpLOw85BxeNTepOuAhv4iyhxhjx48fP3bsmOkozHDnzp3wrbtqR5Q9JF5pSiWTPN8XHnKeMIK2oXHfSBm9c76vvjoi9UuJP6V3gcWfDu1ybsKrO/CQX0TcQ6dPn35w06ZojlaYuHEjIo1yLNoempycTCWTk5OTou5CPaR9uVBk8dxJYryDSw/RbiE632u9POQyvLoDD/lFxD00Pz9/34YNYV3swJnfvfZaRBrlWLQ9xO51/EjjBZhuxT+xv7QCk3sPSZ03fJ/aPCQtaCua71yGV3f0HhLjK+r7urLzRDghI+IeYowNDQ2Vy2XTUaw3S0tL0WmUY5H3EB8sIKo+0jgFsZ0PQtN+1r2H6EYxo0RtHqLdUbxexfN5l+HVHdlD/PK0SvQOPBQpisXi/Rs3Rm26ueiMlONE3EO0UY6t9YHay8KUGYmED1y2y9EaAs2rq/UQI+Ozxdhu9+HVHdlD2uqkZKaagYeixhNbt/7i5z83HcW6kr90afCNN0xHsX5E0EOg7qzxkDTJIMV55kHe2sgneOe+pd4WIrXzEJUwPTt9o4pXP6XRjWxtn6Halsg3iuPUeJNqAh5ijP36xRef2LrVdBTrx8rKysmurnBPsC0BDwHvrPFQxfoK1QCtFfKWRFExlAZjCDnZHV98lu5AZ86gja20xiZe7JJmGBSf5duNzMgLDzHGlpeXJycn5+fnTQeyTkxPT5/o6Lhz547pQNYPeAh4pzoPSa12otFQXW+RfooO0lCPL7U8UsnRgY/aN37F7y3ptDTtoNZP6wk8xDlw4MCOpibTUawThULhYn+/6SjWFXgIeGeNh7Qv8VKkPF2042kFw+VEG8rsdlM3qi2EYjeqKOFFqRkwfm+SJdVn6wY8xBkZGYnHYhEZrXD23LmPPvrIdBTrCjwEvOOqf0g4wKWHhIH4n2Jwel08xO7NTkH3EfNVSMBDjcCzzc2Dg4Omo/Cdubm59mx2bm7OdCDrCjwEvONqvJyYpM+hXc5u8CIjk+W5aZfjOLTLsXv1NmmOWG0nkHcPqc2GtMqlHdPBgYcoV69eNR2C73z00Udnz50zHcV6U9FDfPiSQ3qxS7xMmftZtL1L0057vwpgFtlD/AumsuGPEf+djheQxilIs7SKI/AnycFDjHiLVnHEm19MeSmM3ZvfQthOeu1J7O/RQ8I69NKk97zsPgsPCZaXlx/ctKm3t9d0IP7Sd+GCkZq3WZw9pKYXSUU8qdp5yK6dgyZ2dSmgYNH46xWtQ4T6+RRoEUZ6ROzGbdNHgZZW+KQX2mqTgFYypDqQdjtbayn1INKgvppzBzEYnZ6CJiSHg8NDlL179oR7JYhvb99uz2Zv3rxpOpD1xsFDanpRm1visZhoL1HRpi8xd7XdWQKE9J5pA2I3QVF9wfxytnBr0nY5tQlRmt2dAg9RJiYmnnvuOdNR+Eik5jalVNU/pE5fxke6OjSqO3RXC0z1AXsHHuLAQ3pEGpA8JCUAu3YDBg8pjI2NhXi0Qv7Spd+99prpKAzg3kNS44RITXYe4juoDTPSHJ3MsTjojDRNDj2g1PLPlGYesZ0ODBYXKNZmdegbE2enL02qLUA8kxEhiSFatMuA3xM6VY84i/YFf34Evj8/u/YqxEn5tOI0KvpnnMwVwC+TfnFuvgh4SI8oBVAPqQUxh+IMPCRxoa/vvg0bisWi6UDqD59G4dNojE2XcO8haVo2kYvZeUjqfxX6UfevrcxO14ijfVciTtpdTRdZoJ+V2kjEbJx08lBm34klTfgmTUMn5oiLr51QRhyWvppJt4umTrsX/IWH+Ha7q6D31tlD0vgA6cgVW03hIQ20wOWyPsTn9KQFingsdvDgwcvgHvl8fvNDDz3//POmA6k/r732Wns2m8/nTQdigL1790qP/XcffVRdd0rKiGlDgsN4OYpooqhLfUh9M4Tn6WqPsvbNEBGMlMOKoqrkLalPSzop0zVCisu08zfdR3K2uDq7F/yl8Oyugrn2EB0j5r7RSAAPaaCVSvGTy+XUhwn9Q1VxbXw8oP3Jzvx+ZKSn4Uc9+YSb+pA634qaviqWmmlTuff+IbWvl+vQ7h1KbZ4gaYa2REnHsTusVPeSfvhlOntItKpp74ndC/7aeLSj4V16SGSDUvteXGnG1AIPVUBd8wPj5bywf9++fOjWiOvJ5X4/MmI6CjO4fH/IYQe7+pDU6C1KgXUZL1eDh7QlTpF383xAGLc2D2lD9eghbV1EG556FawmD9Uwnyc8VAG15ZS+D+Hw4gI8pKW1tfXxxx9fXl42HUjdKJVK7dnszBdfmA7EDBXfH6r4co/DOAWpf0hkqdIbijVkfO7b5eh/1eNI28X7JNV6yOENE5cesmuX094cKR67q2Brb7VaBVQ9VNtKRevhoVwup36FovpGb31tLvUV6bZKVVeH1gB4SMvNqan7NmwYGxszHUjduHbtWkdn58rKiulAzODgITpazKGJhuaVUv6ofVtRPXJtjb20N147ToEpr9hLrU9SRi+iUi+kooeY8k6kGGvg3kPSauVif/UFfykeu6tgaz1EByDQ0RNxmwl01ADsWA8PtaTTUn4t7oJUG61BpA0LPGSH2rsbaF5//fXXX3/ddBTGCPT8chXHbdMM1G4yIdqdI2oJLj0kZfp03DbN8V22y4nLobLXvuCvxqO9CrZ2dXB6KDrHTVxZ04B2p7kZQrIeHlLtQnsa6QWvwwtT6wY8ZMf8/Hw8FgtHL9HKykpHZ+e1a9dMB2KMQHsoNAR9qWvfPcT7yqSNWg+FqTLE4CFHdu/evW3bNtNR1IGZL75oz2ZLpZLpQIwBDzUC8FAFtLUctV2uJZ1u/Pn+qgIecuDa+Hg4FseL8ohtDjzUCMBDFUhYlrYzgI5TmJycFDN8VOz/DwrwkDOLi4uHDh1SX3gMFlEesc2Bh4B3/PWQEIwzvDIk6ka1jfxrNOAhZ0ql0v0bN/76xRdNB1I7ER+xzYGHgHf89ZB2xLaE6EASg7YDPZG7AB6qyNGjR60tW65fv355ePjy8PDEjRt37twxHVQVRHzENgceAt7x10Nuen34O8wMHooYq6urox98kD1xoqOz82J//8DAwMmurpNdXR9fvbq6umo6OldEfMQ2Bx7yA7VBiI/JlsZ80QHZgR5s7K+HKjav0dF0aJeLDnfv3r3Y39/R2Tk2NpawrJGREcbYysrKx1evnuzqutjf3/gL+fAR29evXzcdiGHgobpTKBSkZqRCocAL9LlcjhfQtUtUN/hSRg746CHtiG0Jqd6jnWQhoMBDdnx7+/ZvX365u7t7/uuvGWPPNjd/77HH5ufn+X8XFha6u7sbX0V8xHa5XDYdiGHgobqjbUai9SHtJEDSFNrBAvPL+QU8pGVpaanvwoWz584tLCzwLaVSadfOnTenpsQ+XEVvNvaLrr8fGXnllVdMR2EeeKju2I0xFjiM0g5odwY85BfwkJahoaHu7m4hIUFvb+/p06fFn1999dWJjo4PPvxwfaOrgpd6eho5vHUDHqovbsYYN/5q4tUCD/kFPKQycePGiY4O7ZKsvb298ViM3rHPPvusPZv9Q0OW7xYWFtqz2a+++sp0IOaBh+qLm+nN4CHgFnhI4ptvvjnZ1eVQh8i2t//o6afpltHR0Y7OTrXyZJxPPvnk9JkzQRnX5yvwUH0R44cdUFdZDTrwkF/AQ5TV1dW+Cxd6z5+vmHfTBjr+qb4LFxotx//da68NDQ2ZjqIhgIfqi5uhwnb9Q8GtJ8FDfgEPUT748EOXNZvTp0/HYzGRtS0sLHR0dn7yySc+B1gFS0tLJzo6Pv/8c9OBNATwUB1xM8aY2YyX4xsDOksnPOQX8JBgYWHhREfHp+PjLvfP5/NPbN06Pz/PR0V/8sknDdU6NzU1daKj4+7du6YDaQjgoTrifrpn/oqLtEp3oy0i6h54SI+04pN2u/OkD/CQ4PXXX3/llVeqbVu70Nf38ObNJzs7796921Ctc4VCYWBgwHQUjUJFD9El0bTpxc3C3lJLlLQea6CnmqZUHLFNkfIizKcQQoR+pNouXRlXWhNeAh7i8Pc9//SnP1X7weXl5aNHj963YcOhQ4cap3VudXX19Jkz7ut2ocfZQ2p6kfJZbhRnD/E3NKlsxBxgIBzAQxqkwpcor6kT3zm8wAwPMcZWV1d/+/LLg2+8UfMRbk5Nzc7O7t69+6c//Wl7Nqsd872efPXVV+3Z7DfffGM2jMbBwUNqeklYllRs54JxlkrCsviP2JJKJgNd/AcS8FBlhIfUie8SlmXXngsPsXszUntfrnRmZuZ//+IXR44cOX3mTLa9/dixYxMTE3WJsFquXLnSe/483XJzampkZGRkZCToaynVRlX9Q5KH+Pgu53Y5/l+paOiQ7kAQgYcqQGdtosuZcxzKZfDQ3bt3u06dGh0drdcBi8XiiY6Of//3f//OI4/EY7GBgYF8Pp/L5WZmZup1iooBnDx58mJ/fz6f/8H3v8/bDHft3Mkb6IeGhnY0NaVSqXeCOcdXbbj3kDTKS6QmBw+JuY+ph/hxaLdTHS4DGAUecoI/5SKRqMP2HQbsw0NjY2Ndp07Vd1zZ70dGTp858+23346NjZXL5WPHjt2/cSOfiGFkZOT06dM1z681Pz8/MTFx9epVxtjk5OTIyMjo6Oji4uLQ0NAvDx5saWkZGxv727/92/Zs9p+ff350dPTYsWMDAwNSVW9wcPDZ5uYfPvnkzMzMSDTWaXXvIZpYqJMcPCS6ZmnSkyb0FK4CwQUeqowYj+BQHyoWizxDpD8HDx68HFUuvfVW9sSJ86++Wt/Dvv32250nT/bkcmLLW2+9daqrq7+///nnn/9v990Xj8XSP/vZr371q//5T//0v37606QR6ncAACAASURBVH/7t3/r6+s7ePDgwYMHs9lsX1/fvn37fvKTn/zkJz/p7+//u0Tiv//VX/23++7r6+t79K//mn9rp7q6vv8P/8B/P3LkyN/8zd9YW7bs2rUrn893dXV1dna6ifNf//Vf47HYrl273nrrrfregUZj79690mP/3UcfVZsoW9Jpuw4eOw/RWQMcZvZkaKYLPvCQK3j5Sy15oX/IjitXrnR3d/uxVun09HR7Njs9Pa3+a3FxcWxsbHFx8UJf346mph98//uHDh0SY3x37dw5Nja2o6lpR1PTkcOHl5eXjx8/fu7sWT4zQqlUmpmZEeMgFhcXZ2dnpeP35HLu5zYdHBx8YutWOo94KHFTH5JGlkoDju1GdWv30Q4LgoeCDjykQS2g8QSA8XIuKZfLHZ2d/g1uvjw8fPbcuXV+k3Rubq49m52bm6vqU788ePCJrVu9j9RoWFy+P+SwQ7XvD6l1o+CuuwM48JAGXu8RvqEvK9A2bue2gih76PLw8Es9PX5Uhjh37tw5febM5eFhn46vZXR0tKf6QnexWPzeY4/9+Jln/AipEaj4/lDFl0yr9ZA03sHlXDigkYGH9NCmA/qUc0U5txJwIuuhUql0oqPjs88+8/UsU1NT7dnszBdf+HoWwerq6tlz52pbcGhycjLET4KDh6RZD/iPOq6HekgqAgqkMp9d8gQBBR7yi8h66PLwcE8utw5z8OQvXeru7v729m2/T8TuzQpRc/PazampBzdtCmVfEeaXA96Bh/wimh5an8oQZ2lpqSeX+91rr62D8956++2L/f1ejrBt27Znm5vrFU/jAA8B78BDfhFND73z7rvrUxnizM3NdXR2jo2N+XqWu3fvdnR2Tty44eUg7xQKP3zyyXqF1DjAQ8A78JBfRNBD396+7eswOS3Xr18/0dFRwzyq7rl27drJrq6lpSWPx5mZmTl39mxdQmoc4CHgHXjILyLoIf/eGXJmaGjoZFfXV1995dPxX3nllXfefdf7cXjvesjmWYCHgHfgIb+ImoeMVIY4q6ur+UuXTnZ1TfkwEKBYLLZns/Nff12Xo6VSqd27d9flUA0CPAS8Aw/5RdQ8ZKoyxFldXf39yEh7Nvve++/XN4ahoSGPIxQok5OTfPqG0AAPAe/AQ34RKQ8ZrAxRJm7cONnV1Xv+fL2qL3z4382bN+tyNM5zzz134MCBOh7QLPAQ8A485BeR8pDZyhClVCr1XbjQ0dl57do170e7PDwsrTbknWx7+30bNszPz9f3sKaAh4B34CG/iI6HGqQyJFhdXf3gww9PdHQMvvHGnTt3aj7OwsJC3StDjLHFxcWHN2/O5/P1Pawp4CHgHXjIL6LjocapDFGKxeJLPT3d3d3ambndcLG//9W+vvpGxSkWi4ODg34cef2Bh4B34CG/iIiHGq0yRFlaWioUCu3Z7OXh4Won5564ceNER8etW7f8COza+Hg8FvP79dv1AR4C3oGH/CIiHrpy5UpPLtdolSHK9PT02XPnzp47535U9/zXX5/s6nrv/ff9i+qHTz65f98+/46/bsBDwDvwkF9EwUPrOZucF+7evXt5eLg9m+09f/5LZXU7ifmvv+7u7h4YGPB1diK+srh/x1834CHgHXjIL6LgocvDw6+88sq6zSbnkbm5uTfz+fZs9mJ//8SNG+oQhpWVlU8++eRkV9fAwID3WXwqMjAwEIKmOXgIeAce8ovQe2j+66/9GE7mN1/Ozr6Zz3d0dp7o6Pjda69dHh5+7/33x8bGhoaGuru7Ozo7P/jww/Ux6/59+1Kp1DqcyFfgIeAdeMgvQu+hN/P5Ok40sM4sLS39YXIyf+nSwD0G33jjo48+Wp/VjDiDg4P3bdiwuLi4bmf0A3gIeAce0kOXkqQrSNKFILULRwrC7SE+61rFvhbgwPLycq76hcYbjYoeSliWc3qpdl1wpiyLXFvkoHGAhzRwCYk0Q1WUsCzxe1sm45AGwu0hXoEwHUXgyefzP37mGdNReMLZQ2p6kVTE05qzh7h1qIfisVhbJsN/b0mn6b9AEIGHNLSk07QOxJMKu1cZogkpHosVCgXtQULsoT/96U/t2ezc3JzpQAIPf5HoWkO+feUSBw+p6SVhWcIfHC4YZw8lLIv/8D+5lhzOAgIHPFQZ4SHxiyBhWXZNKyH2UO/582+9/bbpKELCE1u3Hj9+3HQUtVNV/5DkoVQyyct8Dh7i/6XtclIbHXMsDoJAAA9VRqSTXC4nJQCeQrSfCquHPv/88xMdHaVSyXQgIaFUKoW1PiTBKy5CGCI1OXhIVH0kD0n7OxQHQSCAhyrAUwKv9asFMV6g034wlB5aXV3tyeUuDw+bDiQ8zM/PB3qOH/ceoomFOsnBQ/FYjAuGJj11f7W5DwQLeMgJnlpEUcuhPlQqlR7evJmO4YnHYgcPHrwcLi5cuJA9ceLSW2+ZDiRU/F0isWvXLtNR1MjevXulx/7hzZvV6rI0moA2JNh5iHbToj4UbuAhJ+iwHKZ0kLKI9Q+trKx0d3dfuXLFdCBhI5fLBXeuOTf1IWlkqfTyg92obu0+hUJBLQ6ifyjowEN6+JAEqbIf8fFyH1+92nXqlJcVfYAd+Xw+oCvjuXx/yGGHat8fwni58AEPaeAS0lZ0aBu32l1ECZmH7t6923XqVHC7MRqcXTt37t2zx3QUtVDx/aGKL/fU8B4r7RBy83HQ4MBDGugb4FKjgfQit0NrQMg8NDo6evrMmWpX8QEuOXf27P0bN5bLZdOBVI2Dh+ikJNrZSThUJHRYEEXykHRkVIaCDjzkF2HyUCMvdhcOSqXSgQMHQuYhAFwCD/lFmDz0+5GRBlz5O2QMDAwEcUUieAh4Bx7yi9B4CJWh9aG3t/e+DRsCN1oBHgLegYf8IjQeunLlCipD68Di4uKDmzb19vaaDqQ64CHgHXjIL8LhoWKxeO7cuU8+/dR0IJFgdHS0WCyajqI64CHgHXjIL8Lhoffef//Vvr4///nPpgOJBMVi8f6NGycmJkwHUgXwEPAOPOQXIfBQ8datcy+9dPWTT0wHEiGsLVuOHD5sOooqgIeAd+AhvwiBh95///3zr776zTffmA4kQhw9ejSVSpmOogrgIeAdeMgvgu6hW7duvdTT8/HVq6YDiRzXxscD1EsEDwHvwEN+EXQPvT862nv+PNYZWn+ebW5+trnZdBRugYeAd+Ahvwi0h/7jP/6jp6fno48/Nh1IFBkcHLxvw4bZ2VnTgbgCHgLegYf8ItAeGv3gg1d6e//zP//TdCBRZHFxcffu3YuLi6YDcQU8BLwDD/lFcD00NzfXk8v9348+Mh1IdJmdnd27Z8/y8rLpQCoDDwHvwEN+EVwPffDBBy+/8srCwoLpQKJLsVi8b8OGC319pgOpDDwEvAMP+UVAPXT37t2TXV1YZ8g4+/fte2r7dtNRVAYeAt6Bh/wioB4aGxvrOnUK6wwZZ2Zm5ujRo6ajqAw8BLwDD/lFED3EF10dHR01HQj4/1xr+GnO4SHgHXioAgnLoouuTk5OulwIMoge+nR8vKOz89vbt00HAhhjbGZmJh6LjYyM1PGYIyMjFy9e/PEzz+xoaqrLASt6iK5urE0vDgt70+WPaTKU1mOtuPQ4aHDgISd4EqIJIGFZYmHjtkwmHovZfTZwHlpZWenu7r5y5YrpQMB/saOpqWZhLC8vl8vlUqn0y4MHU6nUj55+enZ2Nh6L/eAHP2hpacnlcnWJ0NlDanqRVMSNovUQL/Px1MeFJFJiWyZjpy4QROAhPdqCGE8YNCFJlqIEzkOoDDUg18bHt23bVtX+ExMTExMTP3r66Qc3bfrR009PTk7uaGqqo3gkHDykppeEZbVlMnQfXpvRSkWqJ6WSSaG0VDIpHQcEGnhITyqZzOVytETG7pXd6G4Jy7JL3sHy0Orqak8uZ+dUYJCJiYlnm5vtZpxbXl5+p1CYmJh4p1B4cNOmeCz2wyefnJmZOXDgwLmzZ9dhUoaq+ockD3G1OLTLUaiHHNIdCCLwkBOqh6SWaIdyWbA89Nlnn53o6MBscg1IuVz+0dNPP7F1K51hoVwu5/P5W7dufeeRR+Kx2O7du4vFYi6XuzY+vs5vv7r3kF1qcuMhXgTkVSt+HNrt5O0KgHngISeklNOWyageEmU0iWB5qCeXuzw8bDoKoKdcLh85fPj/HDiwf9++Q4cOXbly5f6NG+Ox2KVLly709Zmdic69h2hioSnL2UNiZJD4rNRXxP/0dA3ANPCQE+7rQ6VS6eHNm+kYnngsdvDgwctBYGBgoD2bzefzpgMBTjz//PM/fPLJ//HUU/39/UeOHOnr6zMd0eXLly/v3btXeuwf3rxZrVi3pNM07dCGBJftctIRKGimCzrwkBOSh9SSVzj6h3rPn38znzcdBQgkbupD0shS6eUHN29BMN2oBwE8FHTgISckD4VyvNz09HR7Njs3N2c6EBBIXL4/5LCDXX1IavQWqU9tHndIhiAQwENOSB5ia9OGmh4oQfHQwMAAKkOgZiq+P1TxJVM7D0nDU/nIOqZrpcC7REEHHnJC9RB9r8i5FBYID305O9uezd66dct0ICCoOHhImvVAGm4goB7i6Us0OdDkptaN+A8kFALgIb8IhIcGBgYGBgZMRwECDOaXA96Bh/yi8T00NzfXns1+GZD1p0FjAg8B78BDftH4Hnozn0dlCHgEHgLegYf8osE9xCtD09PTpgMBwQYeAt6Bh/yiwT30Zj7fe/686ShA4IGHgHfgIb9oZA8tLCy0Z7M3b940HQgIPPAQ8A485BeN7KHLw8OoDIG6AA8B78BDftGwHiqVSic6Oj777DPTgYAwAA8B78BDftGwHro8PNyTy62urpoOBIQBeAh4Bx7yi8b0ULlcRmUI1BF4CHgHHvKLxvTQlStXzp47h8oQqBfwEPAOPOQXDeihb2/f7ujs/HR83HQgIDzAQ8A78JBfNKCHyuXyBx9+uLKyYjoQEB7gIeAdeMgvGtBDANQdeAh4Bx7yC3gIRAF4CHgHHvILeAhEAXgIeAce8gt4CEQBeAh4Bx6qDroQJF04UgUeAlGgoocSluWcXuzWBWdr12N1WBbZ4yUA48BD1ZGwLLE+cVsm45AG4CEQBZw9pKYXSUV87XCth3iZj+uHi0eoKB6LtWUy/PeWdDphWXW5FmAKeKgKeMKgCUkqplHgIRAFHDykppeEZQl/cOKxWMKytB6S6kmpZJIrjTvJ4SwgcMBDVcDLbnRLwrJyuZx2Z3gIRIGq+ockD3G1OLTLUYSH2jIZqQLkUBwEgQAeqoJcLiclgFQyKZXvBPAQiALuPUTb2RhJTW48xIuAvNLTlslI+zsUB0EggIeqQC2IiTKaCjwEooB7D9HEQp3k7CExMkh8Vt1fbe4DwQIeqgKH+lCxWHz88cetLVvEz4ObNn3nkUfoFvzgJ3w/D2/e/PDmzXTLtm3bFhcXpbQjjSagDQku2+XEEVAfCh/wUBVIHaRsbQKYnZ2dITzb3Hz8+PGZRmJ0dPR7jz1mOgoNT23ffqGvz3QUazh+/Pizzc2mo5D53mOPjY6Omo5iDa2tra2trXRLsViUEo40slR6+cHNWxCMjEdQi4PoHwo68FAVBH283MzMjLVli+koNOxoahoZGTEdxRoGBwd3795tOgoZa8uWmZkZ01GsweX7Qw472NWHpEZvkfowXi58wEPVQdOG2l1EgYfcAw+5JHAeSlhWxZd77DwkDU/lI+vEYatt1gONDDxUHdKL3A6tAfCQe+AhlwTLQ1wk0o86roeKhKcvUbmhyY1+UDoyKkNBBx7yC3jIPfCQS4LlIQBcAg/5RS6Xu9ZgK5+Wy+Ujhw+bjkLD8ePHZ2dnTUexhmvj4w04BOvI4cPlctl0FGsYGhoaGhoyHQUINvAQAAAAk8BDAAAATAIPAQAAMAk8VDvSQB36dp40y4hYgsVugGk8FvPeG+E9Hv6+YX3HIBUKBWnkLh3sZLeojHQ3HEZbVQW9QHpP7NazcVhuyuWwyYrQU6ivZ2pPQVf0oTeqJZ22u4HVkkomtaemp6DfBb2xbgZhA0CBh2pEypikORzbMhmRzdF3HQqFgppKeZr3mHF4j4e+n+G8tJJ7eP5Os1cpP0olk3SBGRF/SzotbkjCssSFtKTTNc8kRi+K3x9xKLv1bOyWm0olk+K+0Sk4q4WHIa40lUyKU9udgoZHV+VRt9f8RKmn5qeQrlTcNGlxIHrT6GXCQ8AOeKhqaHGe5ptUMDzhMZulImgBk09S4iXXqEs8krdYPebsEmVn6iFpSspcLsfjlF6eF7Uo6eV5dU4X90iTo4vXkO3ez3eYPqNe90q6HPot2J1COpe4KGm7l7c7pVOLr4aWVBiZ502a8E07DWPFWRVAlIGHqoZn3Gr5XSoD8sTsvFSEyHe8eKgu8dS92USYT5p1QsouhQMkSdhN4uLFQxIiMLv1bOyWm5JutRp8zYjnwe4UanFB/aLF9nrNMiA8pJYh+H1TyxD0vvHbi3Y54AA8VCNqvq/WP+zyMpGYRf7lvV3OYzy8SKutWnlE9ZCUlwkPqXkZj0Fql/PYRSSg66pp52+2c7Y63W29ohJ3w+4UahVNDV5cQr2WQhAPZ7VlCLZ2clJ4CNgBD9WIdgIS8Sfv8hENLCL18j4GnmhpBl13D1UbD/9FWh6mLiqSPCT9KboNpHyKN+OIAETPfL3yVno6u/Vs7JabUrPUelU+xFdjdwq1nqSd5NB55sOqoJcmPaUiGMl5tNIm/gUPAQfgoRpRcwQ65krquRXbeelVNLDQLt/6eqjaeKpa4q8q1CPTsVW04C+No6PtcuK66pLDSnejQepDtHvfS33Iy7gJCWm4SrX1IRobPAQcgIdqRM33KQ71CZ6YaV4cdxzwum7xSGevV1uTszns+ntEHmfX0VVzPNIQNW0MtJOGbuf3Sr2Z3vuH6BA1pvu+aBOuQ/+QpFgvqD6TLpMu7K3tH6Ljy8VPA86WBIwDD9WIlO9LeZn4U8pQ7HxQ9/pQtfGoeW69+t4lD0l5lvhTEqH4s74e4vqXbrXB8XLidGoRxO4UduPl2L0BinWREG/IlR7UmsfLMdSHgCPwUI1I+b76Igh9/YW+g6KtZNTdQzXEQxvi/OsfUt9B4b+r76DQ94rox2tul+MS0mbTduvZ2C03RffxksPy+1xxwBs9BQ2DfulcQnX5yriE1O3SMyYeMGkUn3aIBDwEHICHasS5P6ba6QD87h9yGQ99W96n8XLMftYGN/MseOkcUtuItF1TNCq75aakeRZq/u7oDZeO5nAKup3n+NLOXu6VdMnxtS3GdJ4FWgeiF6I9LzwEHICHAAAAmAQeAgAAYBJ4CAAAgEngIQAAACaBhwAAAJgEHgIAAGASeAgAAIBJ4CEAAAAmgYcAAACYBB4CAABgEngIAACASeAhAAAAJoGHAAAAmAQeAgAAYBJ4CDQ02pXrGGMJy/K+QDgAoBGAh0Cjw9e2oVu4nEzFAwCoL/AQCAB0DVlpqVkAQNCBh0AAoKuGp5JJuhJowrKkxVWZsj6pcBj3mbrkKwDAIPAQCAYt6XTCsvjy0mLdblpPov+iFSa+nVuHS8tE+AAAW+AhEBh4PYYKRhqqkEom2zIZYSkOrxsJDwlvAQAaBHgIBIa2TIaKh49WkH6oZmiTHbdXwrLaMhkDoQMA7IGHQGBQPUQ7iijcQNxJdFwDPARAAwIPgcAgeYh3/Ki7Sdv5GAd4CICGBR4CgUHyEGMsYVmiSsTrPW2ZDBeP6CVCuxwADQ48BAKD6iGm6wRi9159FeOzxfAEeAiABgQeAgAAYBJ4CAAAgEngIQAAACaBhwAAAJgEHgIAAGASeAgAAIBJ4CEAAAAmgYcAAACYBB4CAABgEngIAACASeAhAAAAJoGHAAAAmAQeAgAAYBJ4CAAAgEngIQAAACaBhwAAAJgEHgIAAGASeAgAAIBJ4CEAAAAmgYcAAACYBB4CAABgEngIAACASeAhAAAAJoGHAAAAmAQeAgAAYBJ4CAAAgEngIQAAACaBhwAAAJgEHgIAAGCSMHioLZOJx2It6bTYUigU4rFYPBZry2QMBhYpcrmc6RCqpiWdTiWTpqMAvtD4D2TjR7huhNBDQkLUTMBXApqhBzRsUJFcLhePxUxH4QSePUrYPDQ5OQkJrT8BTVQBDRtUBB4KFmHzkJ2EWtJp/q94LDY5OcmUWhQXWMKyWBAeYkFLOs0faPXCRb2Qbs/lcgnL4vvzZMDvg/hTkLAs8XGxMR6L8ZvDf3jDAr236mf5LeWIcyUsi6ZDUXpQw9BejnQHxPZCocA3ppJJsZ0HKfahp7DLC8Q10uD5YaWnqCWdlvYRZ3R5/0MJfUho23hVDxt9Kug9TFhWWyYjPqK2vdOz80fC4bugzySNhH+JPAZ6QP69c9TngR9BPHuFQkF7FVKS4Y8rPazYTezJL1NEKyIMB6HykHiGpB3o4yIeGioecZDA9Sfxx1Q8xOJ3nvBovsxTPk9R4jKpcXmaFL/T5CqSGb29dDvN0Gmi4jeZJiH6Wf4RkdTFFUk5u9iHXw49F92ZH5Pvw79xmjWIS+N3RhhUlQHfgX+WXou4h+JaxFMk7rO4ny7vfyihDwZ9AGp42MRTQb9cnsz5PtJ9lmLgvzt/FzTtiMOKjwuL0MKreDbE80BPwcMTkdhdhV2SYWs9RCOnKYgfOTQPUng8pC3wsrUVHbb24eO5Fc251Ae6wZFybZF+UskkfUb5TZicnKTpnCkJQCRCtR7AjyY9+tpERQuMjOQ4CcuiJTiRjHmhj35E/SJ4+VeKU3IADYPmEWpIzh6SNtL8TioLi6eIukpsdHP/Qwl1DFv7TLp/2KRbRL9r6i2mPFfSSVml74KeVyo/iXIGPT6/Ov480DOKx5iG53AVLj1Eb470tKu3LriEykOpZFJUwKUyiFZUonAqucoL+Xx+R1PThb6+dwqFVCq1o6np0KFD8/Pzu3fv3tHU9Gxzc7lcPnDgwI6mpl07d46NjV3o69vR1LSjqSnb3n5zamrXzp07mpr27tmzvLy8d88evtvP//mfd+3ceW18XD2dmmny9EMbOsRPoVCQ0p6UZUj3U21PkNKkQ4ZOWx5a0mlnZ6ink3KWihUXETn/EqWEzaEn4letPaz2s2pTrfisVHamheKK9399mJ6eHvCB119/fW5uTj2d9PWJr6nah41D7yQ/rHQc7WGlupeb70L1kGhVk57blnTaIVfRxqNehUsPaduu6Y96/4NIeDwkLCJyQP6n9okRO/Pf69haMjQ0tH/fvtHR0bGxsf379u3ft+/48ePz8/O/+PnP9+/bd+jQoeXl5SOHD/N/XRsfz+fz/PdcLndzaqqlpWX/vn2tra3Ly8u/fvHF/fv2HThw4Fe/+lVLS4u2EO3gIW3zsUsP2XVduPEQv//iDvPiobOHKt55jx6S+mPq6yF2r6BKK20u7//6MPPFF5eHh+v+UygUFhYW1NNV6yG7h43n3XT8Uc0ecvNdVOshu2KrGp72KmrzUFhr0uHxEP0iaamKJwO7h4bnUPxZCVyjHHNsl9OOGHRIe3b7UCp6SE234otwaJer2GMvtctxnN0mjeMXCZj2WLhpl9MeRDoFz5toBuTy/ocSl+1y0n+dt9NevWo9VENakDxk1y6ntQKNx+EqpKKbVAVUPcSU1BcmwukhUdmnfT/0R3pQHETV4PDKh7gc8Tt94hnpX5USBv2TPvR8TBf/nWbcbupDdB9+5/lX4zxOQfpGpDIBVY4Us3RM8Y2reYq4NGcP0SyG+i+VTEqjWkQ2JFqDpS0V738ooV+E3TiFig+blNHTFq1qPeTyu3DwkNiNPsP0eWBry1vSoBjtVdA7oCYNrYekp04KINCE00PsXnZDMxFVQhx1Y4AyC/6kasew0rGq0lNOjyCNWxWoLdrM3kM0I5bG7NIamzRuW0r24kdbzKSXQ3dosR+3rV4jD7hiVYxeAt2uHacrbpd0KJf3P5RUHLft5mGTvllRS3DjIbY203fzXTh4qEV5M0F8RL1MKR67q5DKLiny6oW2XU66gfFwjfsPg4c8EtxGORbkt+HsWksAaBzUtl/gB1H3EC8TBbd6GyAP0fGsdq99ANBQwEPrQ6Q95NwQFAgC5CGp8Q1pGzQ+8ND6EGkPAQAAMA48BAAAwCTwEAAAAJPAQwAAAEwCDwEAADAJPAQAAMAk8BAAAACTwEMAAABMAg8BAAAwCTwEAADAJPAQAAAAk8BDAAAATAIPAQAAMAk8BAAAwCTwEAAAAJPAQwAAAEwCDwEAADAJPAQAAMAk8BAAAACTwEMAAABMAg8BAAAwSZ09NDk5GY/F4rHY5OQkY6wtk+F/xmOxXC5X33PVhVwul0om3e/PL7DmI6eSyXgs1pJOVxGiOxKWVSgU6n5YZ1LJpJuvtSWdbstknHfgx+H3Jx6LJSxL/DdhWdLGQqEgnivpyPwL4o+fOKzdScVBxM/k5GQNd1JE6NPT3pbJ1PeZ4V+c+4dZRaR0eq9quw+FQoF/s+7joRkLzXC0iC+07rfRTZD0SabbvT8nag7j5QuVsAveJ3zxEP9duk3SI9sgrLOHnBOMF4LroUKhwHMHmk20pNP891wuJzaK06WSSX6x6tfBTSZucsKyKt5w6Spq85CvN98nD3k5gvbxru0+1OYhekNyuZxDjmnKQ9qb3JJOS7lizV+Erx5i5HtZB3z0kJT70IdAFHv5DvRT4neeAQkni9KrOGAul+NbxJehfc7EbvQrF0US+liI3egWcV7+WbGP9BGR2WmPLO3Mi/P8yDyF0H+xe08YL13ynFQc0+7O0yxAezQ1VHFp4msSW7RulvaX7oy6G62XOHhISIVSKBR4DLROI75f+hjQCxfPjLhGqjGHACQPiUsQnxVfgTada/Nf/hFx58Up+BaRwukBxa2Q9qEPtqhz8APys4iARRj0bKgyTgAABbtJREFUOaRx8sOq9SH6hKgXKI7GvxSRpqR8ys5DahrkV8SPIA4lXYtDBi2ldHohUioW1/XLX/6S3hA190glk/zUbZlMKpkUH6Q7OCRDKU+T/lTj5NC8Xs0V+TfFn2f1Hrr3kBqMmtLVLSHxEL9xao4mirrsXiXJzkMiQxF3RDx/PCtXD1gxHrb2/vJvmq3NjKh1+H9Faw89YMKy+G4iGO2RKeKK6DOhHoeHypN0wrLclBZFFuB8NHGveGKjAUhJQsoF1P21u9G0IUzs4CGe2NTtwh/UUvzg0kekL46trXTaHZ+iekj60hmpzWuL3g4e4hcuPiXuj7gnQrQiVHUf8dinkkladBMPpJQoaJDiI+JofDfqIamMKKUm7dHc14e0aZCLjW+U6kPSHdOi1occUrFaH9LmHtw94jJpQaFQKNDrVS9TzdOYTeqwy6nsckVa2pDuoUsPqUdWU7o27YfEQxzhcJpB09pDSzpt5yFa0ZEyMpq1uayNit3oZ+16cYSHxAPH8wtxEOlL4h+peGSar/FftLmqlJuLY8btm/V42qh4NPG7VI3g+btDIVTdn+lSGkXNTx32kRBXqp5Xe+cZydClu1Sxac6hXY7/LgWpZkNqvwizqeWrXVaiWTKXy0lmEmgrgvyuUlmye9qmVyRul7SbXf+Q2qhA4xFHs/OQeh8oWvNp2+WcE7XaP6TuI26C6iFt7kFvmvo7V5ddq6OapzGbwpydh5xzRYo2h5T+5ebINDZt2g+VhwSiuBFXmk0qekjNyNROZoeoaPJga58P0f7DdP2H8bWtWCLZs7Vd5eIjdkcWqB6Svmye5mv2UMWjUQ/R4KX2FvVE2v21HqJNWLV5iGb0LutD9G6rHnLutHDjIem7Vj3kXA/QZnb04/RK7fIvKXHxwpm0kX+WNrLFSZOX2E0qVLG1z7OUV9J41Epbxfsg/kXToHcP2WXoairWekjNPZw9JB1ZOqmap7Eq60POuaL2Hrr0kDY2NaWrW0LiIemhFFelLTvU4CHnIVjipCLXcK4P8V4BvrGG+pAa1TrUh9S2gtrqQyq0FY4eX9pNm2OKr9JNfUi1tVQuo4VxkYqknLdQKDgMoKp7fUjFo4faMpmKjaI114cEcfv6UEs6re2LEidyXx/SdvWpadAnD2lTsXN9SFDRQ/SGSGd3WR/S9g/xLc71Ie09rLk+RP+rpnSxJSQeastkpLK5eAjUtlTxi8jI6F1Wn37awpuzb0qmB+GFROmzojNAKhcID/FQnfuHGGl4VY9MUT1Ej0Pb9914iJ4uThqyHI4mfqfPH/9G6GPn/LzSJnU1idJoq+of0jZ9SN9gbm2/VMUCYG39Q5KHGHk+pXxf/Qi9NIfSlZoRiz/VfSr2D9GOH7Y2RYgvTnxrav+QdD/r2z+kTYM+eUibip37h8TVOXuoYrHYTf8Q042XE42xDr3m2nvo0kPO/UP8nmjTfkg8xNbWZOlzk1LGb4haodZDjFSlaR1TqiZrn84EGV8k2S5ORrXREUHim4vrRiLxAwqdxEkLgPbIFK2H6HFEZ7jLdrkW3eAih6NJRxaXLAWvff7s9ldHBNEbTi9BmzJTaweJiR/aUSxtoV+9ari4TUOEXZ3GjYfodalZrdovIrWY0d/FZUpHoIeV9nE/Xo6WfNWvMmEzXo42ymlLddJ4Obv7qb0PTJcGpaQqglfvmDY3tPOQNhXzm5O718ejNkGLe+5cH1Kff4qap2mfdnocKdmm7EcRa++hnYfoj5SyRGzq46FuCY+Hgo6a74O6Izrq/YA2Svh3Fo94SfAhS3FaGvaLCzeB91Bosu/QXEiDo44Qq9dhRQGQl8Hrfgrv8HJozZcfeg9NTk7CQ+tPW6DnUwAAAACqAh4CAABgEngIAACASeAhAAAAJoGHAAAAmAQeAgAAYBJ4CAAAgEngIQAAACaBhwAAAJgEHgIAAGASeAgAAIBJ/h+KnMabjYZ7RQAAAABJRU5ErkJggg==" alt></p>
</div>
<div class="specification">
<p>In order to test the effect of temperature, live samples of a species of coral, <em>Pocillopora damicornis</em>, were placed in an experimental chamber at a constant pH, water depth and low light. All the coral samples were started at 26°C and half of them were rapidly increased to 30°C. </p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt></p>
<p>The pie charts show the percentage of live and dead tissues at the end of the experiment.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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" alt></p>
</div>
<div class="specification">
<p>Acidification of the world’s oceans is an increasing threat to the health of oceanic life including coral reefs. Corals perform calcification to create their calcium carbonate exteriors. An experiment was conducted on Heron Island, Southern Great Barrier Reef, Australia. For the experiment the pH was altered by dissolving carbon dioxide in the water. Three different coral species were used, with each test group at two different temperature ranges and three different pH values. The white line in each photograph represents 5 cm.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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W1tLRUV5cuXL50/f+78+XOXL18SFxcTE7usqKhgZ2+noqKsoCAPswFtba2U1NSWlpa4+Higjbj4+PiEBJgtkVxd/QMC6N50F6KLk7OTL8MXaCAsPLySz89iszOzsuITEsIjIhKTkhKTkkJCQxl+jOiYmIzMzJTU1Lj4eCqN5uPrExUdlZ2Tk8VmBzCZVBrN28cnIjKSFcIiuZJ0dHUUFOSlpCQlJSW0tDSNjY28fXy8qFQgBjd3d2dnZxcikeJG8fD0dPfwcCW7EkkkIFEXFxdmYKCjk6O6hvr58+dOnjwBMyegc2RihBD5Z7mcRqcbmxibmpoYGOgbmxjj8DgzM1M8AU8wJ1haWcIbPAFvbk6wsLQgmBOAimxsbWxsbaxtrGFLnJydnF2ciSQicLkrmUxxo7i5u8Pi7uHuRfWie9OpNBqNTvf28fHx9QWyBO6EhRkY6B8QAFweGBQUzGIhLA7cjHB2eEQELAipI1wOfI/+X4Tg4X+B3VkhIcEsVjCLhWZ0/4CAACYzgMmE6bKfvz/MOWCD6d7e3j4+CJ0jXO7u4eHh6enu4e7m7k6mkF3Jri5EF4TOHRwdgM4dHB2A0WEyBEfP0srS0srS3MLcwtLC0srS2sYaDripmam5OcHU1ORrD8M/AeNyDF+O2Li4mNjYqOjo+ISEhMTEqOjomNjYouLizs5OkUiUw+Hk5uYKhMK+/r5bt25NTIxX8Cp8GYyg4ODQsFCGn59/QEBsXBwnN5eTm5uUnByfkBAZFRUbFxcRGRkRGcHOzq7g8fgCQVl5ORKLl3K52Tk5CYmJ0TExiUlJhUVF3d3d9+/fa2tvA5Egv6AgOycnOSUlMCgoPSODk5ubw+HU1NQMDQ3duHGjta2tq6uro7OzoaGhtrY2PSOjsKiov7+/ks9PTkmB4T47JwfUheaWlvHx8dt3bnf3dHO53NCwUDKFbGCgD1yorqFuYmJMIpEio6LcPdzV1dXOnTsrISEOAaWNrU0AMyAqOjqLzc4vKCguKSkrLy+vqMjLz+fk5pZXVPT29t66dXNgYGBgcGB0bPT582fb21v/+tc/d3d3RsdG6+rqeDxefX19eUWFsKrq6rVrT58+2Xy7MTIyUlBYyMnNLSsvFwiFNbW1sMswKang8bq7u7t7eip4vIjIyAAms39gAM0Ke3u7QqFQVVVFVlZGUlJCTOyymNjlc+fOnjlz+uzZM+gY/cSJ48ePHzt27Ds0lx89euTYse+AhI4ePQLfOXHi+MmTJ4DLz549c/HiBUlJCTk5WSUlRV1dHReii5W1lY6ujpqaqoqKsqmpCR6PU1dX09LS1NHR1tLSVFCQh80QFxeTlZVRUJD38/fLy8+3srLU0FBXVVVRV1ezsDBvaW19/vxZbl5eWHh4ZFRUDofDLSsLYDIdHB1IriT/AH9gXx9fH1eya1h4uC+DERsXV1ZensVmR8fERERGRkRGpqalsbOz4xMS4MJIz8gIj4ig0elkCiUiMhJYHwnK/QMC0tLTs9hsH18fJ2dnOzs7fX09ZWUlTU0NgjmBTCH7+fu7ubsB4Xl6eXl6eXlRqa5kspOzk6OTk4uLi7uHO5FEcnRydHNz09LWunz5EnKoT5w4jj6waP3jyJFvnZydDnC5t4+PqZkpDmdmbGxkYmpihjPD4cwI5gQIxOHV0tLC0tICYkcbWxtbO1s7ezsbWxsrays7ezsgcgjNgcUpbhSKmxvFzc3Ty9PTy9PdwwNCWyqNBjuFhL/+AQEQFoPgAa9AsUDkQMyRUVGRUVERkZHwGhUdjbwiH8ISHhEBn6C/DwsSmgOjwxIUHAzyXjCLFRgUBG+CgoNh2yA8YPj5Mfz8IEaHxdvHh0ane3h6elGpQOewuLm7kSlkkisJpjUwBUSkCwjQQdKAMB2icwjQLa0sraytCOYEc3MCDo+D1689DP8EjMsxfDliYmMzMjNj4+KioqPj4uOjoqOjY2JS09IKCgvZ2dlJyckFhYV19fWDg4PXr1/v6+vLLyjwZTDCwsNT09JSUlMTEhMzMjMhzg6PCGcGMoNZwczAQGcXZw8Pj6Li4ta2NmFVVRabnZySAgJAXn4+/DMmNjYhMTGHw6nkV3Z1d1VVV0OoWlhUlJKaGhsXFxgUlJGZWVZe3tTUNDU5ubW1ubS4ODExMTQ81D8w0NffX11dnZqWlp6RUV9fz6usTE1LS0hMzGKzS7ncpORkTm5ufUPD4NWrI6Mjo2Oj169fE4lEWWx2YFCQvYO9hqaGvLycnr4elUbNy8+PjolRUlI8e/YMjNenTp3U1tZiMBiFRUUCobCsvLyktDS/oICTm5ubl8fJzS0uKakViTo6Ozu7ugavXr195/aTJ0+mp6enp6efPn3y/Nmzjo6O8oqK0bHR7p7u3iu9169fGxsbXX3zZn5urqm5qba2tr6+vrqmhi8QCKuqqmtqYBV8gaCzq6utvY1bVgZi8tDw8GEuV1JSlJKShEVM7PL58+cQZfvSpYunTp2EUPvYse++++4ocAyQDaKow+vJkydOnz516tTJEyeOnzhxHOLy8+fPiYuLycnJampqaGtrgYABtK2urqarp6usrKSioqytrWVgaGBgaACpCnFxMSkpSQUFeSMjQ5AZrKwslZQUVVVVDAz0fRm+bW1tDx7cr6mpiYqOTklNLSsv51VWRkVH2zvYu3u4w2jOCgkJYDIpbhRWSIgvg5GQmFhcUhKfkBDAZIaFhwcwA5JTUmBul19QkJScHBMb6+nl6ebuFhIampiUlJCY6OfvR/em0+g0hp9fbFxccUkJK4RlYKCvp6+Hw+F0dXVAJHBydjK3MHchEh2dHD08PVyILjDQEwh4gjlBR0dbVU1VXV3N0MjQxtbG0tJCS0sT0hlwqC9fvnT8+LED+Qt0IsPRyfEwl5uZmRIIeDMzUxweZ4YzM8OZAaMAkSPho5W1FaIP29ja2DvYA6k7u7ggcTnFjeLu4eHh6eHp5eXu4eFFpdLoNCByyCwggTiE4MgSFBwMtIoI6RBbAx/D7R8dExMbFxcbFxcXHw+vcfHxMbGx8CEs8M+4+PiExET4AvI5wv2H2T0sPBxUdxDh0XSOkDpaQmD4+cHUBMJ00Nh/ZvSfonOKG4XkSnJ2cUHCdAdHBwdHBzhosEB0bmdvZ2llCQcczjUejzO3MCcQ8F97GP4JGJdj+HIkJiXl5uVlZGYmJScnJCZmZmVl5+QkJiXFxMZyy8qampu6uruvXr167dq1rq6uWpGooLAQYvccDgf4vpTLLeVyc/PyIqOirG1s9PX1jI2NtbW1tLW1SSRSckpycUlJXn5+ckpKalpaZlZWekZGckpKckpKZFRUWHh4dExMZlYWROQFhYUFhYXcsrL4hAQ3Nzc7eztfBoOdnd3X17e8tLS9tfn82bPR0dHR0dG+/v5aUW0Wm52QmBgbFwcCALBsbl4er7KyoLAwLT29ks/v6u6GuPnOnTs3btwYGBzo7ukWCIURkRHa2lpqaqrWNtZh4eExsbGuZFdLS0t3D3cKheLg6ODu7h4bGyuqq2tqbm5saoJMfwWPJxAKBUKhqK6uvaO9s6uzf2Dg/v17c3Ozz549HR+/c2PkRn9///DwcENjYyWff/369Y7Ozs7OzqHhoYmJ8cWFhYX5+YHBge6ens7Ozrr6+rLy8sKiIsid53A4iUlJmVlZEKYHs1iRUVE3b948wOUCAV9RUUFOTlZNTVVdXU1KSvLixQsXLpwXE7ssJycrIyN97tzZkydPQER+5Mi3aO0X6ByR1iFBfvr0KSDyU6dOnj596ty5s5cuXZSUlFBWVlJQkJeWllJUVNDQUNfQUFdXV1NTU5WWllJQkNfT07W2sTa3MDc0MpSXlxMTuywtLaWkpEin04tLS5OSkzQ1NWRkpNXV1VzJ5Kjo6Jra2oHBQVFdXVJycl5+PresLDcvLz4hgUqj0r29QftlhYQw/PycnZ1Cw8IiIiPh4gwKDqZ7e0dFRwcGBaampeXl5+cXFGRkZgazWP4BAe4e7sxAJlBLMIvl5OxEcaNQadSQ0ND8goLyigoyhXzx4gVZWRlIS8PGGxjoa2lpmpqaGBoZEgh4I2MjPX09fX09HR1tJycnPX09RUUFJSVFJSVFPX09CwtzS0tLfX190GzOnTt74cL5o0ePwIFFH95f4XIanW5mZorH40xNTXB4nImJsZmZqRnOjEDAI4E4Ej5aWlkCAwGX29nbOTg6AFERSURXMtnN3R1yySBEgy4N0jQQOYTg8Ar8jc6Lh4WHA3kDc0PwHRMbC9wMEh3MjeA1KTkZFrhzk1NSkH+mpqUlJSenpKZC+iM+IQGIPzomBpkZwCwBgniI18MjIhARHnQCWCChjqTVQX6HGJ1Gp3lRqR6eHiBCeHh6QlqB4uZGciW5EInOLs4w3QEuR4gckdxtbG2Awi0szK2srSx+Nivgsbgcw38BUtPSILSNio5mBgZCUA5qeSm3tKm5qaGxUVRXV19f39TcDElxb29vIpFIJpOJJKKNrQ2JRKLRaDD7Jpibnz596syZ05A6lZKSNDcngO4dzApmhYTEJySkpKbCGkELpdFpIaGhefn5pVwu6NjCqqqExERDI0MlJUUDA30qjdra2joxMXHr1s2m5ma+QFBVXV1WVlZQWJjD4WRkZqalp5dXVLR3dPAFguqa6samppbW1urq6ozMzNy8PJFI1N3TfX3o+u07tyfuTty9OzE+MX5n/E53TzcrhGVnb+fh6REXH19XX9/X11ddU93W3l4rEkFqAPICAqGwuaWlq7u7q6urvb29q6uru7t7YHDgxo0b/f39Q8NDDx7cn5+fW1xYmJubffHi+djY2JUrV4RVVYVFRWXl5ckpKVHRUaK6ujt37jx48KCvv6+nt7e9vb27p6ezq6tWJMrLz0/PyMjOyYlPSPBlMOje9MCgoMysrLT09FIu9969ewfy5Xw+X0VFWV1dzcjIUE9PV0FBHjhGSkpSUVEBFO+zZ88cP34MyeOimebIkW8hXj9+/BgE4hCaw4k7e/bM6dOnIPktJSUpLi524cJ5CLgVFOTV1FR1dXVUVVXk5eW0tLUYDEZ8fDyNTlNTU5WUlJCVlTEw0GdnZyckJjIDA1VUlHV0dVzJZFZISFx8fCWf39nV1dDYCFMuGPojo6JCQkODWSwQeKNjYogkoqamRkRkJAR5CYmJXlQqw88PuCEzKysvPz8tPT00LAxIKyg4GPK1cfHxHp6eMJQHMAPSMzLgm8GsYC1tLTwBT6XR8HgcSBdycrKwO+rqaiYmxjg8TkdHW1NTQ0ND3cnZyc7ejmBO0NPTVVVVUVFRNjDQJ5gT9A30jY2NlJQU4SidPHkCicVBV0dr7A6ODge4nO7tbWJijCfgTUxN8AQ8DmdGIOBxODNzcwISjqMT5AgJQQ7452S5C0SiIKfT6HRYEEUdXhl+fqCig5AOUTgwKITgUdHRCHkD+wKFIwydnpGRxWZn5+QUFhUVFBYWl5SUcrnlFRWVfD6vshKW8vLywqKiwqKivPz83Ly89IyM9IyMlNTU5JQUNKPHxsVFx8TAeyRXEhkVBYl2iM6RGD0wKAjmH/4BAcgCewQBOhjiYEHEdiKJ5EIkQvbBhegCbjiIy9GeOJh6QlxubWNtZW1FIODNLcxNzUy/9jD8EzAux/DlyC8oSM/IiIuP9/H19fbxDmax4uLjU1JTc/PyINL18/dzcHAgk8nMwEBvb28czkxDU0NNTVVBQf7ChfNgDDYyMgxmsdIzMiIiI0xMTNTU1ZSVlcBoraioQHIl+QcEkClkB0cHH1+fyKioxKSkHA4nITGRSqO6EIkenp7IyAKKfWBQIHCSkpKipZUlt6yspbW1pLSUnZ2dxWbDVKCgsBB06RwORyAUjoyOtHd0dHZ1DQ8PDw0PNTQ0lHK5PB6vlMstLy/v7Oy8cePGzZtjYzfHJibGnz59evfuRAWPFxUdXcrl1jfUj42N3rt3d2BwsL2jo7qmpoLH41VWFpeUgB9NWFXV0Y3t9SoAACAASURBVNHR09PT3t7ePzAwNDw0NDwEIXj/QP/Q0NDt27cfPXo0Pz/3auXlixfPHzy439nVmcPhZGZl+TIYzi7O7OxsgUAApuuurq6+/v6Ozs7Ors629vYKHo+Tm5uRmRkVHQ3mbYafX3xCQkZmZnlF+ZMnjz/L5ZqaGoaGBurqakpKinJystLSUlJSkjIy0jIy0pBBh9D8s+EjOihHLyDUgy/90qWLYmKXYZYAMbeMjLSqqoqxsZG6upqCgry6upovw7e2trasvJzuTTc0NNTW1vL28S7lcmPj4mh0uoGhAcOPkZ2Tk8PhJCUnl1dU9F650tvbW1xSEhcfHxgUhCRcI6OiEBcbydXVxNQkNi4uPiEBRGC6tzd8OS4+np2dnZKaGhYe7u3j4x8QAPwUERkZGhYWGRUFBihHJ8eIyEh2dnZiUlJ4RER2Tg6NTgfmwOHMDI0MVVVVJCUlpKQk5eRkVVSUwU+uqamhqqqiqaVpYWlBpdEobm4kEsnIyNDSygqHM9PW1lJUVDAxMVZVVTl+/Njp06d+icthtnSYy318fY2MjczNCaZmpqamJuYW5uYW5paWFvAGUuaQGkdICOJLJE0OcSfJ1RUMelQajUqjUmlUGp0ObIfEsoi1DdHSIRAHNkXL44lJSUDemVlZnNzcCh5PKBTWikSNTY0trS2dXV2Dg4NXr129fv36jRs3xsbGbt26efvO7bt3796+fXtkZGR0dHRsdPTGjRvDw0PtHe3NLc0NjQ2NTU18Pp8vEBSXlHByczOzshKTktAiPEzLIFIHxxwIBpBKRyxyEKYj2rsvgwHaA5VG8/TyotJo7h7uFDeKK9nVleyKyp0TnZyd0XE5HEZ7B3sbWxtzC3PCz1xuY2tjYWFubmFuYmL8tYfhn4BxOYYvRw6Hk5uXl5KaGh0Tk5SclJGZmV9QUMrlVvB4FTxeWHi4jo42mKqkpKXk5eVgiAeLE6ivBHOCf0BAQWFhrUhU39CQm5ebmpoawAzQ1tY+f/7cxYsXDAz0qTSaF5Xq4ODg5u5Oo9MZfgzQ5YDnHBwdPb08Pb28YITyZfiSXElSUpLS0lJ6eroWFuaJSUkFhYUJiYkJiYlp6empaWlZbHYlny8QCquqq1taW0dGRqanp4aHhzs7O9va2np6e8srKhoaG69fu1ZUXFxUXNzR2Tk4OHilr29gYGBkZOTJkydTky/a2tuy2Ozi4uLikhKBQMAXCKD2CVgkgBlA9/Z293Ank8k0Gi0yMjIlNRWM97Wi2rr6uobGxobGxtra2sbGxrb29r6+vvHxO1NTk48fP37w4H57R0dYeDiNTqO4UXA4M3cPd3d3dzMzM08vz8ampr7+/ta2tlqRqK2tDdR4xDyIJCChHODBgwcHNPba2hojYyNTM1M8Hqeto62mpiovLycjIy0hIX758qXLly9duHAeKPnUqZPHjn13wJ+FhObHjx8D0ztE53CWISKH6rLLly9JS0uBww58berqatraWvLycnJysvLycjg8LjEpqaGxkVdZmZCYGBQcBOUDCYmJFDc3kqtrYVFRrUjU1Nycm5fH4/G6u7t7enpKudyQ0NDAoCC0rpuekREbFxcWHu7j68sMZIL1ITYujhUSwgwMDI+ISEpOTktPhwQ5yLBA5MAHQcHBDD8/8KwFBgXCMQwKDo6MisovKEhMSoIJk5OzU2hYmK+vr6yszOXLl2RkpMEWoKunq6amqqamamCg7+TslJ6RkZmVFRsXZ2Fp4ejkaGdvp6urA7Z8aWmpM2dOg6kQmSehrey/xOUMPz8znBlY1sE+jSfggcjBkAX+asR9bWdvhxjXnV2cXYguRBIR6IriRvGiUqk0GtRZePv4AJdD1hlicaQkLDwiArgT4e+k5GS4g4qKi8vKywUCQWVlZX1DfXtH+/Wh67dv37p7d+Lhw4cPHz188eLF8+fPnj9/NjU1+XJ5aXZmZnZ2Zm31zdbm5vr62utXK29ev9rafLu9tfVqZWVqavLFi+dPnjx58vTJnTu3Hz58MDI6cqXvSmtbK18gKCouhoks5PKA1JHkOlLzBqSOWOSQSjaEzoHR/6e/3R1sgK5kVzDEQeIcrHBA5HASIRa3sDCHQ21rZ2thYU4wJxhjXI7hvwABzABWSEhaejpUkaVnZEDuNjYujkan2dvbqaqpnj59CiTZM2dOi4ldlpWTlZOT1dTS1NTU0NLSJBKJ0TExIJKDHN3R0ZFfUGDvYA+m30uXLmppa5mZmVlYWFhZWcE45UX1CgwKolAopqYmevp6RsZGBALezs7WydnZ3sHBzc3N3sHe3t7e1s7W1NSUSqPFxcfDkATDUHZODvjA2zs6Hjy4/3Z9fXlp6cqVK61tbe0d7YODgwODA5OTL2amp3mVvNS0tEo+v6ampra2tlYkqhWJurq7rl+/Xl1Tk5GZGRkVBVItjCA0Os3BwcEMZ6avr6eqpgo13BcvXlBWVjI1NXFycvL28QkJDYW4ubikpLikhFtWxqusrKmtrauv773Se/369Zs3b7a0tvj4+hgY6OPxOB0dbR0dbahwZYWwmpub2zs6GhobBUJhU3Nze0dHY2NjJZ8P/va8/PwcDgcc2olJSbdu3UKzwv7+XkNjA9ij8AS8gaGBpqaGoqIC2NqhPu38+XNA52fOnIasOdjXgX6AbEBgB+865MghKIdqNElJicuXL0lIiEtKSoiLi0lLS8nLy6mqqqiqqiDrgoS6ra1tRmamQCisq6+HLgV8gYAZGGhrZxcWHg6qLNTgCauqent7+/r7qqqrQTgNj4iIio6G0BD09uiYmKDgYPBtxCckFBYVJSQmBgUHx8XHQ/gIETNE4aAeh4aFMQMDoTrZ08srgMkEyocse2RUFDs7OzMrq7Gpqay83M7eDtyROjraEJrDvERFRVlNTVVDQ93a2jolNbWtva2hsTEoOBiKx6ysrTQ01NXUVFVVVcTFxWDSA4yONiKgef2zXG5pZWljawP2K6S+GU/AW/zsXQdGR6R1VB2aC1JTDkVoEJRDdhyqzsCpDrYypE4MNI+Y2FjIbaWlp4PuVVVd3dDYODg4ODY2euvWzbGx0bt3J8bH7zx89HBhfu7Fi+dTk5OTky/mZmdnZqanp6cW5udfrbycm5tdWlxcW32zuvpmbfXNysvll8tLa6tv3m6sLy8tzc/NLS0uzs/Nzc/NzUxPz87OvFxeevLk8YMH90dGR/oH+js6O+sb6nmVlfkFBSmpqfEJCfEJCaDAQ5iO5NTDIyLQ5jiEzpECtp+TCzQanUalUT08f7LCAaODrR0RM+AYghsOlA/EXWhhYY4n4DEux/DfgMCgICqVGhoWhnjTsnNyoqKjcHgcVCXJyEifOHEceomcP39OXl5OVU1VXl4O/ktCQlxHR8fJyYnh5xcTG5uSmgqeuNS0NJKrq4SEOFKMe/bsGUlJCbBHqaurGRgaWFlbwVoQ1zQej3N0crR3cAhgMhOTkkLDwlyIRDMzUxwOR3IleXp6BrNYGZmZlXw+j8fj5ObyKiv7+vsfPny48vLlyMgIXyCorqnp6+9/8uTx1ubbH374fmvzbWdXp7ePTwCTmZySAoFIeUUF6OfxCQmhYWHRMTE0Oh0qdH18fUkkEqRFQawGczikkCUkxFVUlPF4nAvRxZfBCI+IyMzKKigsLCou5paVVfB4YNEXCoV9fX1dXV0MPz8tLU0zM1MPDw8YVmztbH18fDgcTn1Dg0AorK6paWlt7enp6enpae/oaGxqqqquhrK3LDYbcsajo6MHuLyxqdHC0sLIyFBdXQ38aEpKirKyMtLSUmJil4HO4fX06VPA5VBuDlE4qOsQi588eeLMmdPw/fPnz0lLS/n4+MTFxTq7OOvo6CgpKRLMCQaGBkpKiuBjV1RUgN4vcCqhn4yDg0N0THQFj9fZ2dnU3FzJ54eFh1Hc3BISE+HgZLHZvMrK6pqa7p6egcEBvkBApdGQdiUQnUM7gaLiYpirgRlTWFXFyc1lhYRAmB4VHR3AZMJlFhEZGcxiBTCZDD8GFC/Rvb2ZgYHgnwhmseje3m7ubjAzgIqGUi7XwNDAwcHB09NTXUMdpAVlZSV5eTk1NVUTE2MPT4/YuLim5uam5qbklBQiiWhqakIwJxgbG4GH39TUREtb6+zZM3JysmfPnkE0jwNZjF/S2C2tLK2sLCFliyfg8QQ8VKahU+bo5jBIygD6w5AplJ/t6yCw0+je3hCRBzCZ6OqysPBwoMaExMTklJTcvDw+n9/c3Nze0d7Q2Nja1nbz5tidO3ceP370+tXK9PTUs2dPJydfzM5Mz8xM72xtvX27sb6+trgwv/Jy+eXy8vLS0svl5fX1tdXVN69fvXq5vDQ3O7u0uDg7M728tPhqZWVpcXF5aXF2ZmZmZnphfn52dmZy8sXTJ08WF+YfPnwwcXdiYmJ84u7E/fv3Hj58cP/evVs3b7a0toJBFZImIMLDfB2pggM6R5vwgdTRlejQWAYq1ihubui6859t/y5Ozk7A5ZBEh+gcyvxgXoXVl2P4b0BMbCz0XYKRFKbMrJAQR0dHAwMD6K1x9uwZ6Bd25sxpyJteuHAeVFkZWRkLC3M3N7cAJhNKxv38/ene3h6engQCXlJSApqQgKEaGOXcubPi4mJQGqSjo41YoDU01HE4M2cXZw9PT1ZICJjjHJ0czc0JRsZG6upqBgb6rmTXHA5ncHDwzu3bDY2NVdXVV69effDgweNHj3iVlXn5+cUlJcKqqtGx0cmpyZWVl8vLS/fu3Y2Ni7OwMGcGMvPy8yt4PFFdXa1IVFJampCYGB4RkZqWFhUdDcnXyKgoD09PaxtrLS1NKSlJiHGlpaVkZWWALOXl5XR0tM3Nzene3tDQJofDAS6HBCFSoF/K5To6OTo5OQWzgrllZSWlpVlZWaGhId7e3jGxMcKqqra2NrC4X7t69e7du6OjI/0D/V1dXfUNDcUlJezsbBCiBw7Vl1fXVAOtAgkBzSgoyAPLwvwD4uwDXA7xNxSRQ9QOKXPgcmlpKXV19cysrPHx8Z6ensioKCtr6/SMDIFA4O3jjcOZgTUMEdhhkZGRVlFRNrcwj4yKvHLlSlt7O9TXQTTMzs7OzcuLi4+v4PGqqqtramvb2tuLiouhi18wi8UMDIQgG3Lhoro6KGdIS09HJKKk5GRwAkICIiExMTIqCmqZfHx9IVr1olJ9GYzklJS8/Py4+Hj/gAAyheJCdKHRadExMbl5eZV8fn5BgZKSory8HFQBqKqqQL5AVVXFxNTEx9c3Oyenks+vqa1NSk4muZLsHewtrSxxODMtLU09PV0lJUUdXR1tba0zZ06Li4uB5nGYy3/J++bt40MwJxAIeBweRzAngLpOMCcgXA4hI9q4Diqxs4szkUQiuZJguunp5YVY3nwZDNDVQVVC5HRwnCUlJ5eUlorq6q5evTp8Y/j+g/vPnz8bnxifuDsByvmzZ0/393a3NjdfLi+vrr7Zevt28+3G+3f7O9vb21tbiwsLKy+Xtzbfbqytvd1Y39rc3Hy7sb+3t/l2Y3trc2drc3t76+3G+ru9vfXV1dU3r1+vrDx//mxxYeHVysvnz59NT00uLy0+ffr0+fNn8wvzS0uLU5OTc7OzC/NzS4sLT548hoz70NBQd3d3JZ8PpA7FsRCsQ/YE8gWIFR/McQcs7kDnYIWjuLm5kslEEolIIjq7AKk7I1wOWXNIltvZ21lYWpibE3A4s689DP8EjMsxfDk8vTzt7e19GYyi4uJKPl9UJ6quqYYS3qTkZCqN6u7hjifgJaUkQac9d+7sxYsXIKqTlpbSN9D3ZfiGR0QwAwM9vTxJriQnZ2dHJ0djYyMxscsnT56AhiQg7ULIcuLE8fPnz8nISCsrK6mqqigpKUpIiEtIiCsrKxkYGtjY2pApZC8vLxiY/Pz8nJycNDTUz58/JyUlaWRkGBMbKxQK705MTEyMQ5b6/v17fX19ORxOQUGBUCjM4XDY2dlZ7KxKPl8kEnV1deXm5RJJRC+qVw6HU1ZeXl1TA81f8wsKwMebkZkJJeOFRUWhYWFUGs3C0kJNTVVCQvzixQsSEuJAADD/UFVVUVNTtbKygrLmjMxMKIuvqq6uq68rKS0Bz3BgUJCWtpazi0tiUhKPx+NwOEXFRZ2dnc0tzZV8fnVN9e3bt+6M3xkaGhoaHrp79+7Nm2N9/X29vb2dnZ18gSCHw2GFsGh0Wmdn5//0vu2Ul5fLyEgrKMiD8KupqaGurgbxJYgc0GcU9HPI7EJq/MyZ0xcvXgCb28WLF86fP3f69KkLF85funRRSkpSVVVFV0/Xz9+vf6D/+fNn3T3dySkp5RUVszPTo6OjsbGxJibGwOVKSoogOIPVDjq7OTk5tbe3A1XzKitFdXVCoTAzKwvirQoer5LPLy4pEQiFuXl5YFyH8DE1LS0xKSk2Li6LzYYcTVl5eXZODpShFxYVcXJzU1JToZQRpBR3Dw+Gnx+4n+zs7aytrUiupIjIyKLi4sysLP+AAA9PD4obhUaneft4Q6eBktLSoqIiihvF0soSDB/KykowJdLT03X38ABdqrCoKDomxsHRAYiWQMDr6+tpaKgbGBqoqCjLyspISIhD8d758+cO9OH5zbjcxNQEj8dBTTOUNZubE4DIQfIFLkdneZ2cnX5u8ebq5u7u4ekJrnVYIDsOrVdAUQfPYFp6en5BQa2odvDq4N27E5OTLybuTjx79uzl8tLjx4+eP3/2cnnp9auV+bnZtxvrm2831lZXP7x/925/b29358P7d29ev1pbfTM9NbUwP7e7s7365s3G+tr62urW5tt//vMfezvbnz59/PBu/+8/fL+ztfn+3f7W5tuN9bW9ne3FhfmVly/XVt/Mz829XF56t7+/+ubNu/39v//w/ccP7yF8B2V+cXFhenpqempqbm52eWnp8aNHAwMDjU2NxSUlIMnAZYOUqiNNYYHO0e1gIYOOROfuHh5u7u7ghiO5kpAAHekhA5UCYDC0+Hk69bWH4Z+AcTmGL4e1jbWCgrybmxsErO0dHX19fY1NTaK6ukqBgJ2dnZGZmZCYaGtnC5QMUd3p06ekpCTNcGYOjg4gauEJeA0NdT09XX19PQMDfTU1VTBeQRMSWCBfCyZqCG6gxwgUNMvJyYIibWtn6+DgACJtUXGxt4+PvLzchQvnJSTE7R3swe5UKxKNjIx0dnU1NTd3dnWWcrlZbDafzx+/c2dgoD+/IJ8VEhITG1tWXl5TW1teUZGSmgqdRnI4HGgqB2lp0CE5ubmQ0AUPV0RkpC+DYe/gYGpqovqzswxyqwYG+traWkpKivoG+lbWVgFMJic3F9TyWpGorb29p7dHIBRApbitna2lpWUwKziHw2GFhPj4+kCVWmZWVmpaWktrC5iMrl672tTcXFtbW1dXJ6qra2hsFFZVgWUhNCzsUA/XHR6PBz1YVFVVQDhB+sZISIhfuHAeasyQgw/SOqQJoF86NHcTFxcDK4CsrAzSxM3SyjIjM6Ovv29sbKynt6epufna9WsPHjzo7u5OSk4yMTGBoFxFRRkmYaDTKCsr+fj69vf3NzU1QaFBeUVFQ0MDmMlj4+Kg1LuouLi8oiI5JQV4Or+goKysrKq6uoLHAw9mKZcLBYE5HA6kP7JzcqAtTHpGRmpaWlx8vKeXlwuRSPf2prhRnF2cIc3s4emZmZUFlfrJKSkJiQlQVRUTG5ualgYTNXBg0el0sLzJyEjDNMiFSAyPiAAXfXRMDMGcoK2jDY1cTEyMdXS0NTTU9fX11NXVFBUVoJofUuZQpn+AxWE5XF9O9/aGajRoVAKNWsGHBZIvuLFs7WwRFoe8L+SAKW5uUId2IEGOJnLIi2ex2fUN9RPj4y9ePH/8+PHCwvzy0uLU1OSzZ0+Xlxbv3783PT315vWrd3u7y0s/MfrW1ub3nz5++vD+5fISqFlbbzcW5uc3N9bfvH61vrb6dmN9Z3vr/bv9v//w/bu93Y8f3r/f39vf293b2d7d2X61svJq5eXi4sLMzMzCwvz83Nz09NTU1OT62ur21uanjx++//hhe3Nz7c2b169Wdra2dre3tjbfvlp5OTMzvbgwv7S48Ob165np6anJF7dv375y5UpVVRXcQWB6B5dcRGQkeN2R6jWkt4wvgwEVa0hvOIqbG5lCgdJzIokIXA6TJDjIcJyh9T3W9w3DfwNYLJYZzszH1xfqR2G0LSktBbtpYFCgq6urh4eHmZnZyZMnLl++ZGJiDI5QUAVBv8LhcTIy0vLycurqapqaGmpqqnJysoi1CmkUipQ1Q1dwMNNB7Hj69ClJSQljE2NPLy//gABWCCssPLygoCC/oIDiRtHS0gQflqWlpYuLi42tjaeXZ1BwkH+AP92b7uHp4eHhASbqiYnxqempoaGhouLiHA6no7Oz90pv/0B/R2dHYVFhUnIyNJ7LzsnJzslhZ2fn5eeXlZdDZ1moXIf+89DzLjQszMnZ2c7ezsbGxsbWxsHBgUwhu7m5uZJdfRm+AUxmXHx8YVFRS2trd3c32Nr7+vvv3bt3d2JiYGCgpLQ0Ly+vglchEAqz2GwqjUZyJdnb29vY2MCOJCUndXZ2DgwONDQ2gipQUFhYyecLq6rKKyqA2B4+fHiIyyuQZuzQCB2y3Yh9HTmqSDocRPVLly4izctA54B6M1VVFSjU0dPX09HRJlPIORxOa2vrzZtj4xPjg4ODrW1tLa0tA4ODubm51tbWMLmBbQADhI6uTmpa6tVrV5ubm5NTUmLj4rJzcioqKgqLioqKi1NSU7PY7OqaGnBHgo+6uKREVFfX3Nzc1t7e2dlZU1vLLSsrLimpqq4uKS2FgD4qOjq/oKCktDQjMzM1LS0jMzMoONjK2srdw92XwSC5kiytLI2NjWztbJmBgdDYlVdZCQUO0PkfyqahFWB1TU0Wm21nZ6ujo62mpqqoqGBkZOji4hKfkADBHyuEZW9vD159eA4HmBKQRUVFWV5eTkpKEmQP6GyPrvSDbu1Hjx453MOVRqfjcGbIgz0QsxvS8Q2epwJ5XChFI5KILkQXeJqIh6enp5cn6OpIKxjIkYOCFRsXl5iUlJef39jUdO/evdU3r5eXlxYXFpYWFyZfvJibm11YmH/69MnExPiTJ4+nJie33m6srb55u762tvrm3f7eu729Tx/er755PTn54vXrV5Az39vZXl9bff9uf3vzLYTsH96/e7+/9/H9u93trTevXr3dWN/b3Xm18nJ+fu7uvbsPHz6YnZl5/PgRNHJ4/vzZq5WXr1Zerq+tvl1fX19bXV9b3dne2tnaere/B/L++urq9PTU/Nzci+fPF+bnFubnp6em7t2729HZWcHjQT0buOQglY48/QUKHBA6R5rJeFGp0I4XmsmQKRQi6aeucMDoSK2ak7OTrZ2tpaUFwZzwtYfhn4BxOYYvR1FxsX9AAIVCCQ0NzeFw4hMSglksGp3uSnYNDAryZfgaGhpCqfelSxd1dLR9Gb7QupXBYJiYmGhoqOPwOGNjY5BqJSTENTTUjY2NdHS0oTjqzJnTB/qBQ6SIPJQC6Sd68eIFW1vbxKQkTm5uTU1NXX09XyCIiY0lubqaW5grqyhDMHTx4gXI+4JcDDZsKSlJfX19Ty/P1LS06prqltZW0GkLi4qKS0qu9F25detWQ2NDalpaKZdbU1sLPV8r+fzmlpam5maoUwfHdUNjY61IBEnfgsJCKJuB4RJKeqBMNi09HZK4nNzc6prq+ob6Sj6/ks9vam4eGR2Zmpq8f//+1atXx8bGxsfHRSJRckpKMIvl7OykoqKsqKigpaUJmXgqlVpYVNTY2Nja2ioQCCDfX9/QUF9f39fXNzMzvbW1eYDLy8rLLl26eO7cWdAzkCK0ixcvXL58SUzs8uXLl6ADDBSYQVc4+AJ44iBxAA4ANTVVPT1dihslmBVsZ29nbGLs4Ojgy2AUFxd3dXc/fvxofm729u3bfIGgsbGxv7+/sKiQSCKCug6PU9PR1SGTyaI6Ue+V3tra2rj4eOjTUsrlwoGF5+jU1NbWikRV1dVgTwNdBPrSgwG+qroaTkEplwvZ05jY2MysLF5lZWZWVhabncVmh4aF+fn7Q2aEGcj09PJ093APCg6CRwDEJySAdQ7OO7T9h1rz6poablkZ3Zvu4OBAoVACAgKMjY3o3nR2dnZ6RkYwixXADCCSiEDz+gb68DQzYxNjDQ11TU0NMLqrqCiDIxL9qDR0Z1wZGWl5BXlpaSlXMvmz/djheR5Q0Q6NSqDWGWkVbm5hbmNrA6E5lJiTKWTgcro3HWkIA0QOJeMQjqdnZBSXlPT19925c/vOndvT01MTE+NPHj9++vTJ3Ozs8tLi+3f7Dx89nJx8MT83Ozc7s721+fHD+52trf3dnVevVjbW1iDIXlt988MP33/69PGH7z99+vjh+08fP7zbhy8Dl2++3djZ2lxfW93a3Nze3nq3t7v25s383OyjRw8fPLi/MD83PT01Oflifn5uZeXl2urq0uLi8tLSztbm4uLCxvr61ubm+/299+/e/fD9px9++H57a2ttbXX1zeuZ6empqcmVl8tgm3/69OnTJ09aWltLS0szMjOR5jOIyx1S6cjDWsAQ93PzO7oXlQpETqaQSa6uRBLJlewKjA5Ku6OTI7yHyoKvPQz/BIzLMXw5yisqomNi8AS8mZkZPFrUysrKDGfmQnQBXxIrJMSL6mVjY2NkbAQPu7S2trZ3sCeSiHb2doqKCtDwC+JmaA6jq6tj+HN+8dKliweKm0FjRx4TiZRISUlJ2traxCckZOfkgM88PSMDrHmOTk76+vpAS5KSEkhwCXVW8JtQyE6mkAODAvMLCiAdnpefn5efX1Nb29HZWVlZmcVmQ74cqqT4AkF9Q0NdfT3ExNyyMmiQLhAIakUiXmUlt6wsMysLWsdDnw2IQvzguAAAIABJREFUKaF1XWpaGoj2ORxOaloaFPzk5uXVNzQMDQ/duHFjZGTk3r279+/fq6quhtmAj6+vvoG+rq6OGc4Mmo45OzuHhoXl5ubW1NTUikRIaH7lypWxsbGpycn9/b2Dz0njV8IBh5pvGRlpKCuHLADS+g0+kZaWgmJxZIFZF4goiooKDg4OLkSXpOTk9o72kNAQWztbR0cHMoXMLSvr6e2ZnZlZWlx4/vxZZ1cX+Pt6env4Aj7BnKCsrKSsrGRoaOBCJKakpj558vjqtWuFRUVQ31jK5dbV10OP/aTk5IzMzFIut7Ozs6q6GrqDpaWnQwFSYlJSRmZmeUVFdU1NXX19rUhUXFKSxWZDuXlkVFQln5+bl1dYVMSrrAQVHaYIcHKLS0rgTBUVFxcUFmbn5OTm54NtHlzxwSwWZOJjYmOdnJ3DwsOra6o7u7oCgwJBj4mOiYFH0jk6OYJnysLSAuZbunq6Ojra2tpaYE1QVlaSlJSAiRTyoBr0tS0mdllXT1dfX4/u7X04X25qaoIn4E1MjIHUofc7+OCQh3KC6g4KMPizKG4UD08PLyoVac4awGRCHTYcvbz8fIFQ2NHRce3atUePHj569HB0dHRubvbRw4e3bt28d//ey5fLi4sLm2837t+/t76+trO1+XJ5aWN97f3+3u729t7uzvr62t7Ozrv9ve2tzff7ezvbWx8/vP/7D9//4x9///jh/bv9PSD1/d2d/b3drc23G+vrG+tr33/6+M9//P3d3u7qm9dTU5ML83MPHz2cn5vd29leW32zu7Pzbn/v44f3ezs7oNLPzc5CSfr21ubmxsb25ubuzs4//vH3f/z9h/293bW11bW11b2d7devXr1eWXnx4sXKy+V79+5dvXq1sakxPz8fkiAInUMXWHRHd5jlwEKj0z084Sks7m7uPxWgg/MAeT4NkUQELreytvraw/BPwLgcw5cD3MX5Bfl+/n4+vr6uZLKRsZGpqYm7hztoyNk5Oalpad4+3kZGhqqqKjCQycnJEoku6RnpUVFRRCLRxsbaxMTEwEDf1NRUU1MTkrhycrJgFDpg8UU/ZxPE9qNHj5w+fUpeXs7MzMzNzY1Ko8FoFcxiwThrZW0lJSV5+fIlFRVleJaUlpaWnp6etLTUxYsXQMA/e/aMsrKSrZ0t3ZsO5Uz1DQ0Dg4OtbW18gQCeiAptcGDQh8e8Ik9mY2dnQ98rblkZOzu7oLAQ9GGoZYfoDdpjQRvRjMzMuPh45AFTvgwGdCyBRmMCgaB/oP/Bg/svXjy/dftWd093bFwcOPyh1YmPr4+Xl6e7hzszMDAkNDQ6JjoqOio5JTksPNw/wD8mNlZYVVVdXV3Bq5ibnT3c901RUUFRUQGCRXBlKyjIQwYdHtCOzK6ggQw8+Q15pjiYv/T09bS0NMPCw/l8fq1INDY2JhAKaXS6haWFm7tbrUg0Nze79ubNtWtXGxoabt66CQ+jgxr6wqIikisJj8e5e3iEhYcXFBZOT09fvXYVnkAjrKqqq6vrvXKlpbW1gsdLz8hISk7OzsmB6vMcDictPT02Lg7mNxGRkfAY8sKiIqgqzMvPj4qOpnvToWINXJkCobChsTEvP5+dnQ3t/7hlZZzcXOgwCqwMDUkggs/hcBISEyCxmpqWVlZeDo+EF9XV3Ri5caXvSimX29DYCO1goSY7OiYmLT09OibG2MQYOrzCfEtdXQ2e9qasrARH78KF80jhPjouh8tYXl7Oz9//s3E59H0zMTWBJ5yampma4cxweBw8gtP85zYmVtZWiInd3cMd0uTg8IIEOSQF4uLjKyoqenp7njx5/OLF88kXL2ZnZx49ejg6Nrq1+XZtdfXx40e379x+9PjR/ML80uLi/fv3dnd3tt5uvHq1srK8/H5/78O7/Q/v9r//9BES2+/2dt/t7b7dWN/f3fn44f2njx8+ffywv7f7PQTo79+9f7f/8cP73Z3tne2td3u7r16trL55vbG+Nj01tbG+9vTpk8ePHq28XJ6bnVleWtrZ3n6/v/fp44e93Z3dne3VN693trd3trd2tja3N9++fvVqY20N1rK7s727s/39p4/v9/ferq/Pzc0+fPRwbm52YX5ucXHhyZPHV/quVPIr0zMyQBgDuz7ypBZ0dI48rx1pEof0kwGFg+TqCskLIono6ORoa2eLxeUY/htQUFhYUlpaUFAQFBxkZ29naWlpYWlBo9NAWIbubMxAJg6Hk5KSVFNThRjC0ckxMiqytrYWEr25eXk/N1enm5gYS0iIQ1kU8iwpxB8Ez+Y6fvwYQsCQ6JWSkrSytnJ1dbW1s7WwtCBTKL6Mnzw+oWFhrmQyVKUbGxs5OTs5OztbWVmRKWSCOUFLSxP6mUhIiMvJyRobG0E/LCaTmZyc3NDYUFVdXVBYWFVdXd9QD6ZooJbYuDhwR8cnJISGQbfqcOjslpySAs1JsnNy4NllfIGgks8HP0FuXh48LSYpOZlGp7sQXdzc3a2trdzc3Nzd3V1cXMgUclBwMK+ycnx8fGFh/sbIjd4rvezsbP8AfycnJwdHB19f34TExNy8vOSUFGgwFxIa6u3j4+fv5+fvR6PT4uLjuWVlsXFxbm6U69evH6hJq6mpgYapuro60HlUS0sTHiUOTxyH4ni0tC4hIQ7OOKgLl5OTlZWV0dBQt7GxYWdnv15ZuXv3bnNLS3t7e35BgY+vTwAzoKa29s2rlbfr6x0dHdyysps3b969e7elpUVUVzcwODA+fkdYJQwNC4Pu/TW1tS9ePB8cHCwrL88vKLh27dqtW7e6e3pa29oEQiEc0sysLHj0bWFREew7pHhDw8ISEhPhdyDELCgs9A8IoLhR4PEq4EzkCwS5eXkBTKYvgxEYFBSfkNDc0pKWnh4YFAThe3hEBCskxMfXF0zs8CgtaEmUnJJSweMVFRfX1NZ29/S0tbc3NTeD9BIRGRkYFBQeEZHD4fAFgozMTJKrK2gbWlqacDCVlBSVlZUgLldQkAdN6MyZ06Cxw1WNPJwGUhh+/v7/+tc/ESL/17/+SaPTjE2M8XiciakJIrYbmxibmBjjcGZA6uCMg5Ym4GCHzjBQcQdZYYjIIaFQXFIyMjLy4sXzpcXFZ8+ezkxPv1pZmZudGZ8Y39/b3dzYmJ6anJ6eWnm5vPrm9ZvXrycnX2xvbe5ub22sr+1sbe3tbH/6+OHjh/cf379bffPm44f37/Z2d7e33r/bBxZ/u7H+/ccPG2tr33/6+PHDe1DFP3388MP3n3Z3tjfW1qanpmZnZl68ePHs2bPpqalbt2/dvn17YX5uY2N9eWnp3f7+u/29v//ww6ePH96/2996uwGkvru9tb25+eb1q/3dnffv9j+82//44f3G+tq7vd393d2ttxtgiNvcWN/cWN/f2321svL4yeO+/r5akaiouBhhdHg4E2iHaH87EqYDo0PTSU8vL3AeuJLJRBIRWulBJxksLsfw3wBObm58QoK/v7+VlZWFpYWTk5OPj092Tk5xSUlKamp4RASVRiUQ8MbGRsYmxlbWVlDxAoaUzKws3s8NUhKTknwZDBeiCx6P19DUEBcXg25xSEYcGB38bvC07HPnzsrKyqioKOvq6VpbW4MRlxUS4uHpae9gb2VlSaZQoLMVkUg0NTP1onrZO9grKiqIi4spKMhDna6hoYG2jraqqoqJibGVlZW1tbUL0cXUzFReXk5RSZFgTqBSqbFxcQKhsKamJi09ncFg0L3pDD8/Gp3u7uHuRaVa21jj8ThHp5+er4VwAzs7G3qJgxmtrr6+salJWFVVyuUiUWBoWJinl6e9gwOY/gwM9KFwGY/Hefv4NDY1PXv6tKe3t6W1lS8QsEJCIEo2MjIMCQ3lVVbW1ddX8HjwQG7/gADoARIeEVHB4zU3N4McMjD4P+rL9/f3mpqa7OztwVGvrq6mrqGup6+noaEuJycLLcxAY4eUOTzDFCr4obWLsrKSkpKihqaGto42xY3Czma/Wnm5tbXZ3tFRV1/f1NycX1DADAzMy89/+PDBxtra2M2x3t7e5pZmgVDY3Nw8Pn7n+fNnY2NjIyM3Ojo62tvb4+Lj6xsaoDKwsKgoOyenp7fn4YMHYMgHoTszKws6/INCXl5RAfURiUlJ8EBMSIL+f/be8yvttGv7/zOe+76uyWSSa2bSJpn0YmLsvVesYBfF3nvvvfeuWBFURMAOKqCIoICggtjA3luSuV88L3bGNc/M79W8mfW7V87FmuWaFV0m4nefe+/jOD6FRUWNTU1FxcUYHx97B/vomJiy8nKAqhUUFgYEBsAG1M/fv7ikZIox1d7R4R8QADJmVzc3JAp5AxlDOaGcnJ0xPj4RkZGZWVng+C8pLYXAXVhnZGVnQxpJXHx8ZlZWVnY22stLV08XrJKQfwC3pTdvXmtoqJuYmOjo6ty9ewekGyAwhCHT3bt3Xrx4Dr37o0cPMT4+f+rLPTw9dXS0DQwN9PX1AHiqp6drYGhgYKAPwC7oy2FZbmdvb+/g4OTs5OLq4u7h4Yn2hHttUHAwyL6AATg2Nra1tbm7sy2RrHC53PU12fLyknxrk8fjSiQr8q3N5aUliWRlY31NtLi4vr62tblxfHQo39paWV6Wb21ubKzv7Gyfnp58/nR9fnZ6dnpydnJ8dnoKevXffvsiFouODw92thUXZ6enJ8ewNf86bz873d3Z2VEoFoVC+gSdPkGnUqnUQapUKjk82P/y5fPp6cnl+dnpyfFvXz5fX15cXpwfHRycnpycHB0dHR4c7O3u7+3C/eDzp+uT46PL87Ory4vL8/Prq8uzk+Ojg31Qzl+en5+fnW5tbfL5/Pl5HnWQim1tzcnNhes4bL5uKvpNBCwM3v/oWPPy9nb38LhZot9I4ewdHGxsbf7px/DX862Wfzt//wB6EoBjEEMN00uoVYVFReER4e7u7kHBwRDo0dDYCFtk6KUaGhoKCgth3gUxXgGBgXb2dsrKH8DyBGp2KOq3b38P+jgQVD979lRZ+cNHlY9aWlrW1tYQ6QVDVyQKqaOjbWVthfZCu7i6mJmZaWpqIFFIPX09+FJ37vzw7NlTLW0tfQN9PT1dYxNjbwwG44NxRCKtra0/fHgPsruff/7p/XslXz+/7JyciMhIU1PTp09/fffuLUwyAXeoq6ujpaVpaWXp4upibGxkbm7m4urq5+8fEBAA8uCExMTUtDRo7lvb2kBhXl1T09HRAYXKxdVVWfkDrPMhFOzt2zfq6up5eXk0Gm18fLwbj29qbs7OyVFRVdHQUPdEe8bFxwOntbauDpJhIqOi7B3srays/AMCCouKqqqrU1JTUlJTR8dG/9SXt7W16erpAn5UQ0NdXV1NVVXlxYvnN7CQp09/BezNDz/chqrz6NFDwI/q6+uBp87I2MjC0gKJQiYlJ4+MjOzu7IyOjcGIu7mlBYLYZtgzp8dHUokErkH5BQVUKnV/d1cqWSGRSP2kfg5nls9fSElNbWtvp9Fpvb29MD8vLinp6e2tq68HByD01iWlpfCmamxqgg44NCwMok68MRg3dzcfX9/SsrKm5ubikhIXVxcTU5PMrCwcDpdfUFBVXZ2RmWmNsEY5OdnZ2/kHBJSVl1MoFAqV4ufvj0Qh7e3tUU4oN3c3wFmCw8LF1QW8THn5+VXV1aCioFKpPb29FZWVMHqJjolJTUvLyMyEayuMhdTUVIGQBhRUXT1dc3MzbwwmNCzMwNAAwDP37v0M5swbX8bz589gVP7w4QOMj89NXw613BONhkRYKOTwMjIyNDI2ggCy39tx2OY6ODg6uri6uLm7gdsKNuWwI8/NyyMSiSwWc3l5aW93RyJZAbHYwf6eWLQolUhWJCugPhMI+JNTUyLR4ubGBhT1/d2dne3tzY31xUWhaHFxeXlJKlnZ2VYc7O+tSiUb62vHR0fXlxcnx8eXF+fLy0trslXJyrJUsiJaXBQtLkqlUvnW5uHB/u7uztbmBndujj3L5nG5PB6XyWT29PZyOLN8Pn9vd/fy4vzy4vzzp+uL83MQwx/s7Z2fnR4fHe7v7Z6eHF+cnx0fHcHVYWdbcXVx8en66tOn60/XV+enJ7C5/3R1eXRw8Onq8tPV5eXF+enxsUi0uLAw39Pb09DYCLS9xKQkCH8FfswNcD02Lg5GNYFBQX7+/jByh0gZZxcXGLPfeNX+6cfw1/Otln87f/9Agkd1TQ3Ep7S2trZgW9ra2/EEAmmABECwflJ/e0cHtrW1r6+PwWAAgjoiMiI8IiIzKwu+AiBPIFkT7eVlZmaqovLx7ds3L16+AATngwf3X756qaLyUVVVFYJKgCT97NnTJ08ev3r10tzc3N3Dw8PTEzgZJqYmBgb6Ts5Orm6uJqYmMOR88eI5+KxAwKWk9A6Mv4ZGhr8HRKBc3dzMzc01NNSBHvZB+YOvnx88tTU1NaB5UlJ6p6GhbmRsBH28g6ODj69PUHCQq6urre1XoIW+gT4ka1paWdnY2ri5u0VGRgIcHTTwoLsuKCwMDgkxMjKEZerDhw9ADPj27Rsvb6/i4mI8Hn+j6A4LD0tNS62rr4ftO+TdghcrLz8/MCjI188PiNEYHx8LSwuMD+avuW9YLBYm6ioqH4GhqaLyEXze7969fffu7ZMnjyEHBrL57t+/9/Tprx8/fjQ0MtTT19PS0lRSeqelpWlpaWFlZRUSGlpZVTU/z+PN88bGxjq7unp7e5tbWgoKC8fHx8/PTvf3dhsaG9vb21ks5ubGBvDXYRJOIBC43DkCgTAyMkIdpDY1N4P+PDMrCyB7uXl56RkZsXFxAMesrqkB6FxjU1N+QYG7hwcShfTy9nZwdLRGWHt5e9fV1zc1N+cXFJhbmJuYGHfhcDweF8JnEhIT9fX1wKkVEhpaWFTU3NLS0dHh5u4OqQZWVpaBQUHQl5uamZpbmIeFhwPopbikpLe3t6OzswuH68LhKiorc3JzIa4YJPf5BQVe3t5m5mYOjo5W1laaWpofPyqrqalqamrY2tr6+vnCzdXL2/vVq5dwR7wBykE5h+CEX399oqqqcv/+Pf+AgD/VcrSXFyTCAu0UVG8QHQNcbWuEtZW1lZ29/e/iLAdgqEC6mX9AADjQioqLKVTK/DyPyWQwGAzePG+GPbMkFivk8tPjo7293YP9/eury+ury+PDw4319YWFebFYfHRw8Pnzp6uL88vzs8/XV3u7O5ubG1sbG6tSKZs9M8WYWloSS1aWJZIVPp+/KpUq5PKL8zOpVLK4KJyf57Fn2TTaOJ1OHxgYGB8fFwj4c3OcycmJ2dnZNdnq+dnp8eHh6fGxUCAYGhpkz7IlKyvyrc31tbXdbcXG+jqPx1tZXl6YnxctLgr4/DWZbHd352B/f2tz42Bv7+TocH9vF4bt56cnVxfnx4cHF+dnB/t7O9uKzY11qOv7e7tHR4eHB/unx0cb62ts9gyshCBBCGAtySkpmVlZ4DWFwKvMrKzklJSY2FhI/MX4+KC9vNw9PJycnW8oLAgbxD/9GP56vtXyb+fvn57e3samxvqGhs6uLlx3N667m0AgTE9Pi0SLoIllMBnDIyPUQSqLxRKLRGKxqAXbEhYe7uvnC9PL5JSUuPg4gK15eXuDodPK2goqhzXC2tbW1tzC3NTU1MTUxMzMzNLKEnCcYKkCj/K9ez8/f/FcW0fbzt7OE41GIpFaWpoqKh/NLSwsLC3ef3gPSjpo9O/d+xnc1WBu/vXXJ/fu/fzixXOQ7IWFhwcGBbm6usIM08TUxM/fH+RsAYEB+vp675Te/fDD7fv3731Q/uDj65OUnOwfEHDTfCcmJfn6+SFRSFs7WxWVj/DtgXteW1vbEYmMjYsFyTporBISE0PDwhyRjmZmpsrKH4Dz/fvCVcXM3MwbgwkOCYGwFGgNGxobk1NSbr5IYVFRcUkJCOPBgpVfUODr52dhaeHl5TUyOvqnGXtnV6eRkSFQWxA2CEjpAR0c+KFfvnwBt4r79+9Bppu6upqFpYWdvZ2enq6mlubr16+gRzc3N/cPCMjMyurp7V2Trco3NwcGBkgkEoVKJfT0EHoIF+dnp6cnk5OTYrFoa2uTyWSSBkhV1dWQjl5aVkYkEsVi8ZpMNj4+3tTcDJNzmKjHxsVBhhdg9JqamxsaG2tqa9va25tbWlJSUyFsHNYcZmamrm5u4AvPLyjQN9C3tbXpIxLFYlFPT09dfX1EZKS6upqDowOkBcNFobauzsXVFWzfHz8qW1iY6+vrGRoZwr65oLCwC4crKCwsKy8fHBokUyiA34bhAcj04NGfnZNj7+CAsEG4ubtZWlmqqanq6+s5ODh4oj1B/JiSmhoYFKSurvbkyWMIzrt37+cbRQLkKNy69R3AaV68eB4UHPxXf7m+vp6pmamRkeFNkivM1W+iW21sbRE2CDt7Ozt7e0eko7OLC3TkwDANCw+PT0gYGBhYXBQKBPyxsTEyhcyaZo2Ojc7Osnd3dg4P9o+Pj87PzuRbm1ubm2symWxVKhYtrqwsnxwdfvn86eL8DGRrslXp5fnZydHRxvqaUCjgLyysrCwf7O2dnhyLxaKFhfnNjfWDg32hUMDlzinkWxLJilAo4HG5E3T67Cx7ijHF43FZLJZ8a/P66vK3375cXpxfnp+dn57weDyJZGV5eXlujsNms3nzPC53bnR0dGJigk6ns6ZZMzPTkPG+u7Ozu7MN4/RtheLk6PD46HBrc2NbIZdvbZ6eHB8eHCjkW3L51vHR4dHh4dbGhkK+dXF2enJ0dHVxviqVcjizA+SBispKeAoBdj0vP7+wqAgUkRWVlWBtgD8AhkZvDAaG7RAjA/fIf/ox/PV8q+Xfzt8/E5MTpAFSNx5PoVAIBALEd/AXFo6PDvd2dzbW1zkcDofDmZ+f53LnJicnB4cGa2pro6KjMRhMfHx8cUlJSEhIQEBAVlZWcEiIu4cHyskJiUI5ODogUSiMjw94zGJiY1xcXS0sLWxtbVBOTmANv3fv5ydPHt8kjz569PDN2ze2drZ+/n7W1lYfPyqDserRo4dPnjx+/17pzZvXr16/AjL3TcIMNN+3bn139+6d9++V3D08YEofGRUZFh4WGRUJ/GZIwklLTwOa6qNfHqmpqRmbGKO90PB7DrQuqKZh4eGOSKSxiTHs5sHADReIX355pKqmamFhYWNr4+LqgsFg0F5e3hgM2svLydnZyNjoZr0KAWHPnz9D2CAwPj43YjrQWoO1BphdEF+TkppaU1OTlZ0VExMTHfM1tzIpOfnPtfzivKe3x8nZCWGDgCGhmZkpoNJgPqGpqfHH7wFApaDa1dbW0tbRhvB2ZeUPRsZGdvZ2KBQqNCyssKhoYWFBvrU5NDzU1t5OGhhgspgUCuXs5Pji4nxzY32OOzcyOtLY2FhUXAy52XAdaWhsmJmZWZVKudw5XHc3GIcKCguhlufk5iYmJXl4ehYWFfX29tbW1bV3dOAJ+OqamrDwcBtbG+g+jY2NDA0NnJyd2trbYRuqo6NtZ29XXFKCJxD6+/tr6+pCQkP19PUgaA8ujhmZmY1NTf4BAUpK7yBW/eNHZU1NDUMjQyQKGRAYWFxSUt/QkF9QUF5RQewndnZ1QS5QVXU1pMglpyTHxcenpKbm5uW5e3h4eHrY2tlaWllaWVmGhoVl5+SAAz4uPj4gMNDUzOzFi+cPHtyHfflNd/78+TN4e/z8809ACVJR+ZiUnPzXvlxPT/cmGlZXT9fQ0ADSY8wtzKGEOzg6QErMDaQc7eV1A3iNjYsrKS0ViRblW1uzs7N8/oJYLFpcFLJYTN48D0qgbHV1Y31dKBRAHZVKVtbX1g729w73964vL64vL4+PDtdkMpFocX9v9/T4GLTrh/v72wr53u7u50/XB/t7YrF4ZHR0cnJiUSic5cwuLgrFYhGs21eWl89OjqWrUrl8a29392Bv7/Ona9DEXV1enJ4cS1aWpRLJHHeOQqUOjwxPMaYmJiaYTIZAwOcvLExMTkxOTc7Ozq4sLx8e7B8fHt441g729mSrqyvLS5KVZZDHf7q+AlncyfHR2prsYH/v8uL85PhIvrV5cX62v7sLeTgMBqO1ra2gsBCsKMUlJfAxVPTCoqLMrKzMrKyMzMyExEQYfUH6L8rJCbLuray/1fJv5///B6aawEAk9PTQ6fQ5Dmd5SSzf2tzc3FhdlfL5CwsL8wI+H4fDRUZF5ebl5RcUREZFubm7Z2RmUqlUEokEA/naujo/f39DI0MNTQ1dPV03d7eU1NSQ0FB3Dw8bGxstbS0VlY/GJsYIBOLp019ha/727RsdHW3oIyFZU1tH28nZ2dTM9KPKx3v3fv7++1svX74wNTVFopCBQYFoLy8DA/0bqRdI4iGQTl1DXV9fD2GD8A8IuKGww28yjOCglCYkJmhoaphbmIdHRMTExsJfB/qzvPz82Lg4eMoHhwTb2trq6OhAvPnNThSs8DC4fvbsqbq6GkxHETYIC0sLdQ11GHHD4vw//7n78OGDjx+VIX0lKjoaKN2OSEfIkgwMCsrNy4PuIT4hwRuDMTDQ19fX8/LyAgxockrKn/bl5+dnPb09rm6u1gho4OysrK20tDQ/fHivpqZqbGykb6B/o2+HrFkLCwtHJNLVzQ0Sx0DPBSQbwDkDg6ShsXGCTu/p6WnBYvtJJAaTMTvL3pbLz06O93Z2RsdGOzo7sVhsXn5+QmIiJKUDPZPBYExOTggEfBqdDgh2ILfCaD0lNRWJQkVFR3d2dTU0NhKJRDKF3NjUFBEZaWtnZ25uZmJiDJN/VzfXPiKxvb09ITFRV0/X0soyITGxqbmZ0NPT1Nzs5+/n4elZXlFRU1ubl58fGRVVUFjY1NwcHR0Nwf46OtqGhgaGRobOLs6RUVGAus/IzITomJLS0uSUZJB/JyQmOru4IGxsPDw9wKlcWFTk7uHh6+eHsEEEBAZm5+S0YLElpaVYN9e7AAAgAElEQVRp6enRMTFIJNLC0vL9e6VXr17C8gLC3e7evQM+SeDAwhL92bOnKiofk1NS/rovNzDQNzUzNTQ0ADeaoaGBkZEhOMvhZnaDKgdGiJu7uzcGA015eEREVnZ2Nx6/s63Y3Njgcbky2er+7u7G+hqLxVxeEs/MzEC9ZLFYLBZrYWFeJlsVLQpZLJZUIjnY2/v8+dNvv33Z29uVSFb4/IXd7e3rywt47e7sXJydXl1efP50fXpyzOcvDI+MUKjUyalJkWiRx+Py5nnLy0tbW5trstWry4vPnz/9z29fri4vri8vTk6OFfKtw9+lamKxaE22urgoZDAY1MHBKcYUjUZblUqlUglndpY6ODgyOkqfoAsE/IP9PYV8S761ua2QKxTy46PDNdnqzrbicH//9ORYtio9Pz05OzmWb22uSiUbG+uXF+e7O9vbCvnm5saaTLYoFJ6dnsjlW/PzPNY0a2RkpK6+HpSSsECBiQuYVtLS02EUD+tzXz8/GLPbO9gjUSgra6t/+jH89Xyr5d/O3z+BQUEenh6+fn6paWnd3d1TU1OzbLZUIhGLRTwelzPHmWJM0ei0kZGRgoICa4Q1xscnIzOzrLwcEl2YLObcHGdkZGR2lk2jjXt7e0O/8uLFcytrK18/XyWld6BTe6f07s3bNxoaGgaGBkpK79TUVN+8ffPmzWtTM1N9A/2ff/4JiuVPP//09t3bD8ofVFVVtLW1P35UNrewAKVxXHycq5uro6Ojl7c3EoW0Rli/fPkCfOqvXr10cnYODgkJCw/z8fWJio5OTUsDF3JySnJIaKifv194RERCYkJCYoKOjraZuZmvn29gUGBWdnZ0TLSvr29gUBCQuCCqvbmlpbyiIiEx0dTM9PnzZ/Dsvgn5uoHEPHr08O3bNzDifvnyxS+/PALRGcwJwKH09Omvyh+VjYyNIqOi4hMSQsPCrKytrKysVFRVNDQ1nJydQkJDklOSc3JzHRwdX71+ZWhomJiUdEOEnJqa+n/35Wc4HM4R6WhlbW1haQEBYcCKsLKyNLcw19LWAov527dv1NRUETYIJ2cnAwMDH18fT7SnuYW5lpYm0NmNjI0goRoiLb29vXNycxsaG8F2T6FSOJzZhYX5VamUzWbD91NaVgb56hmZmZ1dXTgcrrm5eXJyYnRslMfjLi8t5eblQQkvKS1NSEysq69PSU2FGUZ1TU1nVxcM8HHd3ZFRkYZGhjo62ppamnr6eqqqKn5+fkNDQ/39/VHR0fEJ8ZCvV15RQSQSCT2E0LBQAKmVlZcHBAZ6eHqkpqXVNzREx0QrKb1TV1czNDRA2CBcXF2A+w7ozPCIiLz8/Lj4eE9PT4QNws3dPS4+Hu2F1jfQ19XVcXN3Awl9Tm4uEoWMjYtLTEwEsUhdfX16Roavn5+tnZ2y8oeb9Lcff/wPgAn+9a//BhUI6DZev351E2H07t3bkNAQKOF/1LHr6ekCsxw6csh9AxkmxJBBmwgYFYCUg+QtNCwsJja2salpampyc2NjR6E4Oz2RrUplq9Kpqam29vbh4WEikYgnELrx+IbGRmxr69jYGESijo2PKRTyT9dX5+dnR0eH09OseR5vTba6u7N9fHR4sLd3fHh4enpydHR4eX4GyTAH+3v7u7sSycr6+tramkwgEEglkvPTk8vzMwhz3dxY395WbGysb26sSyQrc9w5sVgkkawc7O3JtzYP9vaWxKJlsZjNnllYmGeymAf7e2trMrFYJBQK5Ftb+3u78q3NpaUlDofDYDLW1mRSqWRNtiqRrKxKJbs722sy2d7Ozv7e7rZCweXOLS8vbWysn5+dymSrB/t7ZycnUqmEw5k9PNhnMKb6iEQmk7GyvNTX11dRUVFYVJSVnX3DR/+jDg4SICBexsfXB4wPjkikuYXFP/0Y/nq+1fJv5+8fJ2cnFArl5+8fGRVVUVnZ0dExPDwsW11dmJ8fHBocGx8bHh7GdXdjW1uLios9PD080WgILi0rL2/BYllM5jyPNzM9PTQ0hMViAwIDX716CXp1NTVVDU2Nn3/+6fbt7x8+fKCs/MHK2srN3S0wMNDNzQ3thUbY2Ghqajg6OvoHBJiamSorK799+/b9e6Xnz5/dv3/P1ta2tKy0oKAgJTUFjUYjbBB6erqQxmVpZWlmZoawsVFTUwWg55Mnj83MzSIiI+F7A6VVYVFRekZGaFgoygnl4Ohoamaqpa2FRCKBkKGpqQEPd3sHewNDAytrK1c3N0ek442gD4vFVlRWhoSG6Oho//jjf26CQf4IfIMEWYiShRf45n/66ceXL1+ACO7582dPnjx++fIlwN/S0tMh697QyBAyVt+8eW1tbZ2TmxsaFmZhYa6hoeHk7FRbV4dtbc3Lz2dNs/6kfevs6gSOlr2DvY2tja2d3e/zdnszczMNTQ2o5To62uYW5vYO9uCpzcjMrK6pSU5JdnN3s7C00NBQ19PT9USjraytTE1NEAiEh4d7YlISrhtH6CH09BBGR0f5Aj6Px6UODlbX1MBEoa6+HuBymZmZ3d3dbe3txSUlZAqZz1+YnWVz5+YIPYSMzMyq6moIXiX09OTm5QFusqy8HCzsY2NjuO7ugMBALW0tVVUVLS1NbW0tdXW1rOzsqakpMoUcERlJo9MEAn5Obm5uXl53d/fo2GhZeTk4wqNjYnT1dBEIa+inw8LDQcqHQCB8/fwSEhOjY2IwPj4enp4hoaEgMPTx9bWxQdjZ2wUEBkZGRTk4OtjY2trY2gC4Nis7u7auLjomGpLh+/r6SAMDsLaHSYmqqoqGhjrU8hvhOrwffvjhNlB/wKIG/MD79++5uLr8yV/uiUbr6uoYGOhD7puhoQFk4MOAHX6gDo6OfyjknhgfHz9//5DQ0Kjo6JzcXBqNJhItzs7OzvN4O9sK9ix7gEzGdXdXVFY2NjXV1NZWVVfjursJPQQ8gTA6OroqlS4vLXFmZzc21uXyLZlUKhDwJycnh4aHaHTa9Mw0e2ZGLBLJt7ZACgeJb9sKBTDQthWKo6PDjfW15eWljfX1i/Ozs5OTw/29/d1dAZ8vFAoWF4WLi4uyVenmxrpCLt/a2gTF3NbmBp/P587NMVlMsVjEYDLmOJxx2jg8T/Z3d8BBLhQKuHNzXC738GB/eXlpYnKCRqOtr68tLgrHxsa4XO7Cwvz8PG92ln10sH96enJ8dAQhstdXl2dnp8Bn487NTUxMTExOcOfm6HR6W3t7RWXljeIyITERboSRUVHgOw8IDAwJDYXAOP+AAFicf9O+fTv/Gw7GBwOpW+UVFbjubiaTOT/PEwgE9Ak6rru7C4cDbhWEk8cnJPj4+gQEBoAJOy4+PiMzMz8/v629DcAVRcXFUVFR6urqT548VlJ69/jxL+Amv3fvZwhl8/XzA79TeEQ4pFnFxMYArBr23IlJSd4YjLmFeUFBAY1GGxsbHRsbLSsr9fHBuLu7OTs7ubm5BgYGeHp66Orpvnz54qefflRXV3N2cU5LT8e2tuLxeCqVOjo62k/qb2xqLCoujo6JcXZxBsHXmzevLS0tYbWspKRkbm5ua2fr7uEOojA9fT1dPV0ra2szMzN7B/vgkJDEpKSQ0BBzC/P79++BUPmPTTlEzcPru+/+DQYwyL15/fqVqamJubm5iYmxppbmhw/v3394b2ll+VWzbW3t4OCgp68Hu/9bt7579foVZMZFRUf7+ftFREbWNzQQ+/ubmpvnuHN/nbFDuJUnGg1jdkAyGxsbaWlrgVdNS0sTWj13D3f/gICQ0NAWLJbP5wsF/MbGRkekI+wjgkNC3Nzdo6KiCosKe3t7RkZG5uY4a2sy2ap0dVXK43GnJie7u7sBTAKe5sKiIjB6JSYlpaWnZ2Vn02i0lZXl6WkWdXCQRqN1dnU2NTXBWppMJjc3N6OcnGxsbfILCjq7unr7+sbHxzs6O0F/DmEskOFfVV09PTNNJBJDQkOHh4fXZKs1tbVBwcEVlZUDZHJHZ2d9Q0NiUpKFpcXr169cXF1Cw8Ig1QB4MHHx8RDhDpcVZxfn2Lg4WJbHxMZCUQyPiAgMCnJxdYGuNyAwMCIysq6+fmRkpKenZ2x8vKurqwWL7ejsbG5uLi0ri4uPt0ZY6+npamtrfVT5qKqqcvfuHajikFd4584Pr1+/AsUG4ILgA8hw/WM5R3t5GRoZmpia6Onp6uvr/bEpB5iKja2NvYODI9IRvj1vDMbP3z8wKCg0LCwxKamlpQVqG7G/v7mlhUQi9fX1gSOgrLy8rLwc24olkUjT09Nz3Dn6BJ3LneMvLNDpNDKZPDExMTg0OMuZnZ1lr0qlM+wZEolEoVLGx8fX1mQnx0cQ6/b5+mp/b293Z+fzp+uLi/OtzU0JeNukEpls9XB///zs7PPvO2zwm0H8KnwAeS97uztSqeT46PDs9ITH4/J43AHyAJ5AIPT0AIZxfU0mW5UuiUVLYpFAwBctLgoEgqmpqYGBATKFTKONQ77y8Mgwa5o1MzMjWhRurq9LVlZkq6uXlxcwOdhWKACttruzLVlZ5vF4B/t7c3OcqakpQk9PSWkpZGDAvTk6JgYq9w3rHbLzwsLDIWcC5eT0Tz+Gv55vtfzb+fsnLT29ta2tG49v7+gg9BCmpiaFAoFYLOZwZslkclV1dV5+PpjOk5KTA4OCHJFIewd7F1dXIFOBmzMzKyu/oCA1LQ3U2hgMBvaXb9++efDg/u3b39+/f09J6Z0j0tHXz8/JycndwyM8PDwrO6uuvg5PIAyPjAyPDOPx+Na21hZsC2BI4GvW1dcPDg2y2eyZmWk2m81kMScm6KxpFplCiYuPg/ianNzc9o6OAfIAfWKCzWZzuVw+n78oWhwbHyeRSD09PRWVFTa2tiBQAvu10nulJ08ev379Cja1mpoaaupqz549vXv3zi+/PHr67CnsuZ2dneFp/ssvj8B3dBMpD6uEm9J+9+4dAI28fPni/XslLW0tD09PCIjG+PgEBAREREZEx8SgvdAQU6+s/EFTSxPEfT/99OOvvz4xNTVxdnHx8fUJDAqCvLmy8vLyiooZ9swfa/nFxTlpgAS2PRdXVxtbG0tLCxNTEwNDAzCqKX9U1tXVcUQ6As4ZLk9V1dUMJkMqkSi2tsSixdbW1szMjPT09MysrIrKypmZGWBLS6WSiQn6AJnc1tYGt7es7GxwnEMaK/BM4QcEXWNMTAwOh6PRaaOjo31E4tjY2DyPRxoYgIiCgYGBvr4+bwwGiUKmpqXhuruJROLY+FgLFotyQqn/Xss/flQ2MTFuam5mMBm9vb2hYWGdXV10Oo3Q0xMVHZ1fUABhO2DlV1dXU1H5iPH5nfHj5+vm7paTmwvXwYDAQHNzM0sry6Dg4KTk5PyCgtKysrT0dHiUAzTdy9sbQoEAu9LT2zM2Pg7A2cqqKrBWhoaFBgQGeKI9bWxtzMxMjYwMHRwd3Nzdnzx5DNUa7nY//vgfbW2tJ08ew+D9u+/+DR+gvdB/zXA1MjI0MzczNjaCNTlktSJsEKDnh9wSB0cHlBPKE+0JhTw4JCQiMrKouJhIJE5OTVKolC4cDjIhyisq8Hg8DofDtmLr6+vn5jhLYrFAIOBwZvtJpPqGhtq6usampn4SicFgsNkzAoFgYWFevrUlEi0OkMnjtHGBQCBZWTk6PLi+uvz8+dNvXz5DDsyXz59Ojo5Ojo+PDg+ODvYvz89gsX1yfPzp6ur48ODs5Pj89OTq8uLi4vz66vL89OTwYH9zY10oFCwszHPmOBLJyuqqdGR0ZGJygsVi8Xg8sLExGIzlpSXWNIvY39/T20sgEEZHR2g02vj4GIVK7entxePxXTgcaWCANc0SCPh8Pl8qlfB43EWhUCqV7O/vgR/9+PBwbU0mlaycHh8p5Fsy2erB3u7kxMTMzPTQ0FB1TU1GZmZKairsyCOjokJCQ28i4eCD4JCQm0gZD0/Pf/ox/PV8q+Xfzt8/EEIOVum6+vrWtrbe3l4SidRH7MNisckpKRgMxsHREYlCOTk7W1hYqKiqWFpaIJFIgF5U19SUlpVlZmVFRUcFBgX5+PqgnJxUVVWfPHkM8quXr16qqKhoa2upqak6OTnZ2Nq8f6/k5ORUXVMzO8teWV4SiRYlkpXNjQ3F1pZYLGIwGDU1Nb5+fmgvdGhoKGxwe3p7yWTy8PDw8Mjw0NAQaYBEGiARegg5ubkFhYU1tbW1dXV4AqGfROonkXr7+vqIxJHRkXHa+NwcZ2lJTCKRbO1sb+bk4FAHdPfdu3eAugZgElCev3r1Ekb37z+8j4yK8vD0fPfu7YMH9+/c+eGmlt/06JDf+ejRQ2iIIXzt7ds3qmqqRsZG3hhvWPo2NzdXVlUFBAaC0E9HRxthgwBvkoaGuqqqiraOto2tjaubW3hEOPBCQBM3xWD8qS/HE/BIFMrO3t7G1sbE1ERLS1NLW+tr9/9eSd9AH4lCAukO5eTkjfGGitWF6xofH2Oz2dPTLB6PKxaJuNy5iYmJJbFYIlmBSUxnV1dhUVF8QgLGx8fJ2dnD08PH16eouLi9o4NMJveTSIASj4mNDQ0Lg1VuVHR0QWFhZ2dnd3f3+PiYWLS4JpMNDQ2BSG10dJTBYJRXVERERiYkJvb09lIolOGR4eaWFk802sDQAAi5WlqaVlaWLVgsg8noxuNDQkObmpu78fgB8gBcHcCR7+Pra42w1tbWMjA0CAgMhPl5QWEhmI5A7BYYFKSvr+fi6grqB9AcBIeEoJxQaC80mBr8AwISk5KAptPT20sdHOzs6srOySkpLU1OSQkNC4PVA6BNXFxdgkOCo2NiMrOyEhITlZTe/fjjfyCH5/GTxwaGBhaWFmA6/+67f8OM/dat7/7KPPXz9zc2MTa3MLeytgJUOawe7OztfiecIlFOTignlKubqzcGA1UnNCwsMyuro7OTRhsn9vfDjiM3L6+qurqtvX1kZGSOO8fhcAg9PSKhcHJqkkyhkAYGyGRyY1NTXX09mUyemZmenWVvbKzv7+7uKBQX52cbG+uLi0Imk4knEDo6O0Ui0dHBPrjPz09PwOH96frqy5fPoCH/8vnT0eGBQr4lEAiODg52d7YVcvnB3t7J8dH+3t7VxblCviUWi0Sixc3NjcVFIYTAz3JmCT09pIEBHo+7KpWenp58+fxpY32dy+VOz0yzWKzJyQkGg7G4KFyTydbWZMvLS4uLQplsFdR2DAZjZXlJKBSIxaKFhYXN9fVVqRQ267u7O6cnJ9eXFwd7u9sKOZvNXlwUbm1uznE4vycHE+rq67Oys+Pi4yOjogB1eGNI8/L29vH1gVoeFBwMUUX/9GP46/lWy7+dv38AH5mekQF9cFFxUXxCQkhoiCcajXJyMjMze/9eCQzWKqoq6upqb968trC0AKtMRWUl8Kmyc3LAY62pqQEx7IDNfvXqpaaWppu7u5+///v3Sr/88ujt2zc2Njb5BQVDQ0MrK8vyra0lsXhJLJZvbh7u7x3u72/L5UKhoKKyIjAo0D/APzMrC8hmXTgcmUweHBwcIJPbOzoKi4pycnMqqypbsNgWLLYL19XT24snECCbMzsnp6a2FtfdPTw8PDk1OTw8nJqWpqqm+vjxY6jcsN0ERRuU51u3vvvhh9u3b39/797PDx8+uHPnh59//unNmzcIGxtHR0djE2NVVZVffnkERA34FJipfv/9rTt3foC1t56erpGxEfCt796988vjX7S1tezs7Tw8PQIDA2NiYz08PczMzKysrKKiowHzFZ+QgPHBoJycnF2c4cFdWlbW2taG6+7GEwgEAkEoFPw5w7UbZ21tbWCgr6Oro6GpoaGhrq+vp6mlCQlltna2aC8vTzTaEenoiERaIxAurq529vY+Pj7ZOTlNTU1YLLavr4/Y30+foE8xplgsJo1GGxkZodFptXV1UdHRYNpBOaGcXVzcPdwTEhNbsFjSAGlkdKS3tzc+IQGegODjj4iMTE5JgbwgMpnM5XIVCvk4jVZTW1tXXz80PCTf2uRwZiFUh9DTw2AwWCzm4OAgGIQQCGszMzMTUxN7B4d+EonDme3q6vLx9S2vqOjC4QYGBiCDCMi8EBQDuUAQqgM4lqLi4uycHMCnemO89Q30/QMCKquqUlJTK6uq0tLTkSiUh6eHf0AA8Eiyc3KaW1pGR0f7+/uBm56VnR0dE5OekZGQmAgzDyQK5Yn2hJtQUXFxaVlZTm6uN8b79etXDx8+UFZW1jfQB/c52svr7ds3P/30I4zc4WXvYH9TxeG/AYGBQCiHcbqVtZWVtRXAN0G7jkQhnZydnJydbnhoIaGhGZmZrW1tZDJZKBSMjY9VVFYmJSeXlJb29/cPDAy0d3SMj49vbmw0NTd3d3cPDQ/NzXE4HM7g4GAXDjc1OXl0dAg55wr51unx0eb6+ppsFRRkUsnK1NQUaYBEp9O35VtATLm+uvz86foaICvnZ5fnZ18+f7q6uFhbk62vry2KFhXyrbOTk92dneOjwy+fP335/Pnk6GhlZXlbIb++vDw/PxOJRNPTLDKFMjU1ievuJvb3w85iYWF+ZWWZRqNRKBQOZ5bH5XJmZzmzswI+X7YqvTg/21hfW15akq2urslWxWIRa5olFAiWl5eWlsRCgUCyvHy4v7e3u8PlcWdmppeWloB0LhaL6BP05eWl/b29jfV1Fos1NDw0PTM9xZhqaGyETXlUdHRYeHhQcDDEs3t4esBVCW5L8Gb+px/DX8+3Wv7t/P0DQAJPtKcnGh0aFurn76+jo/306a9Pn/766NFDsIr9+uuTt2/faOtoq6ur6RvoQzQbPPvA+wF4ysioKJQT6sbtDQ7y58+fmZub29jagFNLU1MjKTm5t7d3amqSw5nl8bizs2w2e0YoFG5urB8fHhwdHhwdHKzJZBwOZ3R0dHR0dIBM7iMS+/v7x8bGJicnJycnYYSYlZ2VmZXZ3tE+PDJMn6CTBgba2tsBh4X28krPyGhta6NSqTQ6bWhoCIfDFRYV+fr5vXnzGlbUN/T0Gy3bTVGHcv7gwf1Xr17q6elqaWuZm5tZWVu9efP69u3vbz4R+vubzK+ffvrRyNgoIDDQ2Nj49etXz549hTuQsvIHbR1tBAIRFh5WWFQEweA1NTXgA+zs7KysqkpNSwsKDgbI99Dw8NjYGJ1Oh7/++vra/0ceu7W1urqauroa+LBd3VwhB9TB0RFSbmxsENYIa0tLCwtLC0srSx1dHUNDQ7SXV0hoKEDYSAMkBmNqenp6aHiYPkEfIA9QBwfbOzoAf1JWXl5VXV1XVweM0X5S/8TkxOTkBIMxVVxSHBwSAnpguDSEhYfnFxRUVlXBaIdMIRP7+2HA24XDTU1NDY8MY1tbyysq2tvbuVzu9PT0LJtNJBI7u7oqKitLy0pT01ILCgtYLBabze7o6EB7oevq6wk9PYODg1nZ2YC3gQWEf0BARGRETm5uWHg4GNkBsVpSWpqaluqN8Ta3MLewtIDQ1pTU1ILCwvCICGcX55jY2Kzs7JqaGkhQwBMILS0txSUlIaGhgONLSU3NyMxMSk6OiIyEPXpaevqNKDoqOjowKNDD08Pa2trWzjYiMhJixYKCgsDmcOvWd//1X/8Hbnjfffdvewf7P3nSoC+HBTkUcqBtwprcwdHBEYl0c3d39/AAjIp/QEB8QgI03+O08eHh4cHBwebm5orKyn4SSbS4OD/Pg7HH1uYG2C668d1LYvH62hpIVhVbWxcX55cX55B8fnlxviZblUol2woFmz2zKBSur6+NjY91dHYyGAypVLK8JJZKpWtra4eHX0NaYN4OONSdne2trc3FRaFsdfX87PT6+urq8kIh39pRKNbWZAq5/OjoUCZb5XBmKVQKkUjswuHwBPw8jwckGwqV0oLF4nA46iB1fHwc191dV19fXVND6OkRiRalkhUKhdLe0UEgEBaFQh6XC/t1MplMoVAGh4boNNrG+vqabHVujsPnL/B4vNlZ9uH+/snR4dKS+Pzs9OryQrYqHRwaGhkZ4fG40zPTvX19mVlZ0TExwSEhgFrx8/fH+Pi4urn5+vmBM83P3z8sPDw8IuKffgx/Pd9q+bfz94+vn583xtvZxdnSytLA0EBLS/PNm9eQaQVkTE1NDYjyALWUr59fbFxcekZGVnY2rKPi4uMjIiMjIiNT09LCwsOVlT/861//DXq3Z8+e2jvYx8XHu3u4a2pqGBgYBAUFdeO7mUwmb57H5y8sCoVLS2IwtCwvL0klkjWZbHdne3dne3NjQyHfUsi3BELB9DTr999h7uwsm0Kl9vX10Wg0Pn9BIOAzWczx8XECgVBdU5OTmwv+k5zc3IrKyvaODgqFgsfjO7u6RkZG+vp64+PjUCikpaWFqqrKq1cvb/DnfyzqIES/ffv7x08eQz6XmZmplbXVu3dvv/vu3ze1/Nat727f/v7+g/u3b38PoqcHD+4jbBAeHh5qaqoqKh8Bfe3k5BQQGJhfUNDU3Dw2NsaZnYUGd3BwcHh4eGBgoI9IbMFi0zMyioqLO7u6pqdZUsnK8vLS5OTExOSEVPr/ME/Pzs+6cDgbWxsjYyOgyKO9vJxdnF1cXZycnVzd3GB0b2RsZGhoYGFhDoRHYxMTPT1duLFhfHw6OjsWhcKN9TWBQMCZ4zBZTBqNRuwn9vT2UqjU4eFhBpMxN8cRiRYnJugMxhSNTqNP0EdGR6YYU3Q6raS0NDYuzj8gwM3dDVLKs7KzGxobsVhsUXFxUnIyRG5VVVdDfD3kZkNKIB6Pb21trauv7+joqG9o6MJ1kQZIwyPDIrFIKBQMDw+3trUFh4SUV1QMDw+PjY01NzcXFBZW11RHx0SDGgMycUGokZefD/nkUdHRCIS1traWpqaGk7NTWXk5JNDl5uVFx8SkpKQ0NTX19vWOjY8PkAdAY5+QmOjr54uwQXh5e8fExoILGdjqkJYPGT4AGvDx9QkIDE+tTdoAACAASURBVITw9sampoLCwrT0dG+M99u3bwAGCIUcqL7//ve/bO1s/7ovB30lBLiamplaWJibmJqA8M0R6YhEoW445d4YTFBwcGVVFXtmZmRkuKS0tKGxkUwmd3R24nA4Yn8/jUYTi0Vc7hyHMzsyMoLD4UgkEp+/sLK8zOfzxWIRn7+wvibb29s9OT6SSlZ+R5qebW5uLCwsUKnU9o6O3t5ePAHfhcO1d3QQ+/sJPT2dXV19ROLMzDRrmjXFmIL49IOD/YO9PS6XO8fhCAUC/sLC3s728eHBmkw2OjpKp9Hm5+dFi4tTU5OguePyuP0kEq67m0ql0un0sbExqNO1dXX1DQ0UKmVgYGBgYACHw5HJZAaDMTY2RiAQOjo7e3t7+4h9XThcW3s7rru7t6+PSqWOjY9xuVyBQLC/t/vly+cvnz9dX10CGGZ/f299Tbazs61QyLe2Nnk8Lp1O53BmefO8cdo4hUIpKy9PTEoKCQ319fPz8vb2xmBc3dycnJ29MZjAoCAwp8Fl7p9+DH8932r5t/P3T3BICPgs9fT0INcM0NePnzx+p/TO1MzUx9c3JDQUjUbb2tl6oj0Tk5KysrPzCwoKi4qAVgTUyLDw8PSMjKTkZFMzU6iFjx//8vGjMqjBwyMiIiIiioqLR0dHIeF5UShcX5MJhYLJqckZ9gx7lj09M81ms5eXlxVyuUIul8u3Tk6OT06Ot7cVItEin78wy5mdnJocGRkhEAh4AoFCpXC5c4tC4ejoaG9fH4wf4xMS8gsKioqL4Xc4PiEBRq+gA5iamhQI+EwmgzRAKq+oSExK1NbWfv/h/bPnz/7zn7u3b39/69Z3MDOHIfmjRw/fv1fS1dWxs7PzRKP19fV++ulHaLxgwP7kyWNtHW24+vz4438eP/7F2NjIEYm0sUGYm5sZGRm6uLoCygl4a0wmkz0zQyQSBwcH6XT6yMgIiH1asFgQfjc1N7NYrPPTk91thUy2KpVK/tqXE3oIgIhAopDw6Lezt3N2cXH38ECiUDC/hZ7PwtICgUCgvdBoLy87ezu0FzoqOjopOQnb2jo8PDxAJhP7iRMT9InJielp1vDIyMTkBIVKIQ0MdOPxnV1drW1tgDUDfBmRSBwZHZ2bm2OzZyoqK0EG7I3BxMTGAjelC4fr6OyMjIpMTEoCOnhbe3thUVFMbKyrmyso6iFDBvSSoNhPSU2pqa0Vi0UrK8vDw8M9vb1QgHt7e6lU6szMDEwyoDa0tbdDLw5BOqBYDgwKsrG1MTIyVFNTNTIyBFMcbNMrKitr6+qGh4eYTCZ1cLCtra2ktDQlNRVcAAgbGw9PT5STE9rLC0SCWdnZ5RUVsJMGRxNwV4uKi+FLlZSWZmZlhYaFIVEoNTU1bW3t27e/hxvezV3w++9vOTg6/KmWu3t46OrqaGhqgI5d30DfyNjIyNgItvJAK3d2cXb3cAe9JKTr7CgUTCazorKyG4+nDg5SB6m47m4KhTzHndtYX5uYnBgcHOzp7Z2YoB/u70lWVqZnprlc7sryMo/HXV5e+vz5EySZn5+d/s///HZ8eAiRcLB4YrPZ0zPTExMTwKhlTbPYbPbCwrxQKBAKBSLR4o5CsbKyLJWsbCsUmxsbcvkWlUrF4/Ez09M8LpfYT6yqrq6prWlrb+/G45tbWurq63t6ephM5jSLRRoYmGaxFkWL8/PzfP4Cg8mgUCmEnh4KhULsJw4ODtJotLk5DvxJLBbbTyIxmczZWTaFSuns6hobG5vlzA4PD8N7gMfjrkolV1eXx8dHhwf7HM4sa5rFmePw+QszMzPgU5+YnGAwGHARmZmZhuldWXk5uBjgVwbl5OTs4gLYXHCmBQYFBQYF/dOP4a/nWy3/dv7+8fXztbWz1dbR/vA1EOOjuoa6oaGBmbmZvYMDdF1AHwIEKtg5gJkGFJDIqCggFgSHhPj5+RkYGDx9+quaupqevp6qqqq5hXloWFhtXV0/iTQzM725sf7Vcjo3J1uVcuY4k1OTk5OTrGkWlzu3vLS0ub6+JpMdHh6cnBxfXV1eXlxAMiXkw3O53JmZmfHx8ZGRkaGhIegX+4h9dfX1oFytra2lUql9fX2ZWVn2DvY6OtpWVlaggcrLzy8pLW1pabmR+HZ2dVZWVeUXFISEhBgbG7//8P7Jk8cAu4T0j1evXmpoqBubGEMGeEBg4LNnT2FHfu/ez+/fvzc1M0WikK9fv3r58qWautqTJ48fP/5F30Dfzc0tKDjYw9MzNCwMmOglpaWNTU3AFCktK+vo6BggD/T29ZWUlsbFx8fExIRHRJSUlrZ3dDAYDNnq6qpUenx0uLKy/Ke+HLRvbu7uLq4uzi7O7h4e7h7uIJhycXWBVFeEDcLcwtwaYW1qZmpra5uekVFYVFRWVtbY1ETo6RkcGiT2E+sbGiAMKzcvr7Kqqqqqqq2trbmlBebVefn5GZmZuXl5QASHYUx1TQ22tRV8B0NDQ5VVVWHh4d4Y75TU1La2NoCddOPxBYWFLq4uRcXFBAIB29qalp4eGBRkY2PjHxAArTkkn6SkppqamZmYmtja2mTn5KzJVpeXloj9/b19fW3t7alpaWXl5X1E4vTM9O967P629vai4uKY2Nik5OSk5OTomJis7GxvDAZhgzA2MQYWNcYH04LFlldUQDIr7FkGh4Y6OjuLS0qSkpNDw8K8vL2cnJ1sbG3c3N2DgoN9/b4+2dPS0+FNUlJaWlFZCdF71TU1be3ttXV1BYWFN2F8aC+0jw8GLJqQKAAgc+jL79694+Hp+ada7uziAhm6mpoaOro6Bgb6BoYG8IuGsEFAd+7s4uyNwQDeND0jo6uri81m9xGJDY2N/STS8pJ4eWlpZGRkf29XtLhIoVIGBwcnJiZmObNLS+J1mYxGo01MTOxsK+YX5hlMxqpUcn11eXiwv7G+rpDLry4udne2N9fX9/d2N9bXthWKo8ODrc3NbYV8a2NjfmF+hj0jW109Pjo8Pjq8OD/7/On6+Ohod2fn5Ojw4uxUvrk5QadD1ERdfX1pWRlcT0dGRsZptKmpSSqVSuzvxxMIZeXlFZWVo2NjS0tihUJ+fXX55cvnz9dXIrGIw+FMTU1B6K9sdZXDmf06aScQ8Hh8T2/v6Ojo/DxvYWF+dVUqWVkRi0Vwnd3f3dnZVmxvKxhMJmuaxWQy5rhzi4tCqUTCZs8IBXw6nd6Nx9fU1hKJRC6Xy2azSSRSR2cnRAKHhIb+TsVFeXl7QY4eTBPDIyK+7cu/nf8NJyAgwNLSAoGwxvhggkNCYuPigDKUlp4eGxcHSUnQmuTm5SWnpABGEJZMYeHhAYGBSBRKS1tL+aOyiqoKsMLU1dV8fH3B/xMRGVlYVIQnEIaHh5ksplAo5PF4Y+Nj1MHByclJBoMxOjYGVZk9yxYIBGBcEQj4KyvL+3u7nz9dX5ydnp2e7O3ubCvk+3u7W5sbQqFggb9Ap9OGhofIZHIXDlddXV1dU9OFw42MjkBufFtbW3BIMMIGoaun6+ziHBcfH5+QEBYeHhYeDuT16pqa7u5uAJKWV1QkJiWhvbzMzM1QTiiMj4+9vZ2+gb6S0rsnTx6/ffvGxcUlMSkpOCRYQ0PjwYP7ADa1tLJ0RCKtEdY6ujraOtqeaLSGpgaoBN4pvQMxuTcGExoWCp0iGPzA8wpLiorKyrT0dHcPD1s7WxNTk9CwsI7OTngq0WjjCwsL0zPTf63lvX29aC8vJAp504LbO9g7Ih2dnJ0hShZe8D+joqPb2tsZjCn+wgKTwcB14woKC+MTEsBU5ubu7uziEhEZicPhhoaG6hsaoqKjAwIDff38gkNCsFhsbGws/BlnFxe0FzotPb2quhpPIMxyZrncuYrKypjY2MzMzL6+vsqqquKSkvaOjta2VhdX1+SUFJDvAUfOPyAgPCKirKwMUCuJSUkdnZ3+AQHmFhbGxkZ5+flDQ0OEnp7yioqOjo7Kqqq8/PzcvLy+vj6QTVCp1KamJmDK5eXnp2dkAPIE+PGubq5wv8zMyqqsqmpuaamprYWhEXxKSWlpekYGVHE3NzcHRwcXV1d3D3d4M6SmpcELvmx2Tk5tXR2RSGxuaWnv6GhuaYExT3RMTExsbF5+flNzM4VKHR0bLSwqevPm9a1b39269R3saCBp4M6dH3x8ff+0L3dxdYUqrqmpoaOjDeAfI2MjExNja4Q1wGDgPePl7R0cEgJvD1B9Nre00Cfo8q1NPn9hcGhonsdjsZjj4+PAvJGtSs/PTiWSlfHx8cHBQViODA0Pz8xMS1ZWBAK+Qr7F5XL5Cwuzs7NMJlOysnxxfvY/v30BkOjh/v756cnGxvry8tLO9vbnT9e/ffn8+fMnWJZfnJ0eHx6cnZysr62xZ2YgmRUG5sA77uzsHBoeIpMHOjo6ent7if39NbW1DY2NeAK+uaVlgEw+OT66OD/b39vj8/krKyurq1KpRCIWidhsNmNqitj/lcHY1t5O6CGMjo4uLYkPD/a3FXKhUMAX8CUry0PDQ2PjYxQqpae3t7mlBdvaSiKRDvb3dnd2BAJBZ1dXdXV1c0sztrUVBk4TkxMAfhwaGurC4XLz8sIjInz9/Nw93GE4BIDU8IgIeIh968u/nf8Nx9bO1s3NLT4hITomxtfPD2bUlVVV5RUVgP0A4hBMHTMyM+Pi42HPFBwSgvbyQtggVNVUHz58AJGljx49VFNTBcca0Kk90WiQ41ZWVmKx2La2ti4crp9E6if1E/v7+0mkPiKxt69vgEymUKkjo6MsFksoFGxurG9urB/s7x0e7B8fHZ6fnUJeNIQ9rUqlCvkWj8ulDlLhc3v7+sZp4/PzPPoEfYBMJlMoRCKxtKwsIzMzIjLS09MzKTk5OSUlOiYmPCICJsD9JNLcHGd1VcpgMvAEQm5eXlx8fHhERFBwEOCQzczNlJTeKSm9A4Cpubm5j69vfEK8lpbmw4cPbt36DoxtMGK9f/+epZWlvYMDpLwBJd0aYa2ppfn48S8qqirOLs7RMTFp6em/W7RTQTIGEi2IiQZ5LQSwZGVn4/F4+gRdJFr8E1ulj9jn7uEB/HVDI0N9fT1ApzgiHc0tzHV0tA2NDK0R1g6ODqZmpvb29tBVZ2VnJSQmgmoX2LLuHh4oJxTKCRUaFtbc0sKdm5uZmcG2YjMyM2EJvbQk7u/v9/Xz8/D0RHt5gSKspLSU2N/P5XHZ7BkGk9HQ2FBSWkoikSAmr7aurrOrC376HZ2dQ8NDpWVlEZGR0TExRcXFeDwe5tsZmZmTU5NNTU3eGIy1tVV1TU1/f38LFhsdE1NZVVVQWAjMq9Kysi4cjslkbm1uTE1NdXZ19ff3NzU3g5u8vqEBFOzwLwb00tq6urb29vaODhiGA4M1MSnJ2cXZzt4OaieYyyOjotIzMiDUvbyiorCoCORsVdXVLVgskUisq68HiXtqWhr8RBoaGweHhqiD1MGhwdq6Oi9vbxQKCfvyf//7X//1X/8HVBQ//fSju4fHn7JiPNGeunq6+vp6Ojraunq6Bgb6xibGQGi1srYC6QMShfREe3p5eyclJ+fl5wP0HdvaSujpwRMIwyPD/aT+yqqqzs7OaRbr6PAQhuFLYtHR4cGnT9ebGxtLYvHCwvwUY2pwcJBKpXZ0djY1N5NIpBYsFrALfUTi0PDQ5sb6//z25ejg4PBg//z09OT46OLiHLbRUMKvry6/fP50eny0t7O9s63YViiEQuHe7u6nT9e7O9uTk5MUKpVGG4cdBwB1QMGQnZNTWlZWU1tb39BAp9NpNJpUsjLH4VAoFFjZNLe0DJAHAKpb39AwP8/j8Xgczuz4+DiTyeRyuTDqHxsbJVPIvX29LVgsIBWATlRSWtrR2Tk0NCSXb11fXV6cnTGZjKGhocnJSTweTyAQGAwGgzEF7EEGY6q/vz8tPT00LAziYkDvBmY/0LEHh4R8q+Xfzv+GU1lVBQyJ2LhYEDkDBjg9IwNYXimpqRClmZ2Tk5KaGh4R4Y3BAGhIV1fn8eNf7t69A9qxBw/uW1hawO9bTm5ubFysh6enrZ0t2gsNVhBwsoWFhyenpOTl51dWVUG3Wldf39zS0tTcXFdf34XDkUik0dGRiYkJBpPBZDF5PO7mxsbuzjas/bYVcoGAz+cvzLBnyGQynkCg0+lzcxwej8uaZg0ODeIJhL6+PjKZPDAwQCQSKRRKR2dnc0tLZVVVYlJSbFxcRGRkbl5eXX19H7GPyWROTE7Q6DQsFpufn5+Tmwv3lfiEBFc3148flX/99Qk4y2/f/l75o3JAYMA7pXc3m1Fwmf/rX/99584Pz188B16Zjo6Ouob6x4/KpqYm798rPXv29M2b1/fv3wMBAXi9PNFoewd7yHerqa0tLCpKTEqysrZSU1PV0dVxcHTw8fXNycn5v+y95XMcVrb2+2+85z0wmcDJxE4MMTNJli1mphYzMzMztrhBamZGNUiNYqnFzAwtMGZO3Q/Lo3tu5rz3VuVLqm55Vz6oPBOw3Nprr7We5/cIhILZ2Znf9eVkMhlq9mUGtpe3l7OLs5WVpdkbsydPHj979tTG1sbR0fHZs6cPHty/f//ey5cvIBUNOD8BgYGeXp5u7m5Q8iMiIzMyMy/z6aVSKYPJFIvFU5OTOp0Wcl1LSkvq6uubmptkMtni4sLw8JBCqVT2KWVyGZlCodHp9Q0NMFzt7ulBY9CZWVkKpUIml6ExGNgydPf0oNDojMxMCL9RKBV6vS4rOxvh54fD42k0GgaLhTJfWFSUnZMDjXJpWRkOj9do1JMGA8joamprIfO0r0/J5fGysrOjoqPDwsNi4+IwWGxrW1t7RweUCij5hUVF0TExTs5O1jbWb96YWdtYgwsDlggoNFosFoPeAtvdje3uhn9CR2dnQWEhCKHrGxo4XC6Xx6XR6V0oFBCCsVgsg8mIi4//j//4dxC+wV/wtY+vz+9qOezLL5flgGS3d7CHbQjw+3x8fYFGV9/QABOFtvZ2gVDA5/NRaDSRREJjMG1tbUqlcn935/z8bGVleX197fzs9POnj58+fTwzGtfX1jQaDTxwWWw2ANd6Zb14AgFPIAgEgomJcblcPjVp+Pz508721ruL898+f/qv//r71sbGxsb6zvbW6cnxxfmZ8eT45OR4Y31tfm52fW1tfW1tcHBge2tzbXVlfX2Ny+U2NTc3Nze3d3RgsFhI+csvKMjMyiopLW1rbxOKRIODg8aT45mZGTqdDpsOGp0OoHtwvtTW1UkkkslJg06rnZ+bUyqVHC6Xx+MxGAypVArf5/KKCsg3Ky0rg/Szqupq+KAKhMLVlZX1tVWRWCQQCgUCAYlEIpPJaAymsqqqsqqKSqPJ5XIajQbP9JjYWJC/hYSGhoSGQl2PiIyMjomJio7+s6/hL+drLf96/viJiIyMjIpMSk4GRVt2Tk5UdFRgUBBUawQCAUvf3Lw8iKyOiY0BhrmlleXjx48gOxwCwUxMXoWGhebm5WZkZsTFx4eGhfkH+MOu3c/f/80bMyhUtna2AYEBWdnZl6tZYF8AdqasvDwxKSk9I72uvh6FRuMJBDaH09fXNzw8tL66urOzPTMzbZg0TE4axsbHpL1SMpnMF/D1A3qNViMWi2FJRqFQuDyeTCaTSqWA/8RgsTQ6ncliVdfUQH9ZWFRUW1cHt4xOp9VptWQyGYVGg10eotLs7O3ASgeyuOvXr1lbW9+4cf1S/gZhaBBcffv2LQdHhzdvzBB+CC8vL1NTk7fmb8Hd9+rVS8hovwzKhNL+8uWL2NjYyqpKFBpVXFIcGxdrY2vz889X//a3H01NTWLj4rpQqJmZ6d/x2Ht6eqytrQAz4ubm6unl6eLqYmdvZ25h7ubu5uTkaG1t9drsNcSBQHqYjY21h6cHws8P0N+eXp4wh7e2trK1s4W3BeSRd6FQHA5ndnZmeWmRx+cJBAIw9YklEqFIqFAqR0dHJycnORwOsAJJZDKVRgNbP+w+cXicWCKurq6Wy+UKpYJAJBYVF8MfLlypCYmJVdXVYol4YHCgGYlMS0/ncDhQRP0DAuITEqAqQEBLdk4ONKl4PB6SK0Eq39HZOTCgl0glCD+Es4uzLwJRXFICDyMMFgviCXiSFhQWBgQGQkC4ra2Nh6dHekZGdk5OWXk5hKmLxCJprxRPIODweDQGA5SbisrK6urqhoaG9o4OvkBApVIhfh4W6kQicWlxgc/nXbny02VfDq+6f/mX//XXv34TFx//Ox57QGCg6WvTL8tySwtILgeMK+TsuXu4A7o1JzcXwMk4PL67p4dIJIKKkEwm9/X1SaXSzY2NtbXVleWlD+/fff786UsnfXHx6eOH48NDDpcjEonm52Y5XC6JRBKJRBqNmsvlatTq/b29i7PTjfX1tdWVw8ODD+/fff70EZLC5+fmOFzuwIB+b3dnbm5u0mCYnZnZ3d7eWFvd3tpcXV2ZnZmZnpqCfXlbezsQhHh8HpvDbmtvh1jCZiSyu6dHJpdtb2/t7myvra6Ojo0qlIqx8bHDg/3BocH+/n4MFltaVlZWXg6u/eqamtKyMhqdxmAwaHT64ODA0ODg/Nwsi82m0mgdnZ0wIGxobIRPV0lpaXZOTmVVVRcKxWazW1pbQQgJNgQymdzW1paWnl5QWAgZifDrGCy2vKIiNi4WWDGhYWHBISGXATZ+/v5/9jX85Xyt5V/PHz9e3t6BQUGlZWWQCZ2ZlRUbFxcQGOjm5mZlZfXs+bP7D+6bvjZ1dHJycXWxtbO1tLI0MTUBadjt27fu3bv78OGDV69eOjk7eXl5mZu/tbG1sbK2srGxQfghIqOiwOTj4ekBuZCmpiY+vj6xcXGAc0G2tFRVV8MMs7ikJDcvLyY21sLSwuyNWVR0NORxIVtaSGSyUCTsV/WPjY0ODQ9BpvL8/ByHy21samprb1coFf2qfoVS0dffp1KrZHKZXC4fHBzQaNRCkZBEJvfgcND619TWpqSmRkRGXJqpaHQ6i80ikcnt7e2VVVWgcqqorExNS/Pw9Lhz5/ZPP/0N0DfPnz9zdnG+c+f2X//6zffff/fDD98/fvzo1auXP/zw/Y8//ufdu3cCAgLu3bvr4+uTmZUVGRXl6eX1+Mnj27dvvXr18uWrl99//92//du/fvvtXyG+Hd4BV69eefjwgaWVpYenR3BIsJ293ePHj+7fv2fvYJ+ZldXR2fG7vvz01IjD4UAw5enlFRsXGxAY4OjkaGb2+unTJ5lZWXgCAY3BeHl7vX371tLSwsvbKzAo0M/fH+GH8PbxsbAwt7Awhy27k7OTh6eHvYO9u4d7SGhoUnJSfUNDMxJZWFQEqJYeHK4H1wPNN4PJBM1gd09PT09PMxIJOeIwnW7v6Kirrwc+DJFEAnQri80WiUV4AiExKQmW9JFRUd4+3tExMVXV1VQaTafXyWQyIonE4XLb2tura2rcPdxhVZ+dkwOxbNk5ORGRkX7+fvkFBfD+Ky0rK6+ogKucxWaHR0T4Inxb21rJFEpDY2N7R0dJaSmQ4AqLilLT0kAG4ejk6Obu5ufvl5ySAlZyQA63/cPoX1Nby2AyyRQKBosFQ9TszIxWq6HT6RQq9TL4HJp+LpfL4/MiIiMBHXgJJ4BRzc2bN1LTUi+rOHzhHxBgbv72rflbc/O3FpYWllaWNjbWNjbW9g72jk6OsC/38fUJDQsrLStDYzB19fVt7e3A/iOTySQSSSgUrq+tTk5NbqytnRwfQeTo33/7/P7dxf7uzuH+/vuL873dXQApHuzvjY2NDQ4Ogu5kYX7uYH//4vz81HiyurIiV8j7+vr2d3fPz06npiZlchlgHubnZjUaNZFEotHpY6OjIyMjIpGIz+eDI5HFYkF9hbEBpIPX1tV1oVDY7m4cHg+82H5Vv0qtkslkExMT83NzW5ubS4uLIyMjvbJeDocDC7tLfSV8ZiB0vKm5GYVCAdIAjUbj8XgiiaTRakaGh8kUSkVlZWFRUUFhYV19fQ8OR6VSOzo7YXJTX1+PwWDIZHJ7ezsoGyBiJ7+goLyiorauTq1WSySS0rIySDsFvLGHp6eHp6eXt/fXbJWv5/8PB4JBa+vqyisqMrOyAJAUFh4eEBjo7eNjaWl58+YNmDD/8MP3P/989fad2/fv33v06NGrV68sLCwcHR2AVBUVHR0QGGBlZWllZenl5Qm0dsgRLy4p8fHxuXfv7q+/3rS2sc7IzAQFLIFI7O7pqayqAnk8CNMSEhNhDga+EQjD7uzqotJoAoGgV9YrVyj6+vu0Oq1WpyWSSDW1tc3NzXw+XyKVQEWH2iOVSgFnxuFy2RwOj8fr7ukBKX5oWCjCDwHDzOKSEjKFwuVx2Ww2gUAoLS1FtrSUlpWlpad7eHoGBQfb2trev3/vxo3rt279ampqYvbG7MaN6xB2+fPPV+/du/v6tenjx48g6vTHH//z2rVfAgID4UkUGhYaEBhgYvLq0aOHT548vnLlp59/vnr79q1bt379/vvvvvnmL2B7u3Xr13v37j5+8hiudWtrK2cX5/CI8ILCwrLy8r6+vt/VciKJ6OnldRmlZWdvZ2llaWLy6s6d2+bmbwkEgk6nAz15RGQkwg8REBjg4+sTGBTo6ekBa1pPTw9fBCIrOys7JzssPDwtPa2js0PW20uj0corKgCOVt/QAIokoVCA7e6GBjc7JycjM7O4pKSquhogKhAQ3oVCIVtaGpuawJikUCh6e3uFIpFMJqPSaJCmA4IAhJ+fj68v7MUlUunA4ACMuLtQqC4UCrYz/gEBxSUl0OfFJyQEh4T4+ftlZGYCgB1CV8vKyzFYLAaLLSgsRGMwWp2WwWRCywj/z/yCgpzc3KjoaHsHewsLc3sHe08vr8v7HX4LGZmZgJohUyhdKBSfz4eypNaox8bG9DodmUJpa2/vQqHq6+tb29pgDgT/qQmJiY8fP7p588aPP/7nf/ekgaw9IKmrXgAAIABJREFUKDjod9q3gMBACwvzt+Zv3759Y2tna2trc4mOARicu4e7L8I3ITGxprYWh8dXVFYWFReDEI9Gpyvk8unpqZOjw/W11YO9XcPExObG+pnx5NPHD6fGk/m5WQhC3drcPDo8ODWeACjm73//7cM/1KML8/ObG+snx0e7Ozuwyd7b2Tk1nuxsbWl1WmWfUiaTaTQagNITSSQiicRksYCRDr41mVze29tLo9Ox3VgMFgvPaKFIpNao+1X9oFNbXlrS6rQKhaJfpZJIpQKhQCwWU6hUNAZDo9GAGlTf0AAKUOjmoe3+QoYRChsaG0FmmJef34VCabXa5aUlkUjUjETmFxQ0NTd3dnWBhjQlNTUhMbGouJhEJo+ODC8uLEikEvhMwvwGg8Xy+HwyhYJCowGKEBIaChZzP39/L29vdw8PZxdnewf7P/sa/nK+1vKv54+fHhwOjcHA0Aw82dExMWBDSklNjYqOcnN3e/78+d27d588fWJpZQlS29i4WAAdw16zpra2pbW1s6sTWm00BsNksSRSqUAoJJHJ9Q0NsXFxtna2ZmavHRwcAOTS0dkJQctV1dVJycmwxAoKDgY2E6yyYNwKxHUCkchgMOh0OolMBg0Uj8+HTTONRmOxWEwWCyCv0l5pv6pfo9WMjAyPjAxLJBKRWNzf36fsU3ahUDm5uYFBQc4uzn7+/iGhoUnJyc1IJJPF7OvvE4vFUqmURqeD28rW1tbNzS0oOMjsjdm9e3dfvHxhaWlhampy7dovQMS7cuUnmJM7OTu9ePni0aOHd+7cvn//ni/CNy4+vrCoqKq6uqq62tPT8+Wrl69fm969e+fNGzMTU5Pr16/9/PNVQMH//PPVBw/uP3v29K35WxcXl8SkJECPZWZlFRYVhYWFMVms3+ekMRhR0dGhYWHwIoEm287e7uXLFw8ePPDw9CgqLsbj8TW1teEREXHx8dXV1cDzCQwKDAgMzMjMxOPxLa2ter2Oz+cLRaKd7a2T4+O5uVk0Gl1cUpJfUFBaVlbf0EBnMOgMhkqlamltBU4A1EjItcvIzACrQlFxMVzr/xA9dV2OSbhcLjDeY+PivH28fXx9AoOCgDpeWFTEYDI1Wo1EKgXMJ5fH7ejoSE5Jfv3aFC7iyqqqhMTE0LDQlNRUiCHPyc2NiY11cXEGZgsOj2dz2KOjI3KFgs5gsNns1rY22KrClsTTy9Pcwhy2D/EJCWDQyMjMrKislPZKYW1UXFJCpVLn5+dkMllnVxeTxeqV9ZLJZOg7KyorAQ6Pw+NxeHxTc3NGRoanl9edO7d/+eXnq1evXLv2y/fff3cJigHKr5u72z/XcnPzt5aWFlbWVhAYD6o3ZxdnVzc3D09Pbx/vhMTExqYmoUjEYrPr6uvhOdLa1oZCoyfGxxcW5tfXVrVajUqtEovFk5OG48MDiBt/f3G+s721sb5+dHgwPT01MTGxvbW5vbX18eOHz58/ff708eOH91sbG2fGk98+ffz08cPB3t7R0eHRwf7i4uLWxsbi4sLIyPDQ8NDg4CCbw0Gj0WQKBbh7kwbD4sLC4f7+2trq8tLiZdiJUqmE7LUP799NT0+pNeqNjfXVleXZ2dnJScP83Nzi4sLU5KRKrWKymGwOR6lUTkyMnxwfzcxMC4QCMoWMw+NhCFRaVnbp2IT8nsysrKLi4pbWVgKRCJr5js7O1ra26pqa/IKCwqKivPx8UKGnpacnJiWlpqXBLQHqHxQa3YxEgkNSLpfx+DwMFgu6iojISD9/fx9fH18Ewsvb283dHf4g/uxr+Mv5Wsu/nj9+IGEQJpyg9IZdck1tbX1DQ3VNDYy+8wsK4Pnc2taGbGkBXgfkcNfU1orE4o31tbNT49mpcXVl2WCYACCMVquRSKU9OFxpWVlScnJ8QkJYeLi7h7ujo2NYeDjoyZuamyHQAlZZYGcH/R08rltaW+HWBglbR2cn1AwqjQYz886uLgaTyeVyRSKRTCZTqVWDQ4PjE2Pj42PLS4vz83MLC/OLiwsry0tcHreyqsoXgbC0snR0cvIPCADeCJVKVSgUcoWCSqNV19TApQAzYdCvubm5paSmZmRmBgYFeni4v3z18uavN588eWJlZRkaFpaalpadk1NeUREREfH06ZMnTx4/eHDf1tY2v6CgvqEhLT3d2cXZxcXZ3d3d3t7u5csXwHa9evXKnTu3QUNgZ28XERkJwSog0MvLz4+Lj3/79g2NRvu9J43JDA4J8UUgfHx9YHLu7eNtZ2/37NnTu3fv3L9/z8LSIi8/PyIy0tXNNT4hXiAUDg4OCoXChoaGyspKGo22vbWp0+skUgkAOnh83sLC/Mb6usEwIVcouru7kS0teDwe7MJMFguDxebk5haXlEA7W9/QkJyS4unl6ePrC3oiuHlhA4onELhcrkgs0g/o+/v7iSRSbl4eyC+CQ4LDI8IDgwJ9fH2jY2Kw3dheWS+Xx0Oh0bCrDggMfP782cNHD8vKy6uqq2FgExMbC98QyDoLDQ21sLDIys7u6Owkkkh6vX58fEwml/XgcGQyuaa2trikpKS0FALTIB/d2toqMCgQsu2LiotDw8IKCgvZHE5tXR1wXjkczsz0tEKpaG1ra2tvq66pqa6pgf+pC4XC4fHAoK2orAwLCzMxeQU5pz/88D2oH3744XsYs4Pw7X/kvgUGBZm9MbO1tbGzt/Py9vLw9HB2cXb38AAdA8LPLzwivLyigsvlanVacEVnZmV1dnW1d3QwGAwcHk8mk8fHRgcG9HQGY3JqcmJifG935/zU+Ntvny/OTk9PTs5PjRdnp2PjY0KhcH5+znh89Onjh8+fPv72+dOnjx8+vLsAdfr52Sks2hcW5pVKpUajOTs17mxvaXVaCAJgMJlKpVKr1er1uu3Nzf3dnePDgw/v3314d/H3z5/+/ttn4/Hxwd7u4f7ezvbWxsZ6v6qfw+UCX0ipVEwYJsYnxqVSqVgi0ajVg4MDM9NTO1tb21tbezvbhwf7OzvbszMzeAIBwHwoNBqFRkMWDvzgp2dk1NbVMVksgVAAnx/IiwOHBdhMYD4PU73omBhIP8vMyupCocDaQKZQ6hsaCouKMjIzK6uq6hsa4J8TFBzsH+CP8PND+CFc3dycXZzNzd/+2dfwl/O1ln89f/w0NTfX1ddX19SAhBswlrCrg3sEdOaA6W5pbYU3MkhMoa1JTU1tbW1Vq1WzszOrqysjI8Pj42Nf4pK0WrlCLhAK2js6QBVcUFDg5+dnbm7u7OKclZ0Ntz8gP0FYVFVdjUQisd3dJBKJQqWy2GwOlyuWiHtlMplc1tsrFQgEDAYD291NJBGh6c8vKKitqwOqq06n0+t1o6Mj83OzGq1meHh4d2d7d3dnYmJCpVYxWazaurrEpKSg4KDg4CAXF2cPT8/wiIiS0lIqjdaDw+Xm5UVFR8EYAMzf/gEB1tZWkVGRMBIsKS3t6Owsr6gIjwiHMOy4+Hh4ELS2tZWUlrh7uP9y7ZdHjx45OzsDAzwvPx8WvWC1SklJQfj6Ojs7wRIXGjJXV9fgkGAPTw8HRwcnJ8eg4OD8ggIvb28Tk1c8Pu93tZxKo0LKlrePt4enh6ubq529nampyYOHD+7cuf3o0UNLSwtvHx83dzf/AP/UtDQWmzU/P3dyfLS7sw293f7ujrRX2oxEgpuoqrqawWROTIwfHRwcHRzsbm+vLC9tb2/p9DqZXEalUpksVlNzM1i6ORzO2NhYQWGBg6ODm7sbrLcLi4pgQp5fUNCMREKumk6vG58Yp9Hp4Fmvq6+HpXt9Q31+QUFGZkZ7RzuPz+P8wzFVW1dnY2P94MH9x48flZSWAoMIUu1zcnMTk5K8vL0DgwL9AwIcHOyzc3Kw3d08Hq+vr0+hVNAZDEjcgQlEfHy8k7PT/fv3ANvn4+sD78Ky8vKMzExPL8/UtDQKlQofnqrqaplMJpPLOjo7we4PoSwkMpnBZIKsDxr04JCQZ8+e3rlzG5yHP/74n99//x2gfMGT9v9Sy0NCQ83N3zo5O9na2YJq3cXVxcPTw9vHJyg4OCT0/9YeUqhUyPiqq68nk8kEIhHWzDQazTA+LlfIpVLp0NDg8PDwzs728dHh9vbW+trqwcHB6anRaDxeW11dXFw8OzV+iSU9O313fv7p4wfQq58ZTz59+vjx44fffvt8uL+3v7e7tblhNJ4cHx8plAoqjcbhcORy+e729uHB/s721tHB/scP7w/29w729j5+eP/u4nx3d2d2dlan0yoUcgqFAm5yGMhhu7uHhobWVlcWFuYhKGVxYWFrc+P48ODk6Ojk+GhkZJjL5UKrXVNbW1pWBnscwLODkQz2LJVVVe0dHaVlZRmZmUnJyYVFRUXFxU3NzQDWpdHpIpFIIpU2NTeD5zArOxvSU2CsFR0TA7P3LhSqsqqqrLw8JjYWPkWhYWEQWx4aFobw8/Px9bG2tvqzr+Ev52st/3r++ElOSQHORmVVVf0/BCkgDoKKjkKjkS0t8GouKCwsr6iAXvmy+oaFh1lbWycmJTU0Nnb39FCoVJFYpFKpVCqVUqlUqVQqtYrL4/bgcCQSSSwWczic1ra2ouLi4pISULBfZqBxuVwAjHC5XKFIKBKJFEqFVquZm5s93N8/OT46OToEt4zBMDEwODAyMiyVSuvq6+Pi4yoqKwkEApvNZnM4LDZbrpCrNWqDYWJ1ZXliYryvv4/H44nFYgCPAAu9tq7u/v37169fc3BwaEYiOzo7s3NyYuPiSsvKQFff0dkJY97wiAgIBCstK8N2dyORyO6eHrFEjCcQGpua8vLzgVFfUVmZmpbqH+BfVl4Or40eHA7Z0pKTm5uVnV1dU1NWXi4QCHQ6HYfLhW8C7Cly8/NzcnMh5KOyqio3L8/Ty+vmzRsvXr6g/lNfTqFQQC0FuddOzk529nY2NtZvzd++efvG3MIc+N5e3l6hYaHJKSkdnZ36Af3O9jZsUvd2d5YWF0gkUmFRUWZWVn1DA4vFGh8bW15a2trc3N/dfXdx/uH9u4vzs+npqX5Vv0QiFgqFsM7g8XhrKysajSYrO8vD08PF1SUhMRHcaE3NzfC9Ki4pgbxzHo83ODSo1WryCwrS0tOFIuHO9vby4uLs7IxWqwV27/TUlF6vo9JoMBSJjIp8/vyZhYVFcUlJTGxsVHQ0MP8B9e/k7JSSmlpYWFhSWlpdU1Pf0AAdZK+sF/b05RUVScnJ0TExDo4OT58+uXfv7rNnT52dnWF409zcnJWdHRgU5OzslJGZiScQoFQ0NjXBawDZ0gJKLgqFolAoYFmObGlJTUsNDw/39PI0M3v94MH9Gzeu37lz+8qVnyD8FGLL/z9reXBIyJs3Zo5OjpB24+ziDLZyX4RvaFhYTGxsdk5ORWUlk8Wi0eklpaUZmZlt7e3wV0trK4FAAIIsmUKR9vaSyGSYV4klYr5AQKFQeqXSsbHRmZnp8bGxvr6+1dXVs1Pjwf7e4uLC0sLC3s72p48ffvvt8/mp8bfPn/7r77+dnZ0uLS7ubG8d7O+trq7odDqNVjM+PnZ+dnp2aoSPyurqytLiwt7uzsba2uLiwvHRocEwAa6QLhSqubm5vqGhqamJQCQqFAqVSgUYqN7eXpFYxOFwZHLZ2PjY8vLS2urqwcG+RqsBYURHZyedTscT8N09PWq1amJifGhoUKPVsNgsoUgkEouHhoeIJBK4HgDtUlVd3dnZCX+IyJYWFptFoVJbWlvBzk6mUAQCQWVlJQAt/Pz9A4OCwsLDi0tK0Gg0sqWlsKgoPCIiKjoqLj4e0qRg3hMRGQlT9z/7Gv5yvtbyr+ePH1NTEzOz127ubpVVVQDNyM7JCQoODggMSE5JKSwqgtKelp4en5AAGuCm5uYeHI5CoUAuWWxc3JMnj9++fQM/PG3t7QwmU6VWjY6NjowM6wf0sN5jMJlsNhswk3yBAEAftXV1wGsTCoWAZeXyuCw2m8Vmi8Viaa9UoVToB/Srqyvv3128uzg/M568vzj/9Onj0cHBztbWmfFkf3fXMDGBw+GKioura2qA2ghXMJ5AUPYpNVpNX58S8kvodLpKrdrc2FhbXRkaHqJQKSGhISYmr968eePn51dYVAjD1fqGhrLy8rT0dJj05hcURERGAKytqblZJBbRaLTOzk5IzIT1BCTGgqwX1NQ4PL6vv0/Zp6QzGNU1NeUVFfC9LSsvh9wXJovFZrN7cLiW1lYUGk0gEvPy8/z8EHn5+dEx0b/+evPf/u1fnz59QiKTflfLiUSijY315bYVejsfX193D3cQpfv5+7m4unh4uEfHROfm5XX39MzMTB8dHuzv7c7MTG9urM/NzWJ7elJSU4tLSkQi0ebG+tHhgfHk+OjwYHtr8+L87Ozs9PTUeH52ur+/N2kwqNUqBoOBxmAW5ueVfcrqmpqExMSQ0BDgzGCwWPiG19bVgRexuKQYhUbLZDKNVrO4MA/RkxWVlUQSicVisVgsmLgYDIb5ubntrc3R0ZHTk+Pjo0MOl+Pg6ADgWwBlQ18OrA+EH6K2ro7L5far+iF7m8lijo+PCYRCEFHm5edHRkU5ODo+efIYmnIrK8uW1lYGkwmL2LDwcEcnx/CIiGYkkkKl5hcUFBUXd6FQEqmEwWRyOJyF+fmV5WWRWEyj04Ekn5iUZGFpcePG9WvXfrl9+xYAA0DxAO040FthwH5Zzl3dXP+HvtzC3NbO1srK0trGGlLMQe8G9HUg3jQ0NtY3NGTn5BSXlMDXtXV18HUPDkcikwGPD/JscFEvLS7OzsxsbW6enxo31td5fD6eQNBqtdNTU319fVwuV6Xq12o1x4cHEGn62+dPv33+tLW5uby8dH52+u787OL8DHRw799dfP786WBvzzBp2N/bNR4fDw8P0el0JotlMBg0Wg1Q+pksFpfHEwiFLDZbIBDI5fLp6antzc31tdWRkWEajYbGYFrb2lgs1vbW5qnxZHtrU6fTQrCQUChUqVXT01N6va6vv79X1gusJ5FINDM9fXJ8tLW5eXJ8JJVKCwoLgfWbm5fX1Nw8ODSo1qjHxkb1en0XCpWVnQ0DIWx3N/Dmunt6omNigoKDw8LDAwID4JUpEgm7UCgAUCYkJgKUCcLL4Vcg4vbPvoa/nK+1/Ov54wduKDc3t5LS0vKKiuycnNCwUEtLi2fPntrYWAeHhABLATZSqWlpZeXll+N3kHxHRkVBv+Li6pJfUNDR2cnhcgYGB2ZmpicME1qdFoIcpL1StUYtl8ulvVKBQECj06EFF4lEKpVqaHhoZGRYr9erVCqFQiGXy3U6nVqj1uq0I6Mjc7OzG+vrxpPjM+PJxfnZxw8fPrx/d2o8OT87PT87fXdxvrqyrFAocDhcFwqFbEHm5uUlJiU1NjWRyWRsdzdYxrNzcuobGgQCwfzc7NDw0MCAnkyhFBUVZWRmBoeE3L9/z9LSIjk5Gdrx8ooKoDympqXa2No8ffo0JTUVNgvdPT0kMrkZicTh8WKJmMFktnd0lFdUwPUK929dfX0PrmdoeGhqahKm2ZlZWfkFBbl5eYCpAes8nkDAYLEtra1g5SopKXFwsH/06OGPP/7nt9/+9V/+5X/d/PUmnkD4PSuGQrZ3sLe1swWDMiRzgPzN2cXZx9fXzc3N1tYmJCS4vb2dyWL19koXFxd0Op1AKGBz2L2yXjaH3d7RUVRc1IxECoQCnV6n0WoGBgc0GrVSqRwbGxsaGpyYGN/Z3v706ePF+dnW5sbI6MjQ0ODAwEB9QwOElwPIOjUtrbunB2xFjU1NhUVFUdHRYEKj0WgymWxsbKy2ri45JQU27iWlpVCfUGg0jUZjs9l0On1iYvz81Gg0nrA57NjYWKC4wMQiKzsbhqipaWnhEeFlZWXtHR1sDgeHx3ehUFQqVa/XwWsJFAaubq4PHtx/8OD+q1cvvbw84QGBJxCqqqtj4+IAjBMWHo7BYpksFixWIfRTpVKtrqyMT4xrdVoQaefl57m5ud2+fevq1StXr165cuUnIPoBU+HKlZ8gAPcSEfPfiTH/XMvDwsNt7WydXZwtLC3AFujq5gp+hIDAQLDCQ3mGNVBpWRn46eF7i8FiJVIJjU4DETiYRMANOD01BdT0k+OjtdWV5aWlmelpLpcLbm+tTnt4sL+7s314sH9xdvbb50+fP3388P7d+3cXx0eHUNrh65PjI+Px0dmp8fTk+OTo8GB/7/DwYGF+vr2jo629nUAkYrDYpuZmCoVCJJHIFDKPx5ucNKyvrX3+9HHCMAGDNKVSiScQWCwWm83m8Xjwg6zX61hsNpfHZbJYGo16fHxcp9PCPB/SUSkUikajhkz045NjnU7b2NQEKsW09HT4yeILBINDg6urK5ubGxKJpKCwAPBtAA7CEwiVVVXwK2np6SmpqUHBQX7+/hCCl5GZmZWdnZaeHhoW9g9iVRIk4EH5/7Ov4S/nay3/ev74AYfVo0cPfRGIoOBghB/C1c3V2traxNTE3MIcsrHBIZaQmFhYVNTY1FRRWQkS97DwME9PT0srS9PXpo6OjskpKUXFxe0dHRDcCVQmg2FicGhQKpVKpVKVSqVWq/v7++VyWX9/38DgwNDgoMEwMTc3u7uzfWo8OT053t7aXFleXl5e2lhfGxoe0ul1o2OjM9PTExPjc3Oz+7u7B/v7G+vrhwf7QJc8PTmBxuL46HB1ZWVmZlqlUrFYrJLS0rT09NS0NFi7uru7O7s4I1uQGq2mV9bL5nCoVCq2GysQCChUSmZWpqmpyZOnT16/Ni0tKxWJxeCcAe+7i6vr9RvXQWJm72AfHBJSVl4OxneRWCQSi6E1h0JVVl4OeAoSmTwyMjI3O8v/B6ymta0Nylhbe1tLa2t3T093Tw/Iv2tqa7Hd3WgMpqCwAMJarl698u///m+379wmkn7fl1OoFEcnR0sry+fPnwHiDaz/NjbW7h7uCD+Ep5dnfEI8g8GYmpwUCoU4PJ7FZpMplIbGhty8PMi1y87JQba0iCViDocDIxAen89kMskUCp6A5/P5S4sLsB/d2toUCAWQh8FgMsvKy5OSkzOzsnLz8sDFAM+Ry5BTFBp9CUejMxh8Pp/H58MGFMx+ScnJ6RkZ6RkZIJzMys5u7+iYm5vb2do62N/r6+sDogCBSCwsKsrJzc3NywMdXEBggFAolMlkEqmkrr4e/GMMJhO2GGA/e/Lk8cuXL6ytrdIzMqBUoDGYqurqyKgoF1cXXwTCPyAgOiYa/t7aujpkC1KukL9/d7GzvTU9NSXtldJotOKSkrT0dCcnxxcvnl+79su1a7/8/PPV69ev3bp16/btW4AcANzhf49Hu9S+/e///S//XMuDQ0IgrdzB0cHKytLB0cHF1cXH18fTyzMpORlgqJC2npObGxsXB8b9qupqcAkWFBY2NjVhsFiQp5EplKbmZgKRSKPT2BzOyvLyyvLSzPS0TqdTKhUCoRAKOZvNHh8fOzWenBwd7u7sbG5sGI+PIGrs/cX558+fzk+Np0bjydHR0eHB2dnpmfFke2vz5OR4e3NDP6C/TBnH4fGg6ufz+Xq9ns/nqzXqk+Ojg729D+/ff/zwfnFxAaLNj48O19ZWz06N0I5LpVI8gdDe0cHn83U67cLC/OrK8vr62vrqKjzQ93d3VldXlhYXz06NH9+/OzOe9MpkzUhkSWlpU3NzQ2NjW3s7kUSC/gHso9ju7vyCAoD8A74NvkhLT4+MioIJECACo2NiQsPC0jMygIWQk5uL8EO4ubu5url5eHgg/Py8vb0BdfxnX8Nfztda/vX88fPw4YPr16/duHHjzRszR0cHH98vOUJx8fHxCQkxsbG+CATYncGbm5Wd7efvb2b2+u7dOz/99LdvvvkLhIa9ffsmNi6uuKQETMZSqRSSvjbW1xcXF/r6+yBYc2x8bGxsdGBAbzBMLC4urK4sLy0uDgwOAKjVaDw5MxrfnZ+dGU+2NjaGhgYB/CKVSpVKhX5APzg0ODY2Ojo2OjY2ujA/Zzw5vjg/u9zwbW1urCwtzUxPLy8vGSYmSkpLg0OCARkLcCgMFisSi1VqlbRXCh6n8fGxg/29hYV5gVDQ0dGRlZ0VExvT1dVFZzBAGxUbF+fs4vzkyePCoiLwCMEsND0jIzUtFcgVCYmJUCMhKTkiMjI9I4NIIi0tLh7s742MjAwPD5FIJGRLS119fU1tbW5enp+/H2AsC4uKSstKS0pLu1AoOoMh7ZUq+5TY7u7omJiHjx6amb1mMJn/XMstLMyfPHl869avd+7cBhQoZG15eHr4InyjoqOIJJJQJARnWm5eXnVNDYFIFAgF3T09wOIFmBoGi2UymSwWC3x9PB5vfGJ8aXHh+PBgb3dnfm5ucGAAoJgSiaS3t5fNZoMtOzklBco5aAuQLS0VlZX5BQXZOdkQNgocTQKRKBAKNVoNmUyGbQVk62VlZ8PfDv+09IwMWEmMjAzv7+2KRCI2my0QCiAuFrQIoWFhRcXFXB6PzmCgMZjSsjJYzKMxmJTU1LDwcF+Er42NtZOTU3pGRmdXl0Ag4HA5sPNOTkkB5x6YKltaW4EwWFpWxuPxpFLp2sqKTC7vQqEuKcX2DvY2NtYvX764detXE5NX1tZWQUGB8CPgi/C9evXKt9/+9TJS5bIjB1bM/7gv9/P3s7KyBMGjs4szKAf9/P2CgoORLS0MJrOxqamuvr6quhrGXaDUKy4pycjMzMzKAkAKm82GCgfEPQ6Xq9FqhEIhh8vV6XR9/X3Y7m5g7FRVV/N4vKnJycWF+dHRkY31NYhL2drY0A/oT46Pfvvt88X52ccP7+dmZzfW10aGh0dGR1aXl+dnZzUaDV8gGBwc7EKhgBqEJxCAvgLINjyBMDs78/7dxcry0sXZKVjjPn54f2o8+fD+3cHBPoSlGgwTOr1OJuvlcLloDKapuRmW5R2dnSwWSyyRqNSq0dGRsfGx2dmkgaiQAAAgAElEQVSZ9+/fgQ9eIBS0tbdDbEFZeTnYHSGyLyw8LDwiAmaEgKNITU0FD21YeDikLQQGBWVkZsD3qrSsDEJ9Oru6uFxue0dHXHyci6uLlbWVpaWFtY21tbWVja3N69emf/Y1/OV8reVfzx8/Lq4uNjY2dvZ2oWGhYeFhCYmJQD8G8Wdefn5CYmJQUFBAYCAYmi0tLW/cuP7dd99+881f/vrXbyDq++efrz5+8tjZxSUrO7u8ogLuGo1Gs7O9fXJ0uLKyPDMzPWmYMBgmxsfHxsZGDYaJleXlg/29w/391ZXljfX1jfW1kdERg2ECConx5HhhYV6r00qkEojOhPjqvr4+vV6n0+tGRkdmZ2c21tdhHggRUr29vRQKBYfHq9WqlZVltVpFJJEEQqFEKmGymKCNampuFgqFfD4/KTkJ4YcYGR2ZmZmenp6anDTMzswszM8rFAqZTCYSi9hsNgaLTU1Lc3N3e/7ieUFhIVSOhsbG6pqasPBwE1MTKytL/4AAwM54eXu5ubt5enkGh4Qkp6RkZWcNDg2+e3fx7uJ8eWmRSqXCHBgeBLFxsa5urr6+voCqCA4OhohusVis0+tUKhVgUoKCgzhczj/z2N+av33w4P5PP/3t2rVfnj598vbtG1c3V3sH+zdv35i+NvXz90tKTkpMSoQ7DsJGG5uaiCQSk8nkcrlisZhIIuHweFjV0+h0AoEgkUg2NtbPz06NJ8erK8sDgwNg+cvJza2rrx8cHDAYJmRyGYPBgNcAxF3A7r+uvr60rAyG2CGhobBmTkxKqq6podJoarVao1Gj0GhYA5dXVGRlZ6empYEyGaAfqWlpeAKBTKGo1SoqlcpgMgUCQU5uLoBfIDJA2aeUK+Q8Pp9AJEKd6+zqqqysTE5J8fP3CwwKCgkNxeHxCqUCks5BpJmckgIKQWiIyysqwI8AY2oajSYUiQYHBxoaG5OSkyEGMCExMSIyAuGHcHV1cXJybGhs1Ol0iwsLK8tLcrnM3ML8l19+/uGH78FKftmR//cx+z/35T6+vubmb62trWAVAloHhJ9fYlJSMxJJpdHoDAa03VweD1LdwAcPz9DGxkaQiwO0B4VGK5QKJoulVCoHhwZBvajValpaW3twOIFAADxjPIEgEgoNExNrqyuHB/tG48nkpGFpcfHjxw+/waj94lyn11GoVBCudnR2trW1dXZ1QZoLjU4nUyhAWgWFORKJrG9o6OzqWl1Zvjg/OzrYPzo83N/dOdjf29vdOTw8WF9bHRgYUCgUS0uLRwf7x0eHB3u78/NzfX19AAWiUCh4PH5menp1ZWVzY319bW1lZXljfe3o6HBna8tgMAB9D4fH19XX5eTmwlY7NS0NQhpBs5aUnJyXn49saSGTyaVlZVnZ2UnJyWnp6SWlpckpKWHhYRGRkbl5uSD0SUpOrqisZLKYNDodg8XGJ8S7ubu9eWNmbv7WysrSxtbGzOz1n30Nfzlfa/nX88cPbHZh+Q3qLXDgwH2dlJzs4elx//6958+f+SIQnl5eL1++uH371s2bN+8/uP/a7LWVtZWpqcmjRw8fPLhvZvY6JDQ0LT29uKS4ta1NKBTOzsycnZ1+/Pjh9NS4u7O9vrY2MTE+PjG+vLx0uL9/dmpcXFwYHBzc3Fg/OTpcXV3p7+/n8/l9/X1zs7Nzc7MisagHh4PNKJ5AAAMrm82GUNSpqUmDYWJ2dmZ5aclgmBgbG9XrdUwmsxmJxGCx/f19U1OT62urm+vrU1OTao1aoVAwmcyOzk6hSChXyBsaGwsKC8cnxleWl2dmpqdnppeWFo8PD89OjctLS/2qfpmst1fWW1FZGR4R7uzsHBgUlJaeXllVVV1TAzGU+QUF4RHhUJMys7KCgoNiYmOzsrJgyxsZFdWD61EqFFMGw4BeD1cw3E1Q58LCwz29PC0tLV6+fGFja1NWXk4kkag0Gh6PB3pPa1tbMxKp0+l+V8txONxl6MvNmzdu37715Mljc/O3pq9N7927+/zFcydnJ0g0DwgMjIyKAslPdk4OwEHpDIZQKNRoNUCw1+m009NTy0tLu9vbp8aTg/39tdWVgcEBkUiEwWIbmxo7OjoUCsW7i3Oj8WRkZFir06rUKjKF0tjUmJefD8lvEJgRFR3t5+8XHRMdGhbq4ekZEBhQXlFBpdE4XK5IJNLpdGKxGIPFdHZ1gbkIUPzlFRXJKSnZOTmw2IaILYDqI1taQMMMVnIGgwGiS5FYDGl+aAxGLBb3q/oxWGx3T49codDpdQODAyw2uxmJhDGJn79fUHBQdEw0iPYrq6rSMzIqKisB4EogEpVKZX9/H41GIxCJHC4X/jNIZDKZQpFIJBKJBMZIC/PzIyPDZeXlHh7uDg72b8zMnj59cv36dQDyQ0W/jNv551ru4elh+toUsnAcHB2gkAeHBFdVV4OPA5CFMKrJLyiAGL26+npQvfX1KfkCPplCgQ9SdU1NX3/fwODA4uLi/Nwcl8tFodGtbW09OJxCqRAIBFubm5BcPjMzA8FCfAFfq9Oq1erVlZWL87PP/0hFu7g4pzMYgFBtRiLRGAyFQtEP6NUatU6vwxMIINscGRmemBifmBiHNML5ubm9ne2h4SE8gcBms8GEIpfLFxbmP3788OnTx4uL89WV5fHxMbVaNTY6srW5ebi/t7KyvLe7s7q6IpPL5XK5QqFgsljAf+Xx+RqtZmBAr9VqeDyeQqGA8CQKlQqs/ksfLKjVYuPiUlJTIScCjBKQWA90Qi9vb3cP94jICDCmZ+fkZOfkAHiqvqHBP8Df0tLC3ML8rflbIEb/2dfwl/O1ln89f/zQ6DSBUMBms7+kMLW3NyOR4J7KyckJCw93cXVxdHIMDApMz8iAcRaIwlJSU2Pj4kJCQ13d3F69enn37p179+46ODq4ubtbWVu5urlmZWfhcLiJifGjo8MPH95/eP/u8GB/fm52ampyb3fn5Ph4ZXlpZmZ6dXl5f2/36PDAeHw0NzfL4XKpVCqPx5P29uLw+KrqauBege6mvKKipraWRqdJe6VyhaJf1a9UKgFI2SvrlUglAoFAKBSSyWSlUjk5aZidnVldWZmamhwZGe5X9VNpVIgSBz1wTW0tn8+XSr9w4gYGBpYWF3d3tpeXljbW1xYW5qenp/EEQklJSXFJibePd1xcHJPJ5AsEEomEL+CzORwGkwk6KYB7k0gkPIFQXFICU19XN1dwbaHQ6OKSEqCcxsTEQFypLwIBWBj/gAAPT4+S0lJsdzeypSUzKwscSnX19dhu7O8yT09PjRgM5vHjR7dv3wJk7N27dx4/fnT37p2nT5/Y29s5OTtBJDasY2HgHxsXFx4RERwSkpiUBKIHJoul1+t0AO+Uy5V9fSKRSK1RSyQSCCNvRiIVCsX09NT29tbRwf7+3u7U5OTAgF6r00ql0l5Zb19/n7RXCpy1tvZ2iCPzRfgGBgV6eXt5enkGBgUlJiUBWwb+THU6Xb+qv7e3V61WjYwMC4VCqFXpGRkNjY1sNpvD5fbgcBA8Cm+youLiqqoqHB5PIpObmpszs7IKCguJJBLgjEAPL5fLZ2dmtrc2jcdHmxvrmxsb4xPjbA4HPi31DQ04PF4kEhGIxLz8/LT0tOCQ4MamptKyMgKRKJFItjY2dne211dXgY4wOWlYWV5eXlo6OjyYmZ6WyQFs0Ds4NDg3OzMzPa3X69Qa9fzcnMEwUVdfb2lpAfN2qOj/Jx27l7f3y5cv3rwxs7SytLC0gDiciMhIUGhyeTyRGB5PTTCuAFsjncFoam4G/EMXCsXl8YCLzBcIRkdHNRoNDFe6UCg0BgORgHgCYWRkeGtj4+hgf3LSMDQ8JBQKQT0nVyhmZ2Y219fn5+bAmjg/NyuXy8FjBrg0Ho8nFAoVSiXwkiEHj8FkTk9NGgyG4eFhLo8HH1S+gN/f34dsaeHz+bMz01qtZn5+7sOH93//+2+HB/tzc7MyuUyjUS/Mz2+src7OzAwM6Dc31g/2do+Pj1aWlw0TE72yXiKRCMOY46PD05PjyUkDiOwEAsHC/Pz21qZWp+XyeCBHLSktBQNtUnJyeEREUHCwL8I3PCI8MSkpMyurorKysakJh8fz+fzq6uq09HSYL5aWlYGLobyiAo3BYLDYvPx8FxdnqOJv3r55/vzZn30Nfzlfa/nX88dPD7i5qqurqqsLCguzsrOSkpMjo6KAwuYf4O/m7ubq5urn7weRzzW1tRCukJWdHRoWZmtn+/Dhgxs3rl+/cf3u3Tvm5m/t7e0gjNnF1cXNzS0nN5fBYGxvbZ2cHE9PT8kV8n5V/+DggE6vU6lVAwP6menppaXFo8OD81Pj+tqqTq+Ty+UKuby/v4/OYKDQaFDfIFtayisqABkB3UN3Tw+BSCSSSGQKBR7vXSgUi82enDRMTU2urqxsrK9NT0/NzkzPzc1OT08ZDBPgcG1ta6urr6uprQHxMEh7iERiR2cnkUiUK+TTU1P7uztHhwcX52cH+3ubGxuz09N8Pp/D5QJZugeH68HhwExPIpOhSPP5fDyBUFZenpCYmJScnJiU5OXt5eTs5OnlFR0Tk5efD7+RisrKuPi4x48fPXhw39TU5LXZazt7O1c3t7T0dGDvhISG2Nraunt4JCYl1Tc0TE1N/veqYDSedHR2Ajnu119vPn365OXLFy9fvnj69Imdvb2nl5ezi7Orq4ujk6OnlyfCDxEeERETGxsQGAimc2hocvPyKiorAYoJlx1orBqbmoDj6+fvHxUdxWAwemW9arVao9FwuFxIDBseHlIqlWgMhkyhSHulSqVSLBYLBILKqqrIqKiQ0BD/gACQ1iP8EEHBwWCbJhAIPTgcl8dTKBT9qv7V1ZWdrU0SiVRRWcnn85ksVntHB1QjpVJJJBEhD5cvEAyPDPP5fIlEotaoe2W9HZ2doIoCUzsGi0W2tKDQaDKFAtRelVoFAbhjY6PgoRBLxCQyuaOzEzwXrm6uySkpsCjBEwgMJpNCpep0WgwWC1Fp3T09IAZU9ikZDAZklKExGLCw0xkMPIHQ3983Mjwsl8s6OjoiIiOvXr1yuSn/P2nfEH5+r169fPPGDPA+tna21jbW/gEBObm5QJjPys5OTkmB3OEuFArIQi2trekZGdU1NfD0hEgYoNtCuDAKjYLcoLb29sHBAQaTicZgBELh4sJCb2+vQqlQa9RiiZhMoSj7lCDdb2puhpEG/DQVFhUBFBnm+Q2NjSCvw2CxAFqmMxhMJhPic6C1hVreg8PBjycGiyUQiZMGw9mp8cP7d58+fXz/7mJzY12pVG6srW2sreEJhNa2NoiHAdpEd08PGDj7Vf3ra2sH+/vHx0eHh4cAc+QL+OPjYxMT42w2m0KlgkUQgDAZmZmFRUVNzc3JKSkBgQFh4WFh4eFx8fHFJSU8Pq+/v1+n1w0NDfb29ubl55eVl7e0toLkAiAZZeXlkOfki/CFaMHXr02fPHn8Z1/DX87XWv71/PGDw+NcXF1+/fXmr7/ehN763r27gKi8efPGs2dPIfDD0tIiNCwMgijKK8pTUlO8fbzfmr81MXllZWUZHBISHhGO8EOUlJa2tbdDJgSTxSQQibBm4/P5Q0NDQOuElgsiK3pwOJFIOD4+tr62dnpqPDs17u/tAnNqY31NJpexORwmiwXRF+DSBrk4IOry8vOLS0rq6us7u7pweDyTyezt7Z00GGZnZxYW5peXlhYW5uGhcHZqPDk6NB4fA0DDeHL84f27k+OjiYlxgUCAQqMzMjIcnRyjoqMqq6qIJJJao56anNTqtNPTU0tLi2qNWqvVyOUybHc3hF6AnR2mwQQiob+/D8BhNbW1UBchqyYkNBRubS8vL5jxIltaIE8iPSPD9LXpd999+/DhQ7DHZOfkZGZl+SIQ9+7d/emnv929eyc4JFitVv2ulre2tf3889WbN2/cv3/P1NTEydnZF4GAQg5BdhYW5s4uzl7eXj6+Pr4I36joaP+AAP+AAFD8hoWHx8bFJSQmJiQmRkVHBwYFeXp5BgQGwq+npqUlJSdHRUf7+fsDzAdaZzD28Pn8+fn5+bk5uUKOxmAoVKpAKBAKhWq1qqenp7ikBPDpnl6ePr4+bu5uHp4e8QkJAG4rLStraW1lMpmDQ4Nnp6dzMzMNjY3gcuRwuR2dnWBUk0gkEqkEeNpyuXx6ako/oJcr5MPDQ4ODA2q1GvRfMFRnsljpGRkwR62tq+vo7Ozs6gKPH7z2wCOQl58fFR0dGhrq7OxkYWnR0toKr0NYKuXk5oIroQuFam1rKygsrKqurqisBIVjekZ6UnIyqPwueQPgBXB1dfn2279C+u3vnGn/XMsB7P/mjZmzi7Otna2dvR0g4tMzMgCwA5tdcCdSqdTKqioQWhaXlJDIZCi9ICy4VLZTqFT9gL4Hh4PfdVt7e1l5eXdPz9TUFI/HA6FlXX19aloaoJ8ASxwXHx8SGno5ps4vKKDR6VQarbOrCz7A4LOfnDSAzlStVvH4PGw3trqmhkan9/f3Dw0NQmoOi83mCwQAqxeJRfNzc2dnp+/eXWysr4HvH95GPTgch8vd2thYX1vT6XVCkZDN4ZDI5O6eHqFIyOawIawWKLkQJ6NQyIUiYU1tLZ3BOD4+Oj81dnR2VFVXwTOaRqeDvq+1ra2qurqmtgYQcgKhQCAUiMSizq5OiJaIT0gAdHRsXBw8BQDc5B/g7+Lq4uHp6eDoYGpq8mdfw1/O11r+9fzx09TcHB0dfe/e3e+//+4//uPff/rpbw8e3H/+4vndu3cgv8vS0iI4JDgoONjG1sbWzs7H19cX4QuBBF7eXgWFhQQCQSgUwi6zprY2NS2tsqpKq9Wsra70q/rpdDrkG5aWlQEfDcDsoGeBuI72jg4uj6vRalZXlne2NtdWV+bn5zQaDbTCHA6HzeFAQ9zW3t7Q0AB71orKypzcXLiI4ZIFUB2TxdLqtDMz01+26ctLx0eHHz68Pz05PjOenJ8awVz7/v27dxfn25ubMzPTKrWKSqUWFhX5B/i/ePEiMSkJbFEMJlMkFkHgCp5AgIAm+O1kZWfn5uXVNzRwebz+/n4SmQzpjZca6fKKity8vITEBFc3VzOz1x4eHtk5OZehmdju7uqamvCI8AcP7r9+/bqouBjGHplZWaGhoSYmr65evXL9+jV3D3eZXP7/rOXGrq7O69evXb165e7dO9bWVv4BAf4B/j6+Pv4BASamJg8e3H/58gUY0F1cXSKjoqKiowMCA4OCg4KCgyMiI6NjYhKTkmJiYxOTkqAXhCBn8IXDJLOuvr6pubmgsBCURxDlkpySAsE5ED0+OzujH9APDQ+JxGK4mmEG7u3jDRHRbu5udvZ2YeHhMbGx4EQvKy9vbWvr6+8bHx/ncDlgCPb08oRWG7KzmpFIeAmhUCgulwuzXyqNJhKJOFwugUgEfwGRRNrZ3jo7NQqFQlCewwPC28cnOCQkMioKilZwSIgvwtfF1RU4+WZmZtEx0f8I3qAC2jM6JgYQYMkpKcCxj4iM9EUggLHq7uFuY2MN2b7g0nRycvTwcHd2cb537+6//uv/hmx74L5dBpn/j6wYyJWHUYqpqYmllaWzizP04pBMmJuXB5Sh2rq6/IICGJ5XVVcPDg7SaDQoRVnZ2eARwGCxoFrPzcsTCAQgAYPvJEDpQbgKxgrA50VERoKE4jKHMDMrC4VGLy8tisViIpFIJJGw3Vh4BmGwWCKJpFAqZmdn9vd3R0ZHpL3Ss1Oj8fhocWF+cGhwYGBgbGxsZXnZeHK8urIiEokus1M1Ws3MzPTo2CiHy8XhcEKRaH1t7f27iw/v33388P787PT89HR3Z3t4eAiFRoNSEp4yySkppWVlyJYWgDBmZmXR6PTt7e2jw0OtVtPXp2QwmUQSSafTqdQqKo0GOegqVb9IJEpLSwsNC4tPiM/MyvLz93N0ckL4+QUEBiYmJcUnJCQlJwNEr66+vrWtDUJ64hMSwiMifHx9/uxr+Mv5Wsu/nj9+ABHj5e117dovf/nLf3zzzV++++7bX375+c6d20+ePHZwdAgMCoyKjnZxdb1+/RrEel6/fg2IWqFhociWFi6PJ5ZIkC3IpOSknNzcvPz8puZmtVptPDk5PDzo6+uDXgfqR2xcXHRMTERkZFBwMMLPz9PLE67+sPDwyKiozKxM6K6gdwebllgsVqlVOr1OP6BXKpUcDgdPIHR0dsKsLC8/v6Cw8NKIXFZeTiKTxBKJVqcdHBrUaDVzs7Mnx8cfP7x//+4CbiKw0BwfHa6trCiVSv2AfmhoUCAUhIWHmZi8srOzBTxFU3MzCo3Gdnfj8XhIBissKsrOyQZzOWSuw0iAQqXW1NYiW1o6u7pgkN6MRMIUF5JpYOpeUloKUm1QF4L4ztXNNSIyMjMrC7JbQBweHRNtbv729u1bNjbWQqHwf9yXv3r10sTUxN7ezsPTA0DullaWjx49hDh5RydHVzdXH18ff39/hN8XjTfI2mFx7uPrGxEZCe+qoOBgXwQiMSmpsbGRyWRCrGRnV1dNbS0w16CTC4+IAMYAsqVFrpBPT08bDIbTU+Px0eHK8jLkxFdUVkL6eG5eXnhEeHBIcFh4WEZmZnxCQnBIcHJKSk1tLQaLZbFY2O7uqurqtPR0X4QvvBgu/10xsbEVlZV0BkMkFtXU1tbU1kokEmjpILyyvKKivaNjbWUFfMzo/4u9t/xqO23Xv/+Ofe/7Hq9MZ6ZeoC1u8QCBhIS4QBLc3d3d3UNwdwvuVgoVKlAvUKEu89vPi6M3z94z+9W8mbX26rVYXZ21ZqY0JN/zOs/zOD5HRYVAKLC0tDA0NLCwtMD7CtHsRBKRSqOam5sZGOgTiQRnFxdgiTu7ukY1o0iGDQ4JcXN3F4pEEqlELBFzeTyxRCKzl4nEYugHxRIJx47DYrHc3N3DwsPz8vPb2trU9Womi4mwu3/+8z8haAfPFTlpf6jlTs7ONBqVQDAnEgmALdJoVMyHg4KDQ8PCQIbp7e0tLSvLyc3NzcsD3qCwqCg7Jwcjd0QcQTCIHHd8ficmJwICAyGzwDQ+ITExKDjY1c1VKpMiSQz6/OCQEA9PT9zwPL28IIds7+joHxi4cf36nTu319ZWO7u6urq7hoaG+vr7Nzc3Pn36+OH9u1cvX3z48P7Nq4M7d27fuH795o0bz58/e/f2zZtXB48ePjx48Xz96vrIyEh9fX1nV9f1a9cOScD3drYfP3z48MGDnbt3t27e3N/bff/u7fbduwADx8TGIpcIf0EfX9+S0tKlpaXevr7omBhk6kC9ER4R0dPbs7S02NXdnZ2T097RUVdXB9JfSGhoQmKiXCG3trG243LFEolcoZArFDJ7mVQmA0qhvKKir7+vf6Afd8GY2FhPLy/cdRRK5d/9GP5yvtbyr+evH319PTaHTaPTTp78DTazY8eO/vLLiePHj2lpa3F5PE8vT7lCTqaQz5w5DdDVf/7nP44c+eniRR0mixkSGpqdk4MFtrq+HoOy4pKS7p6ene3t7bt3hoaHK6uqEpOS/AMC3D084FxXOjry+DwwsGh0Gp1OMzc3MzY2MjExtraxdnN3DwgMjI6JKS0r6+ntmZqa3Ni4urOzffDyxcMH9+fn5/r6+lrb2tAKY90bHRMDhVdgUFBWdnbhv3017R0ds3Oz23fv3NvZ3ti4urKyvLAwPz4+DgTN6urKwOBgX39/fUN9QWFhWFgYAkx9/fzKysvBPyktK6uqrsbT09XNTSwRo4dAdhxcTCBzFRYVQf8PERzKFZp42K6CgoMxnA8OCcGcNig42NPLKyk5GTrzuPh4rCeSkpOVjo7a2loEgvmfM09VKpWRkSGVRgWPnc1h0+k0YOAOiwQCV5gspoWlhUgsUiiVmLcLhEI7LpdCpdAt6Dw+D5o4B7lcKBKGhYchlRzzW4jLQkJD7R0c7B0cFEpFUHAwALSFRUUjIyOtra2Ivbl+7RpWGG9ev9rYuNrX39/W3j4yMrK6ujI9M724uDg0NFRcUhIRGenm7h4cEpKekZGdk5OSmhoXH49K5h8QwOPz+QKBs4uzi6ur0tExJjY2MysLkGB1ff323Tsvnz97/PBBQWGhu4cHvvOa2trHDx++e/f20cMHYeHheCl4fD4W0mbmZvr6eoaGBpaWFtY21hwOOyo6ulalampq6u3tnZqeWr+6fv36tbt37qysrjS3tIRHRDi7ONs72MsVCqWjIzBh8QkJh1LQtPR0LHeQqSoSi7CZOnv2DCxqP/3046Gancvj/pkVY2pqYmCgb25uRiCYGxsbmZqaCAQCRycnP39/IBCyc3Iqq6oqKitzcnPr1Oqa2lqY9eMTEqprarJzckD19/D0dHZxQVGPT0hAqJpILHJ0cgKq6Et6kELu5OysUCo8PD1x0wU6Sa5QYDyD62NqWlpPT8/8/Pzt27cODl6+e/vm/r17GxtXb9+6tb+/9+bVwdu3b14+f/bo4YN3794+fPDg3s7OzRs3xsbHNGOatbXVl8+fvX//7tPHD/fv34N2pE6tHhkZefr40fv37z68f/fxw/sXz55tbm6MjI6urK5cu7b5fH9vfGxMo9HUNzR0dHaq6urKysshJQkIDMTiDBF2mCW4urlhbhGfkFDf0HCISswvKDicloslYsSl8Ph8voAPuY+7h0dQcHB4RERScnJRcXFSclJoWGhScnJiUpKXt7dUJhOKhFweVyqT/d2P4S/nay3/ev76OX782KlTJ3V0dM6dP3fixM/Hjh3VN9D38PR0dXOjUilwo5FIRAqVoqOjffz4sZ+O/PTdd99+++03v/76y9mzZ5DfbGlpGRsXl5KampuXV1xS4uPrGxEZOTE5MTM709vX19DYWFpWlpiUhHRCF1dXpaNSJBbZ2NgYGhro6l7GvJFMJlkxrGzZtgqlEnLrktLStvb2gYGBsTHN8vLS+tX1xcWF8e1arPQAACAASURBVInx3t7epqamrOxs1EIwlp1dXJycnZ1dXPCP/gEBiUlJQMc3NTePj48tLi7Mzs5MTIx3dnZ2dXf39fd1dnXGxccXl5QAFGPDtAH3xsbGJiU1NSc3Nys7G2IrP3//uPh4L29vLo+LBJSIyEiMdrFMjYyKysrOBpUdtubq6mo44wEqR7kSicWIDHFxda2orEStqlWpMCCFixeiZTd3d2trayaT2dzS/D/78n/z2K0sbdm2DGsGlUZFXefxeRw7DhTsNjbWFArZ1NTEzMyUx+e5uLqIJWKZvQzzZB6fJ5FK8IoplEqhSMRgWLFsWVjHYveRlp5eUVmJbbS7h8ehJa+gsLCzq7O6pgazh/qGhqGhofX1K9t37759/ert61cvXzx/+PDB1avrt2/fGhwa7OrqGhoaWl5a6uvrKygoAJQ0NS0NMTaY9Lq5u4slErBuYIiPio5OSU1taGwcGBjo7uleX79yb2d7ZXk5OSXF2cXFjmsnEAqSU1KuXl3/+OH9u7dve3p6fHx9hSKho5OTQqlg2bLMzEzNzExtbVmOTo4BgYHAERYVFwMV19zc3N3TPaoZvXJl7dn+3utXB9evX5v495mfn79588bQ0FB3TzfkGjm5uZBrBQQGcnlcEokI78C5c2e1tC4gNg1B5uDBcezs/vtP7fffP/MFfAMDfXOCubGxkZGRoZGRoampCYVChkMkOCQEzXetStXc0lJWXj40Mry0tIjI4FqVCsv79IyM6poayAmbW1rAeY2Ni5Mr5HyBwN7BAT8sjOK9vL2lMqlUJpXKZIeuChgr/Pz9cS/BFK2zq6uvr6+3t3d4eOj+zs7nz5/evXl97drmh/fvXh+83NzcmJ2b7enpubez/frVwc729vXr18orKqKio9X19RtXr+4+ffLi+bPpmema2pqa2tqVlWWs29fXr7x5/erjh/evXh08399Hp763u7t99+6VK2tra6utbW3dPT0VFRW1KlVJaWlaejqS4mJiY4OCg7Hgl0glSkdHTy+v0LAw7BcQfA5VB/YyfIGAx+eJJRKlo6NUJrNiWIklEg9Pz6Tk5NKyMkQqp6Smurq5sTlshVIZFx/v5u7O4/MhBrJh2vzdj+Ev52st/3r++pFIJOCEhIeHnzp18vjxY2QKGVAtB7mcSCTo6elqaV0wMjIEC8WKYXX58qXvv//uhx++h5T6t99+1dHRJpKIQpHIxdXVz99fIBRaMawCAgOzsrMbGhqQbVxYVBQZFYVPoKOTk0Qq4fK4llaWJBKRTCEzrBnWNtZ0CzqRRLRhMu0d7L28vRE9WatStbW3acY04xMTvX1fpmT45AOpgYGhk7MzvrCgxYYsMCgoNS0NS3SNRjM4NNTV1VXf0IAHek1NjVAkzMrOqqyslMpkP/zw/T/+8R8//PC9qamJp5dXfEICdN0QEEVERoDHIpFKfXx9IiIjff38HORyND2+fn4Qu6H5Ts/IQGRyQWFhdk4O+KbuHh4UCgUxTfYO9nHx8cj8Liktzc3Lq6isRPh6R0dHU1OTWq129/AICAjo7Or6w4xdXa9m2bIgoQLODJlpLFsWGK4SqQSVHkASVzc3Vzc3pDsjKUeuUFhYWvD4PAe5nGPHsbCg29hYJyYlgT4WEBjo4urq4emBISdgfxh942VJTUv7EiFTXByfkDA3P/fk0aM3rw4ODl4+fHB/ff3KlbU1kHbQgi8vL717++bFs/3bt2/d2tq6f+8e5GypaWlKR2ViUlJiUhLmq3AMQ6GdX1DQ0to6MjrS1tbW0NAAC7uHp6eD3AGNV0Rk5PXr116/Ovj08cO7t29mZmfS0tMDAgOwO2exmHKFvKKiQqPRjIwMt7W19fT2zM7N3rq1tba6evPGjbt3bmOS1N3dvbq6gpDQ9+/efvzw/t2b168OXq6uroxqRkvLynA5i42N5fK4pqYmWGQYGOhDKKqjo3369Klffjlx7NjR48ePHT165KeffhQIhX/oy+24dnp6ugSCuZGRoYGBvr6+noGBPo1GFQgFfv7+gUFBBYWFEIpGRUdDbl1dU1NQWIj9cXVNTVtbW29fLzi7Q8NDlVVVQcHBYI8rlEoAixRKJfi47h4ejk5OmDFIpFKBUACELZfHc3F19fH1ramtLSktLSgsVNfX16nVHR0ds3OzV9ZWd7bvfvr44fWrg+f7++/fvXv37u3dO3cePXr49PHjF8/2P378sL+3e//ePVgPsBff3929f29nYGCgr79/emb61cHLVwcvt+/emZ6e2tzcePzwwa2tradPHj/b23u2v3ft2ubAwMDy8hJSAJaWl8bGxhoaG2HFjI2L6+npaWltjYuPR2RRUHBwbl5eTm4uJPqpaWnNzc0rKyvVNTW+fn6YMdhxuQigI1PIYOo5OjllZWe3trZ2dXVlZGZGRUelZ6T7+fu7ubtDSaB0dLTj2tkwbaBD/Lsfw1/O11r+9fz1s/v0yf7e7v37965d2ywuLnJ2cUlMTFTX15eVlwNp7ubuZsu2xeJcKpOamZuhfp86dVJL6wKakjNnThsaGVpaWZqbm/F4PGcXF4a1tc5FHb6AHxcf39La2tvXW1VdjVBqtA4urq5yhUJmby8QCnl8Ho/PY3PYZDIJD0oiicjl8RydnNCtAv1YUVlZXlEBBVxaejqytxFI7OziolAquTwukUS0d7D39fPDijokNPSQQ9fX39fc0lKnVlfX1CCUs6y87OzZM6dOndTW0cam89tvvzl27Ki+vp5cIcc14nCDEBIaSiCYW1haMFlMO64dLg32Dg5Ozs6JSUnhERHY2UMNEBIaCp0XnpiwfoGOkpySkpySkpCYmJuXB4c62OPj4+NX19eHhocQraF0dLSwtGBYM9r+J8P14OBlraoWZG82h+3k7CyVyYQikUQqFYnF6PiVjo7oVJBxrnR0lNnbiyViVzc3UEjtHRzMzEytGFb2DvYCoYDNYfv6+vb397e1tcXExrp7uFtY0PkCga+fH5pmzBK8vL3jExJKS0vLysvj4uPz8vOHhoZmZ2dBAbp+/TryzodHhnt7e6Hwb25pKS4pGRsfu3P79t3bt1dXV65fu7a0tDgxOdHT04PgMtSqqurqOrW6qrq6vaNdM6ZR1dVlZGZWVlVNTk42NjWBXBQcEoIILDd395zc3OycnK6urv3dpw/u39u6eXN/d3fv6ZNRzWh+QUFhYWFXV9f0zPS1zc3NzY2FxYXxifH5+bm1tdW9p0+2797d3NhIz8hQKJXePj6RUZEZmZnNzc1jY2Pbd+5c29x8ffDy+f7e7Vu36hsaomNikDVuZmaqr6939uyZCxfOa2ldMDDQNzDQ19W9fOnSxQsXzp8+fQpx5t999+0PP3wvFAn/XMsvXbqIEq6np4uYdlNTE44dB1MQiCVd3dzkCrmrmxsyCcPCw6HeKCgshPoyOiYmIzOzVqUC1xaQQegWsQj39PKSK+QgO8ns7f0DAtIzMsLCwwVCgUKpxMgtITER2PzikpJDb8WDe/fevH599er6i2f7r18dPH3y+Mb16xsbVxcXFzY3N148f/byxfNbW1t9fX2dnZ1AN17b3Lx969bByxcLiwvd3d2bGxuvX7/6/Onjp08f3797u/v0yfLyMpr+G9ev7+/tHrx43tnZCdt3dk7O/ML8u3dvP338sLi0iLtvXHx8aloavuCeiIuPb2tvV6vV1TU1+QUF3j4+SkdHN3d3aEWlMqlYIhZLxGgMbJg20F1KpBIPT8/Kqqrm5ubgkBBbti2dToM6AdsuRycnIpFobGxEt6CzbFl/92P4y/lay7+ev35u3rjRP9Df1d09qhmdmZ25fu3azZs3pmemx8bHWtvaMrOyomNioMoODgnh8XiWlhY2TBsiiXj69Klz585SaVQmi6mnr6enp6tvoK+trWVubkaj0awYVhcunD93/py9gwNWekXFxVgSR0ZFJSQmJqekQNweFh7u7eMjV8ixPjcxMSYQCWwO+5ACATcUPqII8wBO3M/fH1RwdMM+vr5SmdTS0sLewR6PPwwtMzIz0da0tra2trU1t7RgSzc+Pt7Z2cnmcID4OHLkJ3NzM5FYBChbVHQ00sw6Ojra29tVdXWhYWFYwskVctQ/W7Ytj893dXMrLikpKS0FkMvdw8PJ2Rnk6tS0tLLy8uqaGqwDERaJdPahoaHJqcml5aWl5aWVlZXyioqQ0NC+/r6x8bGkpCSFUmlOMNfSukAkEv6QX35w8LK+vh45pwKhEDuFgMBAKNV9fH2dnJ2lMim6MSiA7Lh2+ELiOJfH5fF5/x4POLi4uvoHBKSkplZVV8fFxwcGBQqEAgqFzOVxHeRyROSFhoU1NjV1dHbs7T69d2+np7cHe9zBocHOzs7DZUF1TU1jYyM44SC0AwlQWlbW398Py3JDY2NbezuIvFNTU2NjY41NTRmZmekZGZCXV1VXq+vrM7Oy6hsa7t65c/DyxcDgAL5bJLMFBgX19fXd2tqamZmurqlpbmmprqmpVamWl5fW1lbv3L798P793adPbm1t7WzfnZycuHnjxsLiAvyN/f39c/NzMzPTAwMDCqUSKwk6nYZLj5+/f2ZWVn1D/a2tm9MzM3Nzs9evX5uYnCivqKBSKVQqhUwmEYgEHR1tPT1dPX09hJ/q6GifP3/u3Lmzv/76y/fff/fNN//6X/fldlw7Xd3LqOX4DRp0jh0H0yy8mWGJxsUFwD4o4Lx9fDw8PaE7iYyKKioujo6JcZDL5QoFZCL+AQFOzs64zLm4ugqEApCCFEolPiByhcLTyysqOhoSy7j4+NCwsNS0tMPIvv7+/qvr61/GV93dZeXl+OxMTE6srq4MDQ+NakZ7e3vGJ8bv3rnz+tXBzvbdgYGB5paW3r6+gcGB5paWru7u2bnZ/d2nH96/+/z50++/f3518HJ9/crMzPTi4sLE5MTg0CDSxDOzsiqrqsYnxh8/evjg/v2rV9c7OjuHR4bn5udycnN9fH0Tk5IaGxsTEhNx/4iIjJTKpHZcO5gtMXxSOjqC6wcmLt2C7urmBreqUCRkWDMkUom7h4dYIra2sUY2nUKpFEvELq4uQpHInGBuYKBvYmL8lcf+9fxfOGNjY01NTZlZWYjuLiwqamlpqa6uVterR0ZHKysrIdhGEwwJNI/HO3fu7HfffauldUEoEiodHR3kcqlMRiCYnz9/TktL69Kli0QiwcjY6Oefj5Mp5PiEhPKKCphfw8LDU9PSYP9V1dXV1Nbm5uVFREZ6enkpHZX2DvY8Po9uQSdTyDY2Np5eXoFBQY5OTnQ6jUQi0ug0uULh6uYWHBICsy/caGBcxMbFhYWHx8bFpaalpWdkFBYVlZSWopwDetXR2Tk4OKgZ04yMDE9NTW5ubqytrQYGBZFIxFOnTlKpFMizNWOajs4OBJpB/xUXH9/e3g4lLR6CAYEBUqnUwoJuYWnh6ORUXFzc3NwMaTFKvour6+F2GRT3mtpaVV1dR2dnb19fc0tLT0/PwsL8lStri4sLt2/dmp+b8/bxcffwmF+YB/CVyWIaGRlyedz2/6l9O3h1UN9Qjxk7UKC4VcjsZTJ7e0xZEWfu5OzMF/AFQgGPz5PZy+y4dkwWk2HNgO/c2cVFLJGgGERGRWEejr5QIBTYMG0EQgGfz4uKisrPz29obBzVjK6vX3ny+NHS0lKdWl1YVKSur0ec66HbHhoxSPeDgoNDQkORoZKQmFhdU1NRWVlRWVlSWtrc0tLX1zc1PbW4uHBtc/Pxo0e3b91aX7+yvLw0NDzU2NRUWFSUmZXV2NS0vLz04tn+/u7ToaFBlUrV0tLS1983PjG+sLgwOzvTP9APL0B0TExScnKdWj06Ojo7O7OwMK/RaIaHh/v6+rq6ujo6OgYGBopLSgoKC+vU6s3NjcePHg4NDTk6OX1RX9KokF5SaVSpTIageuzXBwYHZmZn1tZWe3p6qqqr5QoFm8M2NDQwMjI0MzfT09M9ffrU2bNnTpz4+fTpU8ePHwMu5h//+A8en/eHWs6x4+jp6RoZGerr6+nqXtbT0zU0NDA1NTn0DeJalpqW5ufvD00lulIHuRzWgPiEhJaWltKysuycnILCwvSMDB9fX4VSGR4RDtNEfEICArn9/P09PD2xxnKQOwiEAiaLSaPTOHYcbFtwc8K1oKy8fGdne39vt6+/H/P2svLyOrUaH5+m5ubyigoo0RoaGu7f29nf2z14+eLG9ev1DQ19fX1l5eUJiYnZOTndPd1Dw0ODg4OTU5Mvnj979+b12zevHj18ODIykpObC6dGSGgo3ipzc7NPHz968vjR3Tt3YIXPyMxsaW3VaDS5eXle3t6RUVGwMmIYTiQRbZg2dly7f9+heUjo8fH1xR4hMChIIBRQaVR7B4eAwEAHudyOawf0vbuHu7OLi1QmI5PJkEbaO9jbsm3NCeZmZqaGRoaXL1/6ux/DX87XWv71/PUzNj7e1tYGiGOtSlVVXZWUnKxQKqUyKeqim7u7Qqlwc3eLiIxUOiqJJOKFC+d//PGHb7/95vTpUwyGlYurK+q9m7s7XyDALhPu29OnT508+ZuJiXFKSkp7Rwe8pPA1ZWRmgm5xiOaOio52c3dnsZjGxkbGJsZ0C7pILHaQO/D5fB6PGx4RAf1wdk4O/pPsnJzDzhvh2biRZGVn5+Xn19TWNjQ2HkahlJSWDg4OrKws37h+bWvr5qOHD9++eb379MmoZrShsRFcjvyCgu7u7s7OzuKSkuycnMCgILFE7OjkKJFKDhOrwiMiMN2Ni4/38PR09/Dw9vFJTErq7OysVanwikVFR4eEhoaFh+OZm5ySgqQvJD5hR56RmVldUwN8rEajGZ8Yb2hoSE9P7+rqmpicUKvVMnuZoaGBQqkYHBr6U7ZKPcOaQaPTSGQSm8O2sKATCOZkCplAMBeKhJh8QAhmaGgAZb5AKIQmyMLSgkqj4koEZTuPz/cPCMjOyYFZ38/fX6FUxsbFtba1rq6u7Gxv7z19srmx0dvXOzg0ODA4gO3+5OTEvZ2dzY2NlNTUyKgokVgklUnB9/UPCAgMCgoLD0eJ/cIDjohISU3Ny89PSEzMyMwE+Qe8l4bGRlToicmJoeGhrq6u3Ly8mNjYmNjYsfGxh/fvv3518PL585fPn62uroyPj49qRrGMT0tPRzMqloihV/APCMAuH4HWeG+Axe3n7+/l7d3U3IyxcGdXp4urK5PFhJ7c2NhIT0/38uVLZmamJBJRIBR6ennhsghUy/T09OuDl1PTUyxbFiSfACv9/PPxn38+fuTIT0eO/HT8+LHvv//un//8z5+O/PTnvtyWbXvxoo6OjjZm8vr6egSCub6+HsuWBaOBl7c3IDAAJINuBqRrQmIi/JagH6KQH5opQGOMjolBCoCbuztGDgKhQK5QuLm7HyoiuTyuWCKBdyA7JwcZM1HR0YNDg+/fvxscHKypqQGXCVW8q7t7cXFhbGysTq0uLStT1dU1t7Sg3jc0Nra1tYH+lJiUlJefr66v37p58+DF8xs3rr988fzTxw9Xr663tbWlpqVhhe/n7w9yw9Dw0MzsTFNzc0NjY29f7/DwcGVlZVl5+Y3r1z98eH/t2mZEZISXt7enl1dMbGxIaKhcoWDZsqQymczeni/gOzk7ww5ziEkIDArCVd7bxwcGGboF3cLSwt7BAeSAw15crpAjp47L43J5PCaLSSKTvjJcv57/CwcY1M6uzoXFhWvXNnv7ekHw8PD0tGWzdXS0TU1NmCwmnU7T09PV0dGmUMgWlhbnzp398ccfTp06aWhowONxkejFF/DtHRygVPf18/P08qRQKaamJsePH7t0+VJgUFBefn54RLhAKLBls318fQFgik9IqKis7OjoUNXVBYeE8AV8Lo+HqzfMaQGBgXBD5eXngxlZWFSUm5d3GAWhqquDrBq6XNQM4Ccrq6qKS0oSk5LSMzKampvn5mafPnn8/Nk+siXevX3z+tXB7du3YD+LjolxdXNDOlxeft7g0GB9Q0NYWJitrS0mk9i0oenH94A1Z3pGRm1tLSB3iDDJzMpCwDZaWJBt0OtHRkX5BwT4+vnBndXQ2KgZ0yDnsbGpcWJyYnp6qqq62t7BgUQiOTk7/YEVc3Dwsq5ORSQSgOej0agcOw62HhaWFhw7jkKp9PTycnF1PeS2QhPH5XHJFLKhoQGZTHJydoZnGjBRaxtrvoAPVXCduu7G9WvP9/dePn/2bG/39q1ba2ur/QP9efn5UDKmpadHx0Svra2+f//u0cMHJaWlGP/KFQqMQwMCA+FByMrO9vbxgQA+PSMjMSmporISPO2c3Nyw8PCAwMDQsLCg4OCk5OSk5KT8ggIM6qtralJSUxVKZUZmpmZMs7yy/Gx/b2Pj6sMH969eXddoNNj+IB1LJBY5OTt7eHrGJyRw7Dg8Ph+YGlu2rR2Xq1AqkYNpbWOdkJjY3t7e0dnZ0dERExvLF/BpNCqsa6amJvr6euiYLS0twFcBiTYqOrqsvHxqeurpk8evDg7q1OozZ04fPXoE2/GffvrxyJGffv75OEh8v/xy4siRn3788Yf/tS8/1MppaV3Q0dE2MNA3NjYikUnePj5SmSwkNBTTEVc3N18/P7jLgIvBRhxYPZFYjEuGq5sbhudh4eGHVR9OM1gNhSIhj8+3YliJxCIsXAB4gICxsKgI90gwYW5tbY2Nj6nq6vLy83Jyc0vLyubm527euLH79Mm9nZ3bt24VFhXhSgRVWkNjI7yIjx89Gh0Z2bh6dWf77tz83KMHD3afPjl48fzDh/cjIyMZmZlIx2lobCwoLASMFsuUzKwsDIQe3Lt38PLFlStrWzdvPt/f29i4Cm99nbpudm52bEwTGRWFrZZYIvb28cE9BiMldw+PpORkDDPiExJcXF0c5A5g3UPlw7HjyOztMTjk2HFgl2Bz2D6+Ph6enjJ7eyaLaWRs9Hc/hr+cr7X86/nrB8PzmNjY8oqK9vZ2TNiiY2KcXVzodPq5c2f19HRNTIz19HQBeSWTSbq6l48ePQJIHJFIcPdwj4uPLywsbG1tzcvPj4qOVtWpFhcXWlpbWCzWpUsXtbW1yBQySmBcfLxCqWTZsuwd7N3c3fFYb2xs7OjoADgMZFY4ajAPlNnb02hUW7atu4dHVnZ2cUlJZVVVXn4+2vG8/Hzo0pNTUmJiY8F4gYU0OSUFLmFvHx9YXJpbWuCUm5+fu3dv59XBwb2dnYcPH8zOzhYUFkZFR0O5HRsX19DYsLC4MDU91dTc5OXtnZySgjIcFBwcn5CAZX9aejom8DGxsfCRI2UOThhI5Xt7e7u6uhDtgKuGl7eXSCxispgCoQAP6Kqqqra2toGBgda2tpbW1oWF+Tu3b+Xk5oaGhaWlpc3Pz/+pltdZMawIBPOLF3WMTYyhV2dYM5DkaMu2lUi/7MuZLKZILDI3N7OwtLBiWJHJJLoF3dLSAo3aYfgmkUQUCAUpqakbV9f393ZfvHh+48b1GzeuP3r44MH9e319fR0dHWDOt7S0wAQ8NTV58OL569evNGMaSBr5Ar4dl8uyZfn6+VVWVbW0toaFhzNZTJm9zNnFxcXVNSIycmBgICQ0FAYh2KAVSiUIa7ZsWyaLFRwSkpObq9Fompqb5QqFvYNDcUkJ+r/xifHBwcH19StT01N9fX0tLS3hEREBgYFiicTN3T0+ISE0LIxCIZuZmRobG5mbmyFMlkgkEgjmVlaWJaWlN25c39nevrq+npuXJ5FKBEIhkUTU19e7eFFHS+vChQvn8Q63sbHhCwRWDCsjI0NjYyNzgjnDmlFSWqoZ09y8cWNxccHaxlpbWwtrb7jRzp49c+7c2bNnzxw9euTo0SO//vqLo5PTHzxpHDvOxYs6ly5dRHeup6cL+hudToMFKzsnp6KyEpgXvL1BQ8IePS09Pb+gwMfXl81hh4SGYiaUmZWlUCpR9aF+wILcimGF9wNfwGdz2A5yh9S0VMzA8EZNSU0tKS198uTxwuICoECqurryioqurq6x8bHGpqbOrq4Xz59//vTx48cPb9++mZubzcjMhA+isampo7MTXfXg0GBnV1dbW1tPT09XVxeoaiWlpVgndXZ1YSgFBSVQsknJyeUVFQA0tbW1DQwOLC0vjY+PZ2Vnwy8A2P7g4ODt27devnyxv7tbWloK64eD3MHZxcXD08PTy0skFsOolp6RkZObi0AjXz8/gVAApxmFSiESCQSCOZlMsmHa0GhUvOfxymB0j5QjAwP9v/sx/OV8reVfz18/gEG2tra2trX29ffVqdW5eXn+Af62bFsm04bL49It6EZGhufOnUW85pkzp7W1tc6dO3v8+LHz588plAoA2jIyMyGRq6isuHZtc39vd3Bw0D8gQOmoJFPIdAt6VVVVb29vVXV1YlIS1DfRMTF4bGG839jU1NnV2dvbC0xjcUlJWnp6VHS0vb29kZEhx44THhFx6BdX1dUh16S0rKy4pAR7d3yqMW/Pys6OiIz08fWNjIqCQTwoOBgKr87OTo1mdG119dbW1vr6lbm5uaampoiICIVS6e7hgahvVP3Z2ZmBwYGQ0NCAwEAES0RGReEOAfsQ/iwMz/MLCkBMa25uxm4YDDg4fzBIwD0jNCwM/q6AwMDwiIi4uLiU1NTq6ur2jo6m5uaBwcHFxcU6tbqgoCA3L+9/reUMa4aZmamhoQGVRrVh2lhY0C0tLVm2LCMjQ4a1tS2bDSyJiYkx2nFTU5MvxZ5ExG+sbaxJZBKVSjEyMkRdYXPYgUFBhUVFqrq6vr6+ouJi2LEwZ87IzIQEIT4hwT8goLen5/XBy/293cXFhdS0NIVSiTTof8e7VZeVl7t7eHB5XCbThkqj2jCZCYmJo5rR2Lg4D0/PuPh48Aag2wLeHC3XzOzM7OyMur7ew9OTyWJ6enlhqZGUnIwEkdy8vKjo6Ni4OBdXF4VS4eTsHBMbW1RcgeApKgAAIABJREFUnJCYyLBm4NFMJpMgD3R0cvIPCKhVqV69fLF18+bO3bsdHR1Ozs4ye3syhYxGHMugEyd+PnLkpxMnfv7tt1/PnTtrYKBvZm4GiJ6RkWFYeDhc75VVVQql8vLlSzo62tC04+MA3AJQr8bGRgGBgX/OPMWAHdJ3WP9NTU1YtqyY2NjgkJD4hITikhKAj8LCw339/PwDAkLDwhBAgNUS0nfS0tNDQkNVdXUtLS3BwcHBISEye1lAYKCfvx8Sj/gCgYUFncli2rJtpTKZf0DAxtWrT588RrhRY1MTctDxp2BtVFlVVV5RsX337ts3r9+8eX3lytrrVwcfP3748P7dyupKcUlJfEJCnVrd2tZWUlqak5vb2NRUVl6Od7Kbu3tgUBCcDljxhIWH+/j6KpSKkNDQktLSsvLypORk5AUjsgFeO8CRQkJDMdrBV2BQkLOLC0x6jU1NtSoVYLT41/gCgVAk5AsEnl5e9g4OQcHBWPpAJ+ji6ioUiZBVb8WwIpKIZDLJ2NiITCaZmpqYmZtRaVQqlWLDtGFYMwgEcxMTYwMD/fPnz/3dj+Ev52st/3r++unr70NOaF9/f1Nzc3JKCnbAbu7uFCpFS+vCxYs6RsZGNDrN0Mjw5Mnfjh49AhPtiRM/X7p0UaFUoGMICw+XymQenp4ZGRkjI8Ozs7MVlZWJSUnZOTkurq4GhgZKR2VaenqdWg27UWlZWZ1ajWxyrOKgLV9ZXVlcWpydmx0bHxsYHOjq7q6prc3JzS0uKYHHqaOjo6Ojo7e3d2R0ZGBwoKa2NjsnJyc3F75nKLDS0tPz8vMxZPYPCMCKGqRMpGMNDQ/Nzc9t3bw5NT1VWFQks5fx+HxTM1MnZ6fcvLxalWp4eHhoaKitrS2/oEDpqLS0tHBydg4OCQG0NT4hAY/U5JSUsPDwlNTU6poaREYmp6TAV5OXn1+rUiGQu7CoCJ6rltZWmIYzs7IwzMeTOjIqChTYlNTU+oaGxcXF9vZ2iP/n5mb/XMutrRnm5mbQQltYWlCpFHNzMxqdxhfw7bh2JDKJyWKiuUTLzrBmWDGsELjJseMwWUwyhQzrgamZKYhAdlw7DCQlUimezqFhYbhvwRSQmpaWX1AAXnpFZeWbVwdPHz+enJwIDg42NDQwNDQIDgkZHh5GtEx4RAR6RLlC7uLqmpmV1dzcrK6vj09IcHN3z87JWVxaHB0dbWltXbuy9vjRozu3b9/b2Xn6+PGzvT3ksMHN7+nlVV5RkZKa6u7hIRQJ7R3sxRJJalparUqFiPeo6OjcvLyGxsY6tRrzJLFELBQJQQtWOjoWFhX1D/SPT4wPDQ2VlZd7+/jQ6LRLly4iK/b8+XPHjx9Dh/3LLyfOnz+HdhyXIV3dyxcunD9z5vTx48dOnPj5woXzVgwrB7kD+jkyhSwQCjh2HDKFzGQxKRQy+nganRYaFnZYxdGXY18OY7qRkaGllaWllaWRkSGMgt4+PlHR0eh9nV1c7B0cIiIjEXUPdC5MAd4+PpFRUSC+DQ8PN7e04F3k5e3NsmVZWFoIhAKZvb2ziws8WvYO9gGBgQmJiWtrq6urK3PzcwWFhcUlJcEhIdBm5uTmqurqpmemr6xfaW1r6+/vHxoa6u7u7ujoWFtbnZicaGltqVOryysq2js6tm7efPzo0djY2NDw0NDwUH5BAeKPMbKCWgIU57DwcHcPDz9/fzwB6hsalpYWEUp78+aN/IIChVLh4+tTXFISEBgIrjC0n3iG4CPmIJdjNZCVnd3Z2ZmdkwPEL/SwEH5yeVxE67q5u8vsZQjCATNYKBJRaVQ4CXH3NTU1MTc3o9KoXB5XIBRYWVmam5sZGhro6Gj/3Y/hL+drLf96/vopLimBkhzj7oGBgfr6+uCQENAnRGKRzN5erlCIJWI6naaldeHkyd9+/PEHREqYmJokJCb29/er6lRwuFZUVuKDnZuX19jU1NPbW1hU5OziYm3NMDU1YTAY2TnZ09PTkM/UNzQ0Nzd3dHZWVVdDNtzX1zc2NqYZ00xNTa6vX1ldW11YXACJfW5+bmZ2ZmZ2ZnJqcmJiYmp6anV1ZXZ2pqe3t6urq6m5GQUS7p3YuLi09DSJVCIUCfFMQb5CcEhISmpqeUVFT0/P1PTU5NRkZVUVdm9wokdFR2NgoKqrm5md6eruUiiVpqYmRBKRL+ADiwa+aWpaGhhVmA0idxKqdSTBf2G519VVVlWVlpXV1NbWNzTUNzTUqlS1KlVFZSWsvSClpKSmImDN0cnJ1pZVUlra3t6enJKSnpExPT39R1aMWs1kMU1MjA3/XciBv7W0shRLxOYEcz09XVj2GdYMINLYHDY4PFYMKzaHDUQG+UvJRzArTyKVSGVSJEo5OTuHhIbW1NRcv37t4f37t7a25ufnwAotLCpCCPSTx4+f7+91dnXa2rIMDQ34An5La2t9fX1MbGxKampQcDCbw5bKZKFhYaDSgpwTFx8fFBysqlPNz8/dvXPn1cHL/d2nQ0ND6vr6tra2O7dvP3r4YHxiPCMzk8liWjGsHORy7EdFYrGDXO7o5HQ4joZxH9lrGOR4eXuJJWLQP8B9s2JYubi6BgQGpqalxSckODo5WVpZHnIRtLW1Tpz4+ccff7h4Uefs2TOnT5/S0dEGkY1Go5LIJMjOSSQiw5qBVHgXVxdPLy+JVCqRSnh8/mH+CuYcRCLB0sqSRqeFR0Sgih9WdCaLaWCgj3KOuoLvEJ2xt49PdExMckpKZFQUarOziwuGAVweV6FUquvr8/LzPb28fP38QH8bGBioqq6OiIwE39TCgo4lsVAk9PH1tXdw4AsEALB7eXvn5ee3trYiD62ouBhqlbz8/IbGRtwv+/r73r9/Nzw8XKtSdXV1DQ0PtXd0VFVXQ73YP9B/b2d7Znbm6tX1gYGB/IKChsbG6poa9OWHO6zhkeErV9Yqq6qkMhnmJRhEBQQGxsXHl5WXDwwMDA8P5+bleXh6+vr5hYaFyRUKRN07u7hAYeru4YFhYVFxcUVlJajMmrGxlZXltra2oOBgpaMjm8Pm8nhI/+MLBK5ubmnp6d4+3gKhAGOesPBwewcHKpViYmJsamqCqHIKlQLIMYVKAWGJTCZRqJSv2rev5//CSUpORiqir5+fWq2+ur5eXVPt4OAgFInw6ATumEAkQPIDN/Y//vEfR48eIZGIgUFB2Tk5YeHhzi7OqWmpQ8PDRcXF9g4OtmxbRydHdKhAfDAYVgSCuYenR3d3d09vT0dn58jIyMTkxODQEGobil99Q0NLa2t3T8/E5MTc/Nza2ur1a9euXdvcvnv36ZPHjx4+vHnjBsr5wsL89Mz0yOhIW3t7eUVFQWEh4DYenh5WVpaXLl3U09M9evSIqZkpSjWmeckpKRWVlUDDNjY1SqQSKpXi7OKCkpOXn4/sS7Q+QMrExMZAdJOXn5+allZQUDA+Nrb79Mnvnz/9/1+/fz44eLmxcXVhfr6rqwsTS1wvsCNMTknJzMpClhoSVmpVKpiwoSSAlSAzKwuauJ7ensysrLz8/MXFxT/U8pqaGhKZpKt7WVdPl2PHwfbd2sYaGSr4PceOIxKLaTQqnU5zkMuFIhGXx2PZsjh2dsh5pGE4b2lBo9PsHezhZZIrFI5OTp5ennA8l5aVDQ0Nzc/Prawst7a2quvrcV8Bt6elpWX3yZPqmhp4viHLr29oUKlUDY2NMbGxEBL6+vnK7GUisQivJ1rnpOTk+oaGsfGx9fUr+JmOjI5Mz0zv7+0+uH9vfHzM08sL1kRHJycs/jFXIJFJDGuGp6enr5+fm7u7q5tbdExMcUkJXnMnZ2fAvGh0GgC3UH6hItqybW2YNiYmxtCgnTlz+syZ09999+3x48eMjY0uXtTBwBxBcwCnc3lcyOgsrSxFYrFEKrViWFEoZAsLur2DPV5ngVDAsmWhkNPpNJFYbG1jHRIa+ocZO8uWBbX8pUsX0frr6+uhlkfHxKBLBqjV188PCkE4O6QyKQICoHJPTEpCWHB1TU1mVha8XmwOGwFocBsiVkeuUKSmpRUUFiIoz9LKkmPHcXRygs0BYszSsrJbW1ttbW21KtXo6OjExAQs/rUqFaoplG7DI8N37tzBZbSktBSqlLz8fHz0gEXq6OwsLikBYABTOiTjxcbFYUUSEhoaHBKCOAaWLYvL4znI5X7+/nwBXyKVKJTKwKAg2EPAw8ekLTsnp6y8fHxi4uXLF9NTU4FBQS6uriA9QPyIMBV3Dw+JVGLLtnV1c1MoFbCe0+k0vM4kEtHIyNDExNjY2IhGp1GpFDqdxmTa4D2mr6/3dz+Gv5yvtfzr+esnIzPT3cODL+BbWVnace0SEhMDAgIMDPR/+eXE6dOndHUvX7yo89tvv/7yy4nffvv16NEj3333LfhoWloXWCymSCyyYljBHKVQKgsLC1V1df4BARKpJCIyEjIx6F9c3dwIRMLZs2fc3N1GNaOjo6Ora6u3trYWFhbq1Gowk+Epqqqu7uvvn5ubBehxeWV5Z2f7w/t3//Vf/+/zp4+PHz+amJwYGhoaGRlBlFNTczMSlItLSkJCQy2trL7//rvvvvsWTt9vvvnX+fPnmCymWCIBCia/oKC9o2N4ZLipuQlyfU8vL2DAQZUvKS319vGWK+SJSUmtra3dPT2JSUmQeZeUlk5OTr79N9zq06ePv//++ffPnz59+vj508fff//8+dPH/f09zdhYfkEBxNtwzyOWCogVrNUbGhuREotnFpbr8LAlJiX19fdPTEzcuXP78+dPf8g8raysNDY20tW9bGhogPk5jUYlEgkkEpFuQWeymFQqhUAwt2Xbmpub0ek0Hp/P4/N5fJ61jTVG7tY21qhDdAu6ubmZUCSCQhCyKRqdJrOXgRIDCzIWutjul5SWVlVXQ8aPzUJZeTkM9GXl5WXl5T09PSOjo7iIxCckSKQSO66dl7d3QGAg5OtgsOPK0tLasrq6sr5+ZXll+f69nQ/v3+3vPq2qroYwjUanoc1F7Juu7uVff/3l3Lmz58+fu3hRx9DQgEQmRURGlldU4G7k6OQkEotBFAGrAEJLK4YVl8e1YdpAHABUi46O9qlTJ7/99pszZ07r6elqa2udOnXywoXzly5dRAA8k8Xk8rgYWXt6eUllMj09XQxsQZixtLLU09M1MNA3MzM1MjKk02lMFhNahKioqD/r2DG0x5+ur6+Hou4gd0AXjh4aEUQurq6YOUdGRQUEBgYGBcFJkZuX19bePjw8rKqry8vPR3Kan7+/SCzy8PQUSyRkChkpO1KZLCIyMjcvLzEpSaFUWNtYY0Lj4uqKHxmM4yjnPb29YMU829t9+vjx0tJiY1NTWVlZX1/f8Mjw6upKb28vFuSwnsIy197ertFonj/b39m+W11T4+nlhbBwkVgEOhv4RQxrhq+fH8ZXcB+4ubvLFXIujwsogoura1JyclBwMO4fXB6XQqUEBgUFh4Q4yOWxcXGlZWWaMc3e7tOuri5vHx+M2aHMyM3LA+QOq3oujwumgo+vj4+vL3ZPJibGZAqZRCKiRwfY+PCLQqXof9W+fT3/B05Kaqqvn58t29bAQF9L6wKBSPDz93dyctLSunD69CkM1VEX//nP//zXv/753XffnjjxM4lMcpDLnZydQajW1tYyNjaiUClyhTwpOdnZxVlmL0OMGHwjwSEhmCTLZDKlUrG2unr//r3t7btPHj/SjGnyCwqCQ0KQGx0XH4+J38TE+Nra6ubmxrVrm/fv7Xz48P6//uv/gQ69uLgwOzc7vzA/OTWpGdP09Pa2tLaCz1pWXh4ZGXnxos4//vEfyJP+xz/+4/vvv7t4UYfN4bi4unp5e+fk5g4PDy0sLHR1dcXFx9tx7cQSCaRPP/98nMViRURGCoTC33779fSZ0wKhoKKioq2tDdLixsbGne1tVPGPH94jjxklHL8ipPnZ/t6oZjQ6JgYYVFu2raWlBY/P8/H1jYuPx56yVqWClQ72+sqqquaWFpDYs3Nympub9/f2fv/9838f1aIvr6qqgg2aSqNSqBQSmUShkMlkEpFEtLaxRuodwNRGRoZGxkZUGhVKKGumNdxrZmamFpYWxsZGRCKBzWErHZW+fn5A4dowbcgUsrWNNbbmkKS5ubsf6pKioqPDIyIqKisxPi0qLq5Tq+vUamwN6hsaZudm5+Zmi4qLYY4SikQ8Pk8qlVCpFDd39/CICOiNwd8Nj4hQ1dVtbm68f//u3s7O3u7u4uJCdEyMQCiwtLLkC/hUGhWTdk8vz1OnTp46dRJ9M755CpWSmJRUVV3d0dnZ1dXl5e0tEouxDUXHbMe1s7SyxEt0qP+AklxL68Kvv/6ipXXBxMT40qWLiA46f/4chUKGHt7SytKOa+fr54fwUIFQAKouACxA51JpVBKZRKFSTp8+RSKTqDQq2vTYuLg/zNi5PC7qN+itqOtEIsHTyyslNRVzI6DCIctA5h4o9CiTcoUCfpP8goLikpKk5GQ/f/+w8HDQ3FxcXQ+Z/Bw7jkQq8fbxCQgM9PTyktnbQwTH4/PBRS4rL79z+/bw8HBWdnZ6Rsb6+pW1tdWPHz9sbd3c2d7e2326s729v7u7fffu5ubGra2tyanJkpISZMTl5efn5ObmFxT09vWWlpWNaka7urvj4uOdnJ1RyK1trBnWDKFI5O7xBemPjwAcg2wO283dPTklBY8dhjWDyWLivSeWSERiMS6jkD26uLoiEG9lZaWnpyczK6uisrK+oQHRO7huAh6Fv6m9gwOTxQK/ViqTEYgEEHMNDQ1w6wLkh0ajWlhagD8jEApodNrf/Rj+cr7W8q/nrx9IiL28vQVCAXDTJDKJY8dBfvapUyd//fWX48eP/fTTj2h2tXW02Rw2kFJ4pBoaGhw58tM33/zrX//655EjP509e8bAQN/bx7uxsVGtViP2Gz3EYf/R1Nz04vmzt29eP370cHp6Kjcvz9fPD1Kp5JQUVV1de0fH8PDwjRvXd7bvXr9+7d7OzuOHD2/fvgWwtmZMMz0zPTk5eWgwm5icGNWMqlSqtPT0wKAgeOHMzM1odBqZTBKJRTDvdnR29vT1FhYVAQHW1t4+MjoSExt74cJ5ILW1tbU4dhxouXNyc+3t7U+eOmliapKfnw91enNLCwKY37198+7N61cvX7x9++bTp4+fPn74/Onjh/fvnu3vra2tbd+9u37lSlZ2Nl/Ap1ApJqYmeIKbmZlyeVxXNze8JgVFRSB0xsbF5eblwXqbm5cHlxea9fX1K3+u5aZmphaWFpZWlixbFpNpg/JDt6Dbce3suFzIgmzZthw7OyuGFceOAxM5FFtmZqba2lqGhgYEIgHWapYty97BAbZ+NoeNKT3LliUUCYFxdXJ2Vjo6In0uPCJieHj41q1bPb090TExWdnZNbW1dWr18PCwZkwzNz+3s7398sXzsvJyQMVdXF2FQiEI5FYMBsSAvn5+2Tk5iNuJiY2dnJx4/ergyeNHaAH9AwKkMhkC3GzZtskpKWq12sXV9ddff8FK+9DZZWpqIhKL6tTq1rbW4ZHhhMREiVQCzBmVRiUSCeB0YgVOJBHBacFS/L8D1S9dukin0+BcMjMzJRAJMGcjPlUoErI5bAMDfYY1w5Zta8e1Y1gzKBSykZEhSj6FQtbT09XT04U/0MKCHhEZ+QdPmh3XDhcIjPEvXtTR09Pl8riYV+MjEB4R4e7hkZuXh4KdlJwMVjEYvWwOOzYu7pAeg7sy0mgqKithEPDw9ET5xNLE3cNDrpBHREZCBy6WiEF2Ki4pwb4Dffna2uq9nZ1HDx48fvjwwf17jx8+3NnefvL48ebmxsrK8qOHDzVjmqTk5PaOju27d96/f/f08eP8/PzgkBB8h1KZFBG6rm5u3j4+EqmUy+OSySSRSOju4cHmcBydnERiEWCrCDELj4jw9PLi2HGoVIrSUYmxEMYGEO6xbFlCkYhhbW1tY02hUg71cXVq9c2bNzs6O6Oio52cnQVC4eH2hEanw+lq7+CA4RN++qjl+uBM6+sBg499jQ3Thi/gU6mUv/sx/OV8reVfz18/ERERoEVCsYy6gjhwdw8PkVhkx7UzNDT45ZcTFy/qEIkEVzfXisrKnp6e6pqaiMgIhVIpEovEEolQKGQwGGwOG9wMExOTpOTkhcWF4ZGRpqam0dHRUc1oW1tbTW1tQWEh5qJbt7Y+fni/u/u0f6AfmvDyioq2trbmlpZalUpdX9/T2zs2PjY1PTUzOzMxOdHd0wPRXFNzc19/P9rxjs6OmZnptbVVzZimuaVFVVcHr/b0zPTC4gKAnY8fPnz5/Nnr16+eP9vXaEaDgoPFEomfv3+tSrWysry2ttrW1hYXHy+VyfA6VFZWtra2IrYcwdWquro6tbq4pATDvdi4OCwCpqanxsbHxsbG5hfm79698/b1q3dv3+xs311eXlpfvzIxOZGQmAja2s8/H0fqxqlTJ83NzZSOysioqLT09MioKKlMRqFSsEzFDNbQ0IDNYXt6eYWEhg79T+7bl1puaoIkCTaHzWTaWFhaHMJcOXYcjh0HxFY8OtkcNkavCFWjW9BRs0lkEhLqDkfZllaWEE8JhEI7rp2bu7tEKgFpRCgSgRZXXFLy9s3rly+er66uxsXHZ2ZldXV3Y4iysrI8ODh45/bt3SdPlpeX1PX10JkLBAKIjEJCQhYW5ru6u+Li48MjImpVqqbmZnV9/fjE+MbG1fX1KyMjI6OaUUTFyxVyRycnB7lcXV9fXVPj5+9/6tTJ06dPXbhwHg26trYW7kZl5eVIxCqvqBBLxCxbljnBXFf38uXLlwwMDczMTM3NzbCMOCTDAA5jbm5mYKCvo6Ntbm4mlcnsuHYEIgGbCL6ATyASIIQmkUn4VSAUWNtYY5tuYWmBe4A5wfzwokAgElDv/QMC/sxj19HRPrSl4R4A3BtYCK5ubtgB5xcUlJSWgkUYEhrq5e2NkbtcocCYHbqN8IgIL29vbx+fhMREUO1gbINjIjIqCtQguULO5rDBR0tKTq6uqSkqLs7IzGxqaiouKWlobCwuKQGFCQVeXV/f1Nw8Ozf7bG/32d7erVtb9fX19Q0NwyPD/f39N65fv3Hjend3t7ePD5fHc3Vzw3sM10qoLGk0KoFIwLrHwtICweq+fn4gHOPfwa94iyIHBdZwgVCAfEUwHFPT0pxdXKxtrAkEc2CRAKCFEv7fNwChUCQSicVsDtvN3c3VzU1mL8P/Cl4P2D1MTIwPFxwmJsawdMIGQiaT/u7H8JfztZZ/PX/9tLa2Ilwc7PGY2Fi4fv38/VPT0mpqa+rr69EKICmkuaUF3ObCoqKs7OyAwED/gABfP1+QxaxtrM3NzZgsJpPF9Pf3X1lZPnjxfG/36bO93Vu3tkZGRhoaG9GjQyRfWVn54N699StX8gsK6hsagPQqLCqCdRsaq0OCG36FswshJXiC9/b19fb2DgwMaMY0o5rR4eHhhYX5vadPXr188frg5auXL969ffPp44c3rw5ubW1VVFbikVdSWtrS2rq0tPjg/v2J8XHYXbJzcto7OpaXl65tbg4ODQIbh6YnKDiYw+FAAKijo+3t45OQmJBfUFCrUrW3t2O2vLW1NT0z3dnVeW1z4/HjR13dXX7+/mj7gAk7duyoiYkxcruVjo5JyckQY/v5+9PodC9v79i4OAKR8Ntvv5qbm9lx7bhcbld3959qeSVWxVYMKxqNam1jDfsslsFGRoYUKsWKYUWlUdGFo+of2srxALWwtDA1NbFh2nB5XCqVQregw26OmSdyzRMSEwFy5wsEiLLILyhYWlraffLk7ZvXO9t3Y2JjPTw9M7Oyvmw3oqLy8vOXlpeGR4YbGhs3Nq7evXPn6tWrmjFNR0dHV3fXxOQEhNAInUzPyKhvaIDGqqq6urGpSV1fPzY+VqtSBQYFAQyCfLm09HSOnR2yTE6c+Bnk1F9+OXHu3FkCkZCekTE0NDQ4ONja1ubk7Myx41hYWpiZm2lpXUAHBsW4kZEhnGMUChnOMaFIxOVxL12+hBpMIhEtLC0gICCRiFYMK1MzU1yzjIwMzQnm2D6Ym5tdunTRimEFK7m+vh5G90DN4AX/cy1nspgXLpzX09M1J5hTKGTGf4OWJCQm4u/r5e2dlp7u6eWFPD2EAXp4eqJOY9oPmCuIPUpHRx9fX3gx+AK+s4tLQWHh1PRUR2dnWHg4LmQisdjN3Q3Q07j4eOBoEpOSkGOLSN+o6Ggvb++ExMSFhfkH9+5tbFytqKzMLyjIys4ODAry8fVV19cjy25ufm5peSk7J8fSypJAJGAeTiQRpTKpl7d3RGQkMlvFErEt25ZMJjGsGegKkAIgFAmJJKIt29bRyUmhVEplMjKFTKfT+AI+VjkKpTI6JmZgcGBubnZickIzpsnMypIr5F/ww1QKODD2DvboItw9PGJiY1H76XSajY21g1weGhYWERkplcnodJqBgb6hocHly5cMDQ3MzM2QM3uYH89gWOEG/Hc/hr+cr7X86/nrZ3lleXJqUlVXB0F7ekaGf0AArC9R0dHwamdmZRUVF3d2dj569PDg4OXW1k3NmKalpaWurm5sbOzatc2RkWGYslzdXPX19S7rXnZzdysuKenq7l5eXl5YWCgqLkbb3drWpqqrS0lNBadJIBS4urnWqdVz83MP7t+/f29nbExTXlGRmZUVGxeHIGeEZ8QnJEDvXadWQ2ZVp1Z39/SMjo4ODg22t7cPDg0ODw8DRzUyMrK/t7u/t/tsf+/tm9e///758+dPL1++WFxYQARybl4e0tL6+/snJyc1Gs3I6MjY+NjKyvLKyvLW1s2VlZWh4eHCoiJvHx+FQoHHFpFEvHhR55tv/nXixM9MFvOQwwoATn5BQX9//9TUFEK1d7a3W1pafP38MOPV0dH+4Yfvv/nmX6dOnWSxmJg/JyQmIqSkoLAeioUhAAAgAElEQVQwMiqqpra2s7MzOyebzWGTSEQAWfv6+/5QyysrK4FiFQgFXB6XYc3Q09M1MDQgEAkmJsZsDhuS6UuXLhoaGly6dJFAMEd5o9KoqP1m5mZmZqb4z0HIMieYEwjmGMUzrBlAVaNVhW5OLBEHh4RcubK2trZ6/fq1z58+7u3tpaalkUhEEplkaWlhy7al0aiOTo55+fl5+flwkN+/t7O6utLT2zs8PNw/MHD//r379+51dnZiGAukdkJiIsIo4xMSWlpbOzo7CwoLEQjm7uGRmpaG3hTCt+PHj6GQHzt2FNhUCoXs5+/f398/Mzszqhn18fVlWDMOjcVof/X19awYVqamJmQKmUKlYN8Br5dYIsZc3cBAH6o3Y2MjvFag0Wlra509e4ZCISMSEBASmACNjAy1tbVAjoPZDNI5Y2MjH1/fP+vYMd01NTUxJ5iTyCREAiJdHvlmHp6eKHJYPcBdguB5wBgAPsrOyQHsBZkiTc3NIN4np6TAPh4eEYEfLsuW5eziApgu/ocILAGjHoP38IiIjMzM2Li4iMhIoI1i4+ICg4ICAgOlMpmLqytQ5yKxyD8gAIt5Oy4XxdXSypJEInJ5XP+AgLDwcLyZU1JTvby9oV6E+wDhvAhw4wsELFsWtOgkEsnMzJRCpSgdHeMTEry8vUHxU9fXT0xO9vT0VFZVRUZFKR2VPD7P7v9j772fokrXttF/450xJ0BJknPsnDPQiW66oQM5KhlEyTmDJEGiZMlIEkmKYhhzTqDO3jPGCaap88Pl9Dfbfc4vc76qqXrLp7ooxGaxetGs+7mv+wpSCYvFZLKYYokEmkncqZJTUsABDAwM5PF5EqkUMjllQACDwcCk3MXFGQx2/DEiWJlMIfuJxdjP/dO34S/rWy3/tv7+Wjm7AtfGoaGhe3fvLi0uFhUXg4SSkJjY3tFxbvXc7du3Hj16+PzZs3dv37x78/r1y5//9eL5nTu379y+9duvv3z8+OHXX3958+rV9WvXyisqkCPS2dU5MTkxPDKytLR45syZvv5+OJ8A3zuUkZGalpaXnw9KLVTC7R0dUKkNDg7Cywk53zm5uZlZWajlZeXlUHU3NDa2d3TA3XN4eHhwcHB4eHhhYWF19dzs7Ozi4uKD+/cfPXr42y/v3v/+24f3v79+9fLi2hpOo7KqCkLwgcHBs+fOXr58aWZ2ZuXsyurq6sW1tfv37y0uLa6cXZmdm23v6KisqjoYHx8QEADykcjHBwxqvoDP4XDAPQ4LD5fJZckpKSeHhh4/fvT7b7/+8vbNb7/+evvWrYLCQhqdBlKSl5fnnj27d+7csXPnDhsba4VSkX7oUHlFBTzskLc9Ozfb3dOTkpoaGBTkr/DPys4+c+bMf/flJBLRx9cnMCiIy+VwuRyNVguSXVJyMuxUxRKxVqdTKJUkEtHXz08dGMhis2BuymKzmCymVCaTyWVsNotIJKBVhZ07kE8olWVyGUqC3N//8JEjly9fevXy5ytXLj998uTTp4/rT58cPnKYQPCmUil0Og2eqa5urlwe10/sp9Pp5ubm1p88WX/yZGVlZfDkydu3bj188OD2rVtraxeQCKIMULJYzOCQkABVgFgiRpzayMjI0bq6mtpaJOTCA1yr07m4OMOdDbYtIJ/b29u5u7v5if26Tpy4eOni+tMnZeXlTBaTTCYxGHQqlcLhsAGJc3lcdNhkChmqcaDuqOu2tjauri7gf6A229rawAFGKBTY2dmCF0IiEWFpzBfwMYj18HAnEgngsrm7u1lYmFtZ7XdycgwOCTFw3/744/Pnz5/8Ff7QlyMkzcCfCAsP1+n14RERUFrD7hQx2/A9zTh8+FBGRl9/f119PTRadfX1hUVFhzIywsLDU1JTyysqQFGMT0gIDgmRSCVcLpfFZkXHxCD0Ux8crNPrh4aHa2prNVptZFRUcUkJ9g2w84NJUW5eXsbhw1HR0RqtVqfX64ODIb4oLSvLzslB04y5ta+fL5VGZTDoNBqVxWJKpJLAoKCY2NjgkODomGh1oNrH18fAXAPgQaVRA1SqtPR0daCazWaBveEn9qNQyDQ6jcNh+/r5BmmCUlJTkYaScfhwRWUlDHPCwsMFQiE2lBwuRygSpqSmFBQW6oP1Or1eKpOqAwPBucPugcvlQNZBo9PIFDKG5UBoYCltGHMwmAwfXx8qlfJP34a/rG+1/Nv6+2tmdmZ0dLS1tbW6pqajo+PU1Knevt4jmZll5eULCwsvf/rp119/efz40dLy0q1bN3988fzypUszMzNraxde/vzTr7+8e/vm9a+/vHvz+tW///Xj+tMno2OjHZ2d/QMDgMSXV5Zfv3r5+uXPz589Q4oDvJoRX4ZAiOaWluOtrckpKeEREYVFRZ1dXUtLSytnVzo6OwHjo/RW19TUHj1aWVWFgEVonXt6ewdPnuzt64ORXP/AwKmpU2fPriwsLkzPzFy6fOn69Ws//vji2rWr165dHR0dbWpuhg9ofUND07Fj1TU1S0tLP/zww+Dg4Inu7tHR0b7+/vn5+cWlxbHx8d7e3uOtrZOTk719fVnZ2QcOHmCxWWwOWyqVqgMDwd63tbXx9PR0dHK0t7fj8riHjxwZGh6+ceP6L+/e/vrLux9fPD9+/DiVSnFxcfb08vTy8ty71+T777/btOn77du3mZruIxIJYrFfWnr60PDww4cPbt26efXq1fHx8faOjsampozDh7Oys+fn57+q5a2tx9FesFhMjMNRA1RqNY1GBahIpVHpDDqZTMJkXSAU0Bl0OztbAsFbJpfJ/eVSmZTFYsKxBGZwQC/9FYoAlUoml6nU6gCVKiQ0VB+sT0hMuHb1h3dvXr/8+afz58/fu3v3p3/96/LlS0XFxepAtUKp8PBwBx7A5XJsbKwtLS1YLGZjU9Py8vLyyvLC4sKNG9c/vP/9zetXt2/f7u7pgaKaQiGDfYazAoAMn76GxkZI7VHSxBKJvb2dldV+MzNTU9N9BqdVGKG7ubmWlpUNDQ9fuXK5vaODy+OyOWwmi0mmkCEpRvn0JngTCN6w6SYSCQAtMDi3tbXBJ4BesEswMzfzJniz2SwnJ0cWi4lpq52dLXxmMGWHz6uV1X506iYmxqam+7Zu3aJSq/87Jw3aEBsba5y5nZ2tk5Mjg8lgMBkQiMvk8pjYWJ1eHxgUFBEZCWobjF2R0QfP47T09PCICPg4IfhcHxwMYboyQInWXyKVRsfEoJCz2azYuLiOzs6Gxsaw8PDomJjMzMzIqCiDRh8eEiGhoYYYdXS66sBArU4HjZ9EKkF8bUpqqk6vl8nlVBoVv3dQ0GVyWWhYmDJASSIRZTJpWHi4j68PCirefhj0UGlUBpPB4XI4XI5CqYAqkkancbgcdaBao9UEqFQyuVyhVARpNDq9PjklpaCwMCIy0tfPVx2oho4gKjpaoVQgQ4VCpXh7e/mJxVKZDK/dw8OdQqXAFgYJK0wmA9C6QRbo7e2FM6FQyN+8Yr6t/w0LCdCGwOahoSFEcJ6ePz0/Pz/351pYWLh//94v797+/NNPd+/ceXD//r17d5eWl9bWLjx6+GBj/enTJ0/W1i4gXAETuLr6+hs3b7x///vLn3+6du3q6fnTC4sLFy+uXbly5dq1q5cuXZybm6uprUXE9cH4+OCQEH+F/+Ejh69e/eHBvXvDIyNV1dUwWYNYGfxzzMYam5p6env7BwaOt7Y2NDa2trV1dHaOT0yMjY+jxk9MTFz94Yel5aWl5eXBkydramth1dLd0wMLrazs7JqamnNnzz64d+/MwplTU1O3bt5cPb86PTM9NjY2PTM9NT3V1t7e2dk5Pj5eUloqlUr377cEXykyKgqmtjY21nZ2tubmZsbGRvv27XV3d9PqtLm5uV1dXaurqz//+18DA/0ODvaItd6yZfOWLZs3bfoeSrktWzYbGxs5ONi7ubkmJCYODg4uLy9fvLh26tQppKtl5+Rk5+TMz5/+z1r+pq2tzcPDHQJxBJ1xuBwKlQKGNoHgDW9LdWAgmm8kqQhFQh6fp1KrwfKl0agkEpFA8IabCkS9SDeXyqQKpUIdqEYflpeff2Z+/s3rVw/u3z99+nRDY+P8/Py/f/zxhytXSsvKkJYtk8sFQgEIdGwO293djcNhH8nMLCkpOdbc3D8wMDwy8uOL57//9itmsdk5OdExMTBShWeLvb0dj8eLjYszpNYeysiAC01qWppEKkEJtLAw37dvr6npPmtrKyur/fjo4GBPoZALi4rOnju7vLyEvhwV3aA3gxWrmZmphYW5ra2NhYU5KOWgGri7uyFugE6nOTk5UihkCpViYWFubGzk4eFuY2O9f78l+FOYeTs5OVJpVDc3VyKJyOPznJwcYbdnb29nYmJsaWmp0+sNBq4GTZqTkyPOGaeNV+3m5spg0CH+DtIEoUE/GB+fmpaWnJKSmpZWV18Po5XEpKTcvLzcvDxMytENx8bFhYaFhUdEIK9Wo9WA0AdaPrYFEIhC4iEQCqQyKSDrkNBQsUQCr9/QsLDIqKhDGRngsqjUaqgbkpKTgbjg7SGWiFlsFofDBswD3TaJRATTkMPlAAjh8XliiQQEDhKZxGDQMZLAjgHmtSQSkclkEIkEPIfNYfsrFBg3hIaF+SsUyDbFNCo1LU0qk/H4PIVSGRoWFhwSEqBS0RkMBoMOtgf4niQSEUNxEpkED74AVYDc35/L5fD4PLhlODs7wT0GAUV0Oo1MIf/Tt+Ev61st/7b+/qo9evRIZmZCYmJNbe2NG9dfPNu4evWH48eP5+blzczMrKyspKalxsTGzMzMPH3y+Pr1a48ePvj1l3e///brq5c/X7lyZWBgAI6e/f393d3dCPrs6+srLCqKT0ioqq5Gg1tcXFxdU7O8tHTnzu2R0dHxiYnr16/1D/RDigaaa0xsrDowUKFUNDc337t3d2R0BGYjcAXPy89HFCOcSSDaQcZJcUkJXEqmpqcuX740Ojra3tFxcmjo0qWLZ8+dnTw1WVNbezA+PjEpqaCwsLOra2h4+OTQ0Nzc3PLK8tDw8PyZ+YHBwdbW1suXLj1/tjF5arKxqenk0NDE5OTk5OTc6bnT86cxqow7cECn02VmZYWEhgqFAiaTQSKTiCSiWCKW+/vz+Tykydna2gQGBU6eOvXq5cu52VkiiQinvK1bt2zevOm77/4Hj82bN5mbm7m5ue7bt5dCpSQkJiI5prmlpbKqCrlq5RUVKysrX/XlHR0dQpFIHRgYpNGAWU2hUiC84fK4Mrlcq/siJIuOiQlQBcjkcuRlyf39A4OC4MrHZDJoNCqZTBIIBYgEheeJn9hPGRCgDlSLJZKw8PDKyspbt26+fv3qzu3by8vLdfX1iUlJw8PDr1/+/HxjHWTJwqIijVbj5eVJpVE5HDZm805OjvAN1Op0hzIyKquqNtbXX796ubZ2obqmpuX48cKiIsRgEAjeZDIJUdMxsbFgaGNGjrFoQWFhQkKCi4uztbWVmZmpoSlHXURJdnV18fPzbW1rGx0dhSSdQqWw2CwikeDo6ODk5Ih9ANJT0B+bm5uhn7a1tUF1Nzc3g8sCCvb+/ZYmJsbgzOPHIYXF1dUF4SvOzk74BM4zHh7uLi7O2Gfog4P/m8eO0budnS32JTisg4M9mULmcNiwcwlQqWLj4qqqq1GzD2VkFBQWAs0qLCqqqa1NSU2FqRmubVR0tEAo0On1mVlZMJkBtABiozIgAOm3oLAFqAKgvOfxeUEaTVl5eW5enkKp5PK4UplUKpOq1Go0uywWk86gq9RqoUhIoZBhg0On09DvkilkaCiQV0YkEmCziJ4Yb0V8AsoCyOQQU8BEj0qlsNgs7EgIRALMEoI0GmQTKJRKnV5/+MgR/BUg0+jwkcMqtUogFPj6+crkclwxsUTM5XKYTAaLzfLy8kSdRpgsi80SS8Rw2BWL/Xh8HjaOeLdgywtTfco3jP3b+l+w0tLTj2RmpqalHWs+9q8ffzy/ulpRWZmQmNjc3Ly6em5mdha0tfaOjunp6b6+vsGTJ5eXl59trP/y7u3Ln366fv3a5KnJ+fn5H65c6ejsLCounpubXV09d7SuDjoTeEBmHD58+MiR2qNHJ09Nnls9t7S0dPny5UsXLx6tqzN4ikXHxGh1OjaHrVKrunu6e3p7C4uK4EwC0/LcvDxsFI7W1R1rbsYeYmx8HEYuwCHr6uvPnJlfWDgzMDh46dLFu3duz52e6+zqQsjm8dZW2JK8e/f24YP7E5MTObm5lVVVZeXl7R0dV65cXl9/OjY+Pnjy5NDQ0NT09NMnT3795d3zjY2lpcXGpqbklGQ/sV9mVhYiyTVa7f79lvv3W3J5XESkHMrICA0LE/mI0tLTJycn792929raGhYevnnzps2bN1lZWzFZTNSGbdu27ty5w8pqv6uri6Ojg7uHu0QqORgfD5ZfckpKdk5OTW1tX3//7du3vvJ9a29vBySrDgzkcDkUCtnb20sgFPgr/GFmeSgjI/3QoZzc3Ni4ODiloHdnMBlSmdTX1wd1CEUIGjYSiejk5MhkMVVqNeJVVGpVZ1fXg/v3Hty/f+fO7ZWV5fKKitCwMJVaVVFR8cvbt08ePTLQ3JRKJYJxcRN3d3eDDQuHy0FYbW9v79vXr969ezt/Zh6aBfAkklNSgjQaxJtCSB0SGpqQmNjZ1ZWZlXUkMxMygZHREbm/PwLCTU33WVpaoIpD4uXi4gy5OYHgrQ/W02hUT08PD08P9Gewa0VDj54e7Dkrq/2oMQBXYOyKMbaXlycmI5aWFkheIZNJjo4OyENzdXUxMTE2Nzezt7czNzdzcnJ0cLA3Nzfbu9cER/D09AgLD/+qlqvUavws9OV44CV4eXkyGHQ0kRiWg/iJdxTeuhg3YOKgDw4G71IdqNbqtAKhIDwiQh+sD1CpRD4iiBtVajUMG9B/JyUnH4yP9xP78fi8kNBQmVx+MD6+vKIiPCKCw+XI5DIGgy4QCtgcNjAJsP9QyFksJkzTYGQLpZlEKjkYf7CwqCg5JYXH44I3gGkFoCbwPR0dHZhMhqenB5FIYHPYTCYjLCwsJTUV2H6QRoPtAovNgg3Rwfj4iMhIEOUCgwKjoqMBzxyMjz/e2lpcUhIRGaHV6eT+crD0JVIJj88TioQCoQDacZAYsEEEyCSWiOHdi322g4O9vb2ds7MTX8CXSMSAKP7p2/CX9a2Wf1t/f6Wlp6ekptbV119cW/v1l3cP7t8bHRs70d09MDCASO/UtDQoodEHI9+zt6/vzMKZx48ePX/27N27t2/fvnn+bOP06dMnTpy4fPnSxbW1js7OsvLyisrKpqamrq4uYNqI9z7e2rq8vHz3zp0bN64vLi2ePXd2cnKirLwcUY9qtdrBwd7ewZ7P5yO7k81mhUdEoLE4kpnZ1NR0oru7uKSkorKy5fjxE93d3T09Q0NDnV1dqOiIJYVt9cDgYGdX19j42NmzK0tLSxfWLrx4/vzDh/c/vnh++fKlrhNd0TExJaWlC4sLly9funPn9rWrV1vb2ppbWiYmJ+/cuf3br7+8ffvmhytXBgYHCouKEpOSwPbPLyig0Wm2drZbt27Ztm2rja1NdEx014mu5ZXlhTNn4OzW3NJSUVkBuZGR0Z49e3YTiQTwkzMOH1apVVQaFcCvubmZtbWVs7OzQCiAmIdMJoWEhjYdO7a6eu7dm9df1fJjx44hBJbzJ8cHcd3BISEpqamwmpFIJepANZPFRAsCmB1eMTw+z9HRAW2oq5srvDg8/4RDhSIhJqOdXV03rl8/s3BmeHi4s6uroLBQo9UwWUw2hx0VHXXt2tVrV6/WHj3a2tZWVlbGZDJR7eC3gx4ad0xnZycGk9Hc3PzL2zfP1tcR3JmTm1tcUpKdkwOfTmWAMkijQUEKCw/r6+8fHx8vKy+PO3Cgrb19YmJibe1CZVUlhUK2tbUBQA3WG4VKMYjx0PWiJLu7uyFi3NnZydraysTEGEMQVPRt27Zu3bpl714TT08PbAsQYQ6Y3cnJ0cPDHRfWwcF+x47tJibGOKaZmenevSa7du3cs2f3rl079+41AXEdHfyePbtR2ml02oGDB7/C2LU6HYb0np4eGOHj+jg5OSJgm8PlyOTyiMhI6LDjDhwoLStLSk6GJk2j1cr95Tq9Piw8PDIqCqpRfXBwdEw0kHk/sV+ASgUmF5FIgO/KgYMHwyMi8OSIyEhMvoUikT44+GB8fFR0NJ/PJxIJMJPn8XngsiFYnUDwJhAJKNIkEtFfoRCKhB6eHmQyKTAoSB8cHBIaivxTsUTs6emB6w+rKC8vT3t7OxsbaxcXZyaTge2dh6eHRquFZ1xefn5ZefmhjAwo40NCQ+F4U11To9PrmUwGZITYhkZFR2fn5kKSmpqWFhYeLpPLJVIpJGrgWgqEAlDWcXnxR8Fms+CVJBAKIBrEts/OzhYnJpPLNFqtVqf7p2/DX9a3Wv5t/f01Oztz69bNRw8fwAXixvXrC4sLJ7pPwLwFrsjJKSnlFRWtbW0I/mpta+vu6VlZXn62sf70yeNbt27evXPnxo0bA4ODWdlZScnJ5RUVC4sLMzPTDY2NDY2NHR0dx1tbAb+XV1TA+BP362vXr7386d/Xr10bGx8bGRlpbW2NjIoSioRyf390D9bWVnv27DY3NyeTSRBDc3lc3KRi4+IOZWSUlpW1trZOTU2dv3D+3t27t27eXFpeGh4Zqa6pKa+ogLv77Nzs8PBwS0tLc3Pz2sW18+dXT5+eW1hY6O3rQ87j4tLi8vLypUsXT58+PT09vbC4cPr06cXFBdjH3r59a+703NLS4pXLlx/cv3/j+rWJyYmKykqZXL53r8nmzZt2797l4yPC2B7O0mHh4T6+vrDS9PHxIZNJ3t5eB+MPtra2Tp6aHDw5mJCYQKGQzcxM0b9aW1tZWlq4uDjDAJxAJNjb2/EF/MNHjlxY+zpbpaOzg06n0Rl0T08PAw/L09NDq9PFxMaq1Gpwsnh8nkQqYXPYXC4HwWgsFhOTY1tbGxcXZxC+UIMxVLaxsXZ1dYmIjLh8+fL8mfmxsTHwD8IjIlgsFvKeQS+KjIrMzsmpqanp7e09lJFBpVJIZJKLi7OZmSmwa6DH6Fnt7e1kMumpU6fa2to8PD2AKsPLMyY2Nkij8fH1YbKYAqEwLT395NDJyVOT1TU1+uBgBoOenJLSPzBw7drVc+fOlpWX4UoaWmc2h02lUpAQ4+LijBbc1HSfiYkxRtFMFhPtNQowqHPfffc/mzZ9v3PnDltbGyqVQqFSaDQqIsk9PNwNp42bPmAAdPP4fNeundu2bcXcZPfuXVZW+7dt27p586ZNm77funWLqek+Fxfn/9akyf39HRzscanxCbYOdna2vn6+gUGBTCZDKpOiB4W+PCs7OzMr62B8fFJycmBQEPLQxBIxyrNOrwtQqVRqNYT4ygAl5tl+fr5iiVij1cTGxYVHRGByAckfhushoSGhYWFxBw7AWU+r0/r6+YIpyeawhSIhWGMuLs6giYEMCJkDmUxydXVRKBVyf7lMLouMigrSaLy9vfDmATEQGyNsqry9vYQiIbaA/gp/f4VCq9P5K/zzC/Izs7JSUlMheQUDACdZVl6O9y0G6gwGXaPV5hcUtBw/Xl1TAyEr8lGw0WcyGQwmg81mubm5Ojo64L0REBAglUl5fB6DyWCxWSA64G0PEjuLxdQH62E1kZef/0/fhr+sb7X82/r7a3l5eWP96crKcmdXF6I5EaJQVFyMeEqQWquqqzs6Ozs6O7tOnOju6enr75+amlpeWT5zZn5kZKSyqipApWKymI6ODsbGRp5enocyMmpqa4tLSo41N09MTLQcPw7aDrwnYeaQnZNdW1s7NXUKKSlTU1OIPM/Ny8vLz4cLjU6vBx1p/35LCwtzIpEQGBSUl5+PqAlISysqK/sHBtYurr38+adf3r199fLnH188f/TwwYnuE1KZ1N/f/3hr6/Vr15aXl/v6+xYXFycnJ0+dOjU7Nzs6Ngbb1KZjTW3t7ZcuXVw5u3Lh/PnHjx7dvXPn8aOHP754vra2NjwysrC4cPbc2atXf7hw/nxxSXF0THRvX9/ZsyudXZ0UCnnbtq3GxkbI6oDu2dLSkkAkYDrIYNCRF65Sq3Lz8hqbmrCz8fH13bZtq5mZKZPFlEglcQcOAEs43tpaWlbm7+9vYmLs7uHe09v716rw9u2b3t4ewIZUKgXR2vb2dmjXfH190F9aWloA4bS3tyMQCQg8pdNp1tZWgJpBg8eg0dbWxsbG2tHRwd3dTSDgDwwOrp5fHR0dRW6bn9gPNRIQJZotKpWi0WoaGhvHJ8ZRyyHNApptYWGOyofZtoWFuY2NdUBAAIVCxsTa0dGBQiEb0FECwdvDw53L5Zw8efL8+VVIp4D3+vj61tXXz8zMrJ5fHZ+YgNMnTO4QcC4QCpgsJjhu0JJBho4aifgTe3u7PXt2b968ac+e3cbGRiArGBsbWVlbgUHt4+uD3tHb28vFxRnXEFfPzs6WTCE7Ozuh88bD2Nho27at6O/x0choD8r5li2bjYz2hEdEfFXLZXK5QV/u5eUJSjyo7BQKWSgS4n0iEAr8FQrkgR7KyEAEanJKikKpgEkq8scSEhOlMqlUJlMoFSq1Kiw8XKPVINmFx+f5K/wVSkVEZGRScnJaejqsYRMSE9WBaqFIqFKrYmJjk5KT4ZYaFR2NzQGdToMbmpubK51Bx/XEZhGDA+gOPD09OBx2cEhITGwsh8uByTwEBXgX4SPgGSjvhSIhBN+AH7g8LgzaoHCLio6WymRIyC0qLi4tK4uNi4uKjlYHBsr95UKhgMlk+isUIaEhkVGR2I5Ex8T4KxQMJoNA8CZTyFQqBZx5/BK9vDz9xH4KpZIv4JPJJGxbraz2wzQQJxYSGmoYxufm5f3Tt+Ev61st/7b+/rp69YeZ2RVf5rUAACAASURBVNnmlpbCoqKi4uL6hgZkGiYmJUGyEhsXB9fS/IKCmtra5paW7p4e6Mra2tsbm5riExI8vTx37tyxffu2bdu2mpgYe3l5aXW66JiYg/HxiPrOys5OP3QIw2+g5fEJCUnJyXn5+SWlpYhGHTx5cmVlpbGpCdBrSmoqAMbUtLTikpKk5GQqlbLfar+vr29be/vgyZPwqisqLs4vKKg9enR4ZOTWzRuvX738/ddff//9t/e///bg/r2q6ioancbn80dHRx89etjW3p5fUJCZldXa1jY9M93b15uQmJiallZYVFReUdHe0TE8MjI8MrK0vDQ7O3v79q0fnz9bW1tbWVm5dfPmrVs3b968cfHiWkFhYWpaWntHx9ra2v27dycmJiqrqjA2Phgf7+np4ejkyGKz7OxsnZydCARvZUAAX8C3tLQgEgkikTBAFQBX7cSkJJGPSKVW5+bltRw/3tXVNTY2dvnypadPnjx//qyvv08dqKZSqd09Pf9Ry9+9HRoeCgkN1ep0IpHIwsLc3d09PiE+MSmJRqM6Ozt9iXckElCWyBQyLLpYbBaJRAR9zNnZCUbuFApZIBSg9BobG9nb28XGxY2Mjp7o7i4oLNTp9SQS0cbGGqZ1e/bsNjLaY2W1393DXSQSxSck9Pb2zszM5BfkszlsOp3m5uYKyjcY4PgWPIyM9pia7tu5c8euXTux+YCbJtI/3dxcSSRi+qFDY+PjNbU1/gp/FotJppDhoZaQmNjR2Tk3N3dm4UxDYyMMT4JDQhRKhU6vUygVPD6PzWH/ySG3wEzdwcEeB3d2dkJXvX37tt27dxkC9GDDRyIR6XSaWCKm/Ond7eXlifrq5OSIxB0DSg+WA1QJ33//HQ6FHn337l0QKSCVQKVWfVXLgzRBTCaDw+UAxwbIgfE8roOHhzuNRkWuHfzgYNqalp4OUB12gTDJD1AFwIccRDDQuGRymVQm9VcolAEB+uBgrU4bFR2Nwi+RSnz9fPHegNNcfEKCyEcEFwEcn0anYeSMzhU6bCjvsQuBwh6trb9CIZFKWWwWh8vBXgfABtpxvPHoDDqTxcQlhac9PARBIIeE3TD81gcHa7QarU4bEhqq0WrjDhxISEyEqzybwwEvXSwRh4aFFRQWYmbnr/Cn0qhEEpFMIcNBViKVEIlEAsGbyWIqlAoGkwE6KsLpraz2Y/NEIBLiExKqa2pwY9Hp9f/0bfjL+lbLv62/vx4+uD8yOtJy/HhVdXVqWhoMOjRajUqtRi7WkczMw0eOZGZlZefk5OblNTQ2wnfzWHNzVXV1ckoKKNCgunh4uGOnb5DKRMfEgARXXFzc0dFRUVmJXh82VcdbW4uKi8H3aW1rvXjxYmtbW0RkZGhYGBr09EOHKisrJycn+wcGUlJTpTIp6NbAVBlMRkRkZGlZGbxfVldXnz55/ObVyzevX/3rxxdPHj8+s3AG7jRNx441NjWlpKbCz+5Ed/f09HTTsWM5ublIGm1ta+vr7x+fmBgdG11YXJianhoaGoLRze3bt/79rx/v37v38MGDGzeut7W3V1RWNjQ2jo6N3bhx/cH9e6dOnYKLdXNLS119fVNTU15+np2d7bZtW7fv2O7g6MDmsJ2dneBaxWQxy8rLx8bGFhYWWtvaCouK6hsaVlfPjU9M9Pb1nTp16vLlS0+ePH62sT42PlZUXDw2NvYfGPvbN719vYFBQcqAAB9fXzKZhB5OLBG7uDhj0AvHNwLBm8Nhy/39xRIJh8sRCAV8Pg9m5j4+PgEqlZ/YD73Xnj27d+zYvmvXTlNTUzqdFhcXp1AqsBXA3RmiOyOjPSCBs9isyKjItvb21fOrZ8+eramthbQdBcDOztba2src3MxQy3fv3mVktMfIaA9qOY5jY2ONAgbiMYHgfTA+HhYx2HzQGXSkVQpFwuSUlP7+/qmpqdGx0cqqKoiw1YGBgUFBCqVC5CMSSyRkMmnvXhMM7EFqA7PMxsYa8ICxsRF2nFu2bN62beuWLZt37NgOCxEKhUylUpAtRCB429raACW2tbUxMTFGc2lsbIScwF27dn7//XebN2+CVYChhP/1iwGqgK9qeUhoKBhkCGEjU8gQ7xnyXZD1gtGvj68PbMyhv0CcfERkpFAk5HI58OgVioR0Og1G6Bh1szlsgVAgFInAh4cnIIocFIlQ2wtFQtAMmUyGWq1KSk4GcO3p6UGlUggEb8AkYOlbWe0HPx/VGqCFk5MjkUQExxCuanQ6LUijYTIZjo4OBCKBQPD29fPjC/hwEcZ2jcViqtQqcNGJRAKLzVIGBASHhASHhICkCfee6JhoQAVQi8jkMi6XQ6GQmUwGsumyc3Iqq6oqq6ryCwp4fB6ZQiZTyBKpRKPVqtQqXB+8fzw8PZCZBEjJ2toK1HoPD/fExEQEvsEo95++DX9Z32r5t/X31+Url7t7ukEUT01LS0tPT0xKUgeqeXweEiniExKOZGZidIf8lcqqqqN1dZVVVUXFxaCaHzh4UKVSMZkMH1+f8IiI/IKCnNzcg/HxGq1Wp9elpqXl5uXlFxQgaSM6JgZWVkcyMwuLivTBeh6Pq1AqamprZ2dnWlpa4IY2MjIyOjYKsfjc6bmc3BxPTw8nJydra6stWzZD37Vt21YnZ6fsnJwzZ84sLJzp7unp7eubmJw4PX/61NTUndu3b926OTU1daK7u72jAyZueKXHW1sHT57s7e0tLikByDY8MrK8sry6em5peenmzRtPHj+anp6qb2hoaWmZmpq6cuXy44cP37x69dNP/x6fGK+orCwtKzvR3X3hwvnbt24tLS8db21tbGpqaGyEy2xHZ2dqWpqlpcV33/3Pzp07vAneEqnUycnRzMxU5CPq7OpaXl5++ODB7du3mpubdXr9qalT9+7euXDh/MzMzPLy0t27d969eb3+9MnVH364e/fuV/Pyvr6+kNCQAFVAgEp14ODBg/HxEqkEYDWbw8bdViAUCEVCA0UcWDRfwHdxcfby8oQzl4eHu7m5GZh3YNejpcbU09zcDLwwlHPooaHn4Qv4WVlZFy6cf/jgwerquStXrpSVlzOZDLhj2tvbubg429hYm5gY47F7965du3biYWS0x9jYyNzczMzMFHdYzIzd3d1UalV+QUFkVBRUdmwOG3anPD4vOCT4RHf3wuLC7NzsyMhIaloaLMDgNyKWiDkcNkB+R0cHQ7olztnS0gKacmtrq61bt2za9L2R0R6U3m3btmIEDnQd/ANYw4JejiJkbW3l6upibGyEmm1qug9WAYjTxbD8rxm733//ndxf/t+ZpwSCN4VChvQAaWwEgjcwakOouVAkBLMMBm1h4eFanU4dqIbbGp1Bh/Ecm82iM+iIeOHyuMixjYqOjo6JFgiFKPASqUQmlwWoVL5+vvBd8fXzRaBZSGgorNFhzZublxcVHY2tBmiDwKJhVGegU+A3hQQgMASxg3d2dqLTaRqtFm9CvoAfFR2tDw5GpCmYB25urrg/YBZOo9O8vDw1Wm18QgL0nNhtBKgC9MHBPr6+MrlMpVax2SyJROLr5yv3l0MT4ePrI5aI4T57JDMzSKOB+Q/mC4FBQYi2g7uAl5entbWVhYU5yjnIhpBuGgiYsJj8p2/DX9a3Wv5t/f01Nzd3em4uLz8/Jzc3LT39wMGDCPk+GB+vDFDK/eVgj9fU1lZUVqampWVlZ5dXVMCHNS09PS8/v6KyMuPw4eCQYH+FP6ZfUdHRIMX4K/yhDy4rL8/MyoqOiQFpGdwZlVqF3TeSj7OysxG7ghlhWXn59PT0+MREWno66Et79uxGUwWV9j7TfTw+Tx0YeDA+vrWt7dq1qzeuX5uZmTl39uyz9fV79+7eu3vn55/+fXFtbXh4uK+vr76hob6hAdGiNbW1aenph48cyS8oAPAAv7mbN25cunzp9u1b586drW9oAHXu1KlTS8tLy8tLK2dXzp49e/bsClKl29raFhYXLl66uLy83NbeXlJaiglFc0tLT29v/0C/RqvFjR6oMqBUJpNxMD5+eHj4zu3bV6/+0NLSwhfwHRwdtFptfUMDMqkmT01evLj24vmzt29e//LLu69qeXd3N6ak4Enp9HqZXMbj82h/zjsRuwKcViKV8Pk8lD2IgjgctkQqJZNJ+/db7t1rAuKx4Q5ub2+HWzbmi6i1MDmxt7fz8HBnsVkyubyjs/Phgwc3b9xYWFh4+ODB+fPnkQhHJBERZQHF9r59e3ft2om9144d2wFrY6COO6yBIufu7ubj65OSmhoTG6PVael0GiBfb28vb4K3QMDPyc09OTQ0OjY6PDxcU1sbERkp9/dHMqmf2E/uLxeKhGKxH5VKcXNzhW0OejJT032gDjg6OoCrCLQcDLht27bu3r3L0tLCzc0VHq44JUdHBwRyuLg4o7A5Ozvt3WsCjGH37l3YSm7Zsnnnzh3btm2FBdCmTd+jrksk4v/uy/GiKFQKPF/R1Lq5ucLdBRUdBrqoWCIfEcJROFwOn88jkYhwSQOy7evni0JOoZCdXZxZbFZKamrcgQMyuRwNrlgiVigVsKAPDglJTEoKDgnh8XmBQYFanY7H4xKIBESeBGmCEAFAJBLA3gfl28dHBANUuNmDmg60w93dzdPTA9eZxWbB75bBZLLYLCqVEqBSBahUPB4XlvVgEX7JHvVwBz0NrAsOl4N0eZVaJfeXR0RGBIeE+In9hCKhOlAtkUoQtht3IA5xRIhCVwYo09LTk5KTMagSCPgBqgC5vzwqOhpmCTQ6DUAR3sYGNRqPz9Pr9Sq1Ki8/DwHwsMf5p2/DX9a3Wv5t/f3V2tYG43Gw0uDRiFRBOCofysiAC3R5RUV2Tk5mVhakZfkFBWnp6fkFBY1NTWnp6TAUQwuecfhwWnp6fEJCVHR0SGhoYlISTEWCQ4IDVAEwbY6MigoLD1MHBoaEhqalp8OSvaKyEnP0ktLS5paWE93dbe3thzIOgStEpVKcnJ3QDLl7uKcfSl9cXHj08MH1q1cXFxfOn1998uTx6uq5kdHRmdnZ1dVzZ86cefDg/r07dwYHB4+3tja3tLR3dCBjDXFtDY2N586dW109NzExMT09ffbc2eXl5ZWzK52dnWARd/d0nz9//sb166ur5yYmJwZPnkRKd1l5ecbhw3X1ddMz0/Pzp6dnpuvq62Pj4krLypBWWVlVde3a1aXFxYTERDqDDgtxOztboVCgDw7WBwe3d3Q8fHAfwXEZGRnOzk6Qm1OolKCgoLT09IrKiqHhoUuXLv78009f1fLOrk4IkBISE4M0GolUwmaz0FG5u7uJfERcLgfVQh2ohqEbbDLRwLHZLAaTAbwUCROYd6KGuXu4E0lEA/8LjbulpYWdnS2JRCQSCQwmQyqTdXR2njt37syZMz29vePj408eP3r08MHJoZMCoQCHsrOzxRgeejx8NDY2MjExBtcdGwUAtu7ubhQKmS/gJyYl5eXnx8TGstks+PCQSEQOl8MX8NWB6uycnI7Ozp6enqnpqarq6ti4uNCwUJVaLZXJIIuCMzzeLW5urgQiAYIxW1sbkJz37jVB/QZOjjZ627atGOej9QTLz8bG2uBzYmq6DyQDTNCNjY1MTfdhLwJuPOzkduzYjgNu375NGaD8ayH/44/PygAl2lmcG5I3QdkjU8je3l54sZijA52GBSn4Fqimhn0AkUggkohUGtVP7If0dCaLKZPLAoMC+QI+h8MG7ZzOoIMaJpaIw8LDVGo1jNA1Wi0S7n18fSDcQgwoDOfxe4H9C8o2k8mAiA7lHAiNm5sri81iMOgwkKHSqASCt4enB4VCptGoVCoFZAWwx11cnN3d3Ygkopu7G3YAzs5OZDKJSqUYGOn+Cn/o4GVyeZBGExUdFRsXB7nKwfj4uAMHEpOSkA0DKl9+QUFJaWlsXFzcgQMarRbGOCGhochI9fLytLW1ASpjaWlhb28nk8uzsrNTUlOVAUo4Xebm5UHB/0/fhr+sb7X82/r7C9lHMKaIiYlhs1lCoTApOflIZmZ8QgKyvErLyjIOHw4LD1cHqqOio3Nyc5tbWgx0uc6urta2tsqqqtS0tOCQEK1Oi3ilpOTk1LS0kNBQjVYTHBISd+BA3IEDYGkdjI9XBgRga68PDq6uqWlsakpNSwNPJzQsLDQsLDYuDpy4luPHDx85olAoRCJRkEYTGhaWX1AwPj52987tlz//9Nuvv7x+9fL+/XszszMtx1tAisnKzq6rr5uamjp9+vTS8tLU1NTK8vLNGzdOTU2NjY2dmpoan5hobWtrbGrq7u6enp6en5+/eOni1as/zJ2eO9Hdfby1tbunp7Or69SpUxcvXdxYf/rzT/9+/OjhpYsXe3p7a48e1Qfro2OiEZA6OTk5MTFxJDPTzc1VJpMWFBZGx0SXV1RAI7e8stzb21tXX5eckhIfHx8WHp5x+HBBYeHY+Pirn3968vjR9Mx0VXW1RqOxtrYyMKIx2FOrVbVHa2/9p1fMmzevT3R3y+RylVoFDpQ6MNDH14fBoBOJBDh70Ok0dw93MoWMOFQGg46McxCvIMumUCnoEcH5cnR0gDqOSqPS6DQAIWAmQ5aN9DAKhUwgElhsVvqhdERuxCckJCYljYyOrj99+vD+/ZLSUnd3N1jo4AEhu7m5GfjzINmZm5uh2QUXCVHiEqkE2EZ8fDyJRESwOkxUGAy6WCKOjomprKrq6e0dGx8fGBg4kpkZEhoq8hFhgsDmsElkkqenB5FEBAWdSCJCVWxpaQEBmK2tzc6dOyAjRN01ePAZGxvZ2dnCVw57F5Re9OV795qgzBsbGxkAWwPPDiNYGxtrUARMTff9t+8bj8/Dbgm1HJp4R0cHa2srBLowmAz2n0kwFAoZY3WxROyv8MdmBcNsACdOTo4kMonBZIh8ROjvQfiCFbmbuxuZTOLxefjNOjk5orQb1NgqtcrH1wcOBAjX4XI5ACFgRgtUHDx2Q+Y64Ar0uFZW+zFBR+Pu5ubq5u6GV4RX5+7uBpWgN8Hby8uTTqdBWw/Gn2G7AD4d3OypNCqXx/P18yUQCSIfUVJycn5BAcLijmRmRkRGwsy1tKysvKICPH94VianpETHxMAJMTgkBEwCF1cX8Dbw27e2tgoLD4cbrkAoSE5JOdbcXFFZWVhUVFJa+k/fhr+sb7X82/r7y9vbi8lkaLSa8oqKnNxcMoVMJBGFIiGPxxWJhHwBX6VWH8nMjImJ8fXzBd6VmJRU39DQ2tZW39DQ3d194cL5K5cvT89MH62rSz90CKMynV4fGhaKOTrcHiqrqvr6+vr6+5qOHUtISPD09DA2NiKTSRGRkcUlJVXV1YcyDimUSmiO9cHBcn+5MkAZGhYKfJ5Op/v5+Q0NDT15/Ojf//rx5c8/PXr44MqVy2trFzbWnz7bWL9y5crY+HhPTw+cKXv7epeWFufn569fvz4+Md7W3n7ixAmkqw0MDvYPDNTV11dWVQ2ePDk6OjoxMbF6fvXxo0eXL1060d29tra2sbG+uLg4MjIyOzd7/969f7148dO///Xg/v2GxkZ9cLCzi7OPj09JaWn/QP/8mfmJiYmQ0FATE2MnJ6eo6Oj2jo47t2+tP31y6+bN1dVzp06dWlg4MzQ8PDo21tLSUlNbC0hgdm725o3rFy6c7+/vz87JUQYo7exsMUTYsmWzlbWVQqnIys5e+y99eVdXl0AoQPyJRquBFReFQmZz2FweFxZvEP8wmQw/sZ+/QuHr58tms1DvXV1d6HQanU4jkogY0+L+izYdkVago6OdAgHYw8OdTCaBrcbhsHV6XV5+ftyBA5BFBYeEtLW1Xb927drVq1HR0ba2NsDPgXKjhQUd2szMFDC7od1HlSUSCX5iPwwpjmRmUqgUP7EfwGe0kjQaVSaXp6al1dTWwm+/rr4+KTkZfrS2tjYKpVIoEop8RFKZDL0y8m/wI5BgZmW1H/E2gP0xPscUfPv2bSjkRkZ77OxsSWQSKGnooTFlAA3QzMzUm+BtaWmB3Q9eiMEpZd++vWZmpjGxsV/Vcr6Aj+oFCTvY8tgtYVPLZDH5Ar6XlyeJTOLxuDACYrKYVCpF7i8PUKkoVAom+tB6ubm7gefv7uGOLt8AaMPDlcPleHh6YOsA5zUymURn0Hl8nkwul8pkYokEObCIJwGe4ejkaPBuwxlCkwacw9PTA787W1sbwBhImUPL7uBgb2NjbWtrA48gvFgmiykQCqRSiVgiZn0RmiuoVIqnpwe0FUKhwMfXx0Dmh4SdQiFjQoc//7T09LgDB7Q6HYhvCFGEV39ScjLAPxhHQn3O5XFdXV0sLMxNTfcZ9l6xcXF5+fmHMjIUSmWQJig3L6+4pAQH/6dvw1/Wt1r+bf39RSaTnJ2dWGxW3IG4gsLCuAMH4KgaGxcHhhGFSnFycrKzsyNTyIlJSU3HjlVWVWVmZYGOjnyqubm56ZnpsfHx7p6e9vb2+oaG+IR4+LoAmZT7y0EzKS0rS0xK8vXztbW18fb2joiMTE1LS01LM3hE4P4Ors3evSYWlhYsNkutVlOolAMHD9y8eePN61evXv78y7u3Tx4/mpubGxwcXFhceP7s2a2bNxeXFqdnpmEhNzIycuPG9bW1C+dXVzH5rj16tKa2FiPzmtraktLSgsLCrhMn5k7PLS4tLiwuLC8vIWZ7/enTjfX1gYEB5DHDcfbunTv37t4dHRvVB+vpDDqbww6PCK+pre3v729ra/NXKJycHMUSMdru4pLirhMnrl27+vjhwxvXr1+4cP70/OnR0VG0AiWlpVHR0YVFRaNjY2fPnZ2ZmRkYGCgpLRWKRHv27IbfiEKpSEhMzMzKWv5PP/bXr183t7SgmxH5iFDAeHweh8Mmk0kgSFMoZDKZBDtVgYCPhGYuj0sgEtBtoyk0iJsN1tlgjbm5uaKVASgKQjjGyegXaXQam8OGNxkY8lweV+4vz8vPH5+YqKurgzAJx8dd3spqvwHVh0DI3NwM91mUQwcHe7FE3NPT09HZWVBYiDwP2IICeSaRiFwuJzIqKik5ubKqanh4uLevLyExUaPV8vi83bt3mZub7d23d/9+SwqFTGfQAScY8lQQgWNmZrpjx/bvv/8O3TMA8927d6Gu79q1c+fOHSiW6EdRzGh0GlpSiK0tLMwxALawMIfGD8CDiYkxoAhra6vomJivuG8iHxEaVlwBpKsZ/OSdnZ2gjsMegi/gi3xEZDKJTCYxmYwAVYBKraL8SQUwVErMm4EnY+KO8bC5uZm7uxubw0YVR6AI/qaQc68MUMrkcuafFm/Ozk5eXp4UKgUds2HKgNdoaroPJkJiiUSn11OoFGzvQIqE6Y0BxTFwJxFE5ufny+VxxRJxRGQklIRJyckZhw9HRkVFREbExsVhNA64yMPDnUqjUmlUvC4ulxMeEfEFMoyNTU1Li4qOht1FUnJyckoKBDJg+YD+EqQJQjCaQCiAoz7eA5C8x8bFlZSWFhYVJSUnwyk2OCQYpJN/+jb8ZX2r5d/W3185ubnJKckiH5GHhztclkAJdnJycnV12W+138Bd2r17l7OLs1wuk8mkLDZLp9fl5uXV1NY2NDYWFhZi1g74K/1Quq+vj4enB4Hg7eXtBZGSp6cHnU7z8/MDsS4kJEQfHByfkIDJOkwtRCKRwWITxCLcc83MTJ1dnMMjwk90n5iZmTk1NbW6urqwsACTmdOnT8/Ozvb29lZVV+cXFFRWVZWUlh7JzKyorJydnb1y+fLJkyc7u7oGTw7OzM4MDQ/jaW3t7d3d3WNjY3On584snJk/Mz8xOTEyOnLhwoVnG+uzs7PFJSWQv3d0dk5NTV28uIbBeVdX14kTXWPjY9U11XQGnUqlSCQSnU6n0+ujoqNz8/IKCgtramuPNTe3trW1tLT09vUNDw/39fd3nTgB4V9EZKRUJpX7yw/Gx3edODE3N7ewuHByaOhQRgaPx+UL+NExMQWFBdk5OVnZ2adPn/7PWv6qsbHBcHvy8vai0WloyuGbgdgoAsEb1dQgwnF2drKytjI2NgI1HVNPhD+SKWTM2qFDgzOPq6sLpp5oTwHg0+k0voAPyjeVRuXxeNCPAd0hEAk+PiKJRGIgk6McOv2l1cPYFf5r+/dbmpmZYqjp4GAfpAkaHBzs6e0tLin28fWhM+iwVYErJ8RjOr0eASGQVGB0qg4MNHTYQMsBDAAP8PTyhBmcmZmpkdEedOEYoAIh2Ldv79atWzDUh0ECrNnguG5nZwtHUkNEG5Rv+IqDgz2QduwSMEc3MzPVaDV//a19/vwJ1rlwt7W0tMCrRtQK/kDgtouJNfpsd3c3oN8iHxGfz2MwGQZvWlxYgVCAfG78fg1bDTMzU/DM0ZQb5vQIsIerAYLqgejgJ8JN3YBLYz+HWo5BQGhYWHxCgk6vA+ABdMEgq0NpZ7KY2GLqdDqknEFxikwXsUQComtqWlp1TU1Tc/PB+HjI0BEQFxgUJJPLBEIBj8eF4k4ml0VERmi0GrhT5OTmlpSWIg4YJP/IqKjCoqKKysqmY8eioqNBkieRiBhGAGECtIDQGtB4wbFF/EF2Ts4/fRv+sr7V8m/r76+jdXUYSCNHyACB4g/Ay8uTy+Mi+nrHju1btmzevXuXmZkpjUbLL8hfXFy4fOlie0dHVnY2mG6hYaEhoaHKACWFQkYnBERu3769Vlb7PT09uFyun9iPQqEEaYISEhPhTwmuHJo8Y2Mj6HQh/8XY0sLCnMVixSck5OXnN7e01Dc0tLW1jYyM9Pf3g51+rLm5s6sLBvJZ2dlIi8nKzj7e2jozPT07O7u0vDQ5OTk1PTU8MpKTmxsVHdV0rGl5eXlxabGnt7e1ra2vr29oaKi3r6+/v394eDgxKQkGW5VVVU3HjvX09g6PDA8ND/f29dXV1zcdOzY0PNzS0uzq6rJ16xYzM1PYh0llUni2l1dU1B49imeOT4yfO3duTU0ZCwAAIABJREFUfn6+f2AARP3QsDAuj0umkPl8fkxsbGdX58rK8uTkZG9vb1l5eVFR0cDAQG9fH0wuT01N/bUqvHr1qra2xsTEGMRsOJA7Ozt5e3sxGHQSmYRWDJAvej70wWgiDcocjDMNoVJoxw32pY6ODkQiAYQsNGoEgjd4zlQaFcf/Miv1cCcSCShCUEjjUPgRhsEwqPKg2Ts42BsiUmDFBZA2QKUaPHmyp7e3qLhYKBIymAzkbiFslMliGgTQTCYDSi0Wi8lkMt3d3aFugDAM7Da4u5iYGNva2uzda7Jjx3ZMyr/77n+2bt2yb9/e/fstjYz27N1rsm/fXoMTDj5iqwEdvIHaBvjdyGjPrl07gcaDG4ingQewZ8/unTt3mJgYB2k0X2HsyoAATBnw60DzClo4+lp7eztcSU9PD2yGIEZnMhlMJgO7GcpfCGXu7m5cHhclH8ox1HIcDZsn7J8MT4B9G4fD9vXz5XI5AqFAKpNRqBS8E5D/hr9ZQy3HTsXR0YFEIoaGhcYnJCiUCijgpVIpbM9FPiKdThcSEqLT6aBcT0hMRCxCSmpqbFwc6q7c35/H47JYLIVSWVBY2HL8eGdXV1Z2tkQqYTAZ0LOER0QEhwQHBgVxOGwfXx/dn5ZT0THRCYmJWdnZoPIgaQYWN/pgPf7q8wsKtDotk8UESR5vY0xYAIQge6mxqamxqeloXV11TQ1sH79x376t/w3reGtreUVFYlKSQqlgsphAU1NSU5qbm2tqahqbGquqqw9lZISGhXp5e6H1MTLaQ6NRM7Myx8bG5s/MH2tuLiwqKigshBEbqGcZhw+nHzqUfigdHw9lZBw+ciQzKzMnNxdEd+yvi0tKYMhcWlYGe7i09HSYviWnpCQmJYFAl5KSciQzs6i4uKS0tLKqqryioqq6+mhdHbbYZeXlcF5DRw4va4Sg1B49Wl9fjz/guvp6jGNLy8py8/LKKypgIFNVXV1dU1NTW1tdXV1dU1NVXV1ZVZWbl5edk11QWIg4mdqjR2uPHsX/Gn4cYkKSkpOTk5MzDmdkZmVm5+QUFBbCh7Lyz8Meraurq69rOnasrr4eCa24UIbnV1RWNh1rqm9oOFpXB8wATnAxsbHKAOXgycGv+vLao7Wmpvtwc0cjBao2bvEoA6j0Tk6OLq4uRBKRSCJi+MpkMckUMqaSJBKRTCZhzgo/EGwLMByFthgbMmSDGgTcqL5o+NCjwyPd0AUCnuXyuGQyCa6lhr4fnSX2Fqjlhnqj0Wq7Tpzo6OzMyc3FRABZ1PjRTCaDyWKiepFIRIR3WVpa7N1rYmZmunnzJrTmcG7ZvHmTg4M96H5cLofFZjGYDMBODBwHIj02i8Vmsdks2PjgczabBRN7MA+4PC4+N/wTMqrNmzcB29i5cwc8cCwtLeCHs3eviU6v/wpjD1CpyGQSkUQEEQGXF5cLqDiwEMMGy9PTw5C3jf0QgeDNYjERtQ5MxdXN1cPDHf06NP0AJODgi6MBngHLDHgDEDIajYoYcjwH7xngENhkoDs3Nd2Hn4XMb6FQiJA0f4W/TC7z8fVhMBk+vj5h4eGJSUkgugZpgoJDQqKio4tLShISE1VqdVJy8tG6uqLiYpFIKPIR6YP18Hw8fORIfEICUn+UAUplgBI+rxKp1MdHJJPL/BX+CIlBrjls21VqtUKpVCiVQRqNo6Ojqek+Kysra2srGxsbM3MzExPjXbt2GhsbGYh7eMc6OTnGx8fXNzQ0NjUBTYQ8FfLaf/o2/GV9q+Xf1t9fBw4eVAeqBUIBk8kQCAVarTYhMbGhsbG3r6+3r29sbOxoXd3B+PjIqCgWm7Vp0/fbt29zdHSQ+8sLCgvb2tubjh3Ly89v72h/9PDBxsb6+tMnjx89fPzo4fr60+fPnz17tvH06ZP19afrT588ffrk+fNnz58/29hYf/rk8cb60xcvnuPx/Pnz5882vvzvs43nL57je/HY2NhYX3+6vr7+7NkGvn1jfX1jYx3P2dhYf7ax/vz5MxzlGb747MuprK8/3dhYf/r06dMnj3FKL148//Jd+HHr6882NjY2Np5tbDx7tvHszzPc+POYL148x4nh+IYHDoLTfvZsY3396dOnTzY21p9tfDlJ/KwXL54/e/5sfWP9/7zYLwfEP198OdT6lx+3vv50enrK19c3Kjo6IjJSp9cNj4x8VcsbGhvs7GxRI9FvQf1lYmIMONTJyRH6MUdHB3sHe/CHWSymQCgQ+YhAlvb29uLyuDq9TiIRMxh0gxs5hq84LPYHBiE4Onv4scNHBRR0w6zdMJQFAIBagihSAsHbYIuNhg+TbBizoNiIxX59fX0DAwOFRUU+vj50Og25LwbAGfNUIPaIHwXn39zcDF7oQHQ2bfp+x47t1TU19+7d/f/1uH/v/+uLq+fOfv/9d+jO0dOD/Q7PdiOjPRqt9r/yy6UAw1FNgV7gtQClwJ5p/35LgNUY2+Oigf3u6enBZrMA/pua7jN44+Nt4OzsBKweMLuV1X7MSrBhMmSK2NraYD5Cp9Ogf8N3YRQC/gSfz2OxWcD2qTTqX08YGywyhUyn09hsFofLQZipRCqRyqQsFtPT0xNktyCNJjYuTh8cLPIRxR2IO9bcnF9QEBIaGqTRKAOUEqnUX+EvkUqlMikkFRKpBH4vVCoFgSiwq6LTaWKxWCQSSaSSqOjosPBwhVKh1ekiIiPVgYF79uwpLilubWv96yMrO8vaxhrXEDta7HHVgeryioq6+vrjra1t7e1woS6vqPjm+/Zt/W9YB+PjDxw8GBoWFhkVVVFZ2dfX19bejt63qLg4Pz//UEYGEh3YHLaTk6O/v7yyqqq1tbW5paX26FEoOkZHR9++ef3508dPnz5++vjh44f3nz9/+uOPz58+ffzw4f2nTx8/fnj/8cP7z58+fvr44dPHD58Mz/z44fOnj58/f/ry+PTx08cPf3z+9Mcfnz8bPn7+9PnTR4h0P3/+ZDiC4St4puFz/C9OBsfHj/v8+dOXr+MIHz98eP87Hh8/fviEZ/75vTgZw5H/+OMzXs3Hjx8+fniPF/V/Dmg47KePf/zx+bPhv/CK/nzOp7+cyR+fP336yxniBX769PH9+9+Xl5ag8SWRScoA5cTkxNe1vKEBrmSwDHN2dgKra/fuXcjVtra2QsYU2OlQDXl4eqCF4vF5JDKJQPCm02mBQUG+fr48Pg8R1N4EbzKZBIIV7FxQMk1N9wFAxhSWQqUYrE7oDDqJRPTy8kQLjlEuejtUFFAlaDSqN8Ebo2IDOxrzckP4CovF7OjsHB8fr6uvR1QGTgaaKNyRwSe3sDCHd9vWrVvwT7TjIKhv2bJ5166d/QMDf71u/7ce6LZfPHv23Xf/A8X8vn17TUyMAQ+gdpqa7tPqvq7lTBYTbTEAdlRQcOUsLS3wGzRgFbhu2FEZaGjOzk6ILzMQzYCiY1KObZNhwo3/tbS0gBQQUwxcfwxZaDQqfndAX0DKIxIJEPhBwwZ/XC6XQ6fT8LMMHnAYfJDIJEAmDAYd1HS8Q2RymUECB3W7PlgfExsL18W4A3GIZUOyKqAIqUymUqt9/fxoNKrIR8ThsOFtRyQSeHwel8eVyqQyuSxAFaDRamFoqNXpjI2Nrvxw5e3bN399zJ2eg1URXKU9PNwxO/fwcGexWGHhYfUNDUCATnR3V9fUfJuXf1v/G1ZBYeGhjAz4ODY2NR09ehRINdLM4hMS4hMS1IGBQpEwOibm6NGjF9fWYFh2987tpaWl/v7+hsbGkZGRlz///OHD+48fPxjq4sePH97//tv733/7+OE9vvjxw/sP739///73jx/eG8q54fHxz8dXle/TX0rspz+P89GwIfj08ePHj3892se/PLCN+PD+98+fP338+MFwhh8+vP/w4f2XQo4vfnj/pcD/+cn/OZ/Pn/Bafv/t1w8f3uOAX17jh/ef/nzJf/2uD3++5K/Ox3B9UMX/ep6GK7a0uAi3VxablZmVdf7C+a80aS0tLQaykqHVg1wbADuFSuHyuMBaKBQySr6TkyO+jtsulUaFIxhSWMhkEkbgBntwa2sr2JyhiqMegFbNYrMwtSUQvAVCAZVGhT4YmihDWAhOyd3dDWNgnCdG8hB0GVyyofz28vIsKS3tHxiob2iQ+8t9/XxJZBJmvXiB6EThPwNq5O7du3CSsF377rv/gbXqrl07BwYH/68U7//Xcv58Y2PTpu9hSQukwdjYCK8OunNlwNd+7Fwe1zDPxqsGLIGtDJAVzLnt7e1Q4PF8wO+ozXZ2tjY21gadFbZEUAqgfTfY7cGhZf9+S4z5scMDdd9A7DeMVPAu+mLL6u0FrrtYItbp9RA0wlUQhgQEIgHANSB9gDQ4gouLs5ubKxxVuTyu65/8R8QEqAMDM7Oy4OKMrQCZTBIIBQwmw8fXNzYuDmH2UplU5CNiMOhCoUAilUgkkrDwsACVKiQ0NCo6KjIqErMnBpMhEAp27dp59+6dry718soy0A6Yy4JEgv2Qg4O9yEdUUVnZcvx4e0cHuvPKqqp/+jb8ZX2r5d/W31+JSUlBGo1YIg4MCgwMCtRqtUnJyRGREcqAALi2BWmCRCKRj69PZlZWY1PTzRs33r55/fbN699/+/XJ40cTkxM1tbU5ubk5uTl5+XmFhYX5BQW5/0975/4mRXXu+z9jWlC5yX1QYaab4SIw9/swM3QjVxHBKKCDPWBQkWzdIsPM0A2iYAQR8FpBjPESMUjURkkkut3ZG405mRNNSDbKziFHTtjPE2Oe9PnhZd68s9aq6qqe7umume/nmYen6UvVW6uq1mfdaq2uzu4d3V3dXdu2PdzZ2dnZ1dnZ2bm9c3vH9o5tHdu2dXR0dnZ2dXV1dXd3dnZ2dHRs79xOn3Z0dGzfTv/tpDc7Ozu39/728je3d2zf3tGxvaNjewd/Slvr6ur655e3d3R1d9Gyhl3d3bF4fHtnZ2dn544dO6hDurOzk/7t6u7q6u7q7u7u7OqkvXd2dXV2UQCdnZ2dO2Ix2s62bdu29wbc2dW5I7aDgqEhAhT85cC6OsVGtlOE2zs7L3+t983Orq7u7u5YLBaLx7t3dMfise4dO9rWt02ZUtjU1NS9Y8exY8c+/+1vFZc///xztEgGOZgm36DaEvWt1tbW0BjghoZ6GtlEDd1NTY30sBMt4NHU1FhTW8PTetBgLsrcKae+5poxo0aNpFFdtBZ1WVlpbW0NTdxdVVVZXV1FM4FThYzGGdEz2ZSJ02ydNK6KV8Lmx9Ko/ZNqnDQ66Tu3fWfXI49svn9zZWXFsuXLamprqJM+GCym9VGoeXnSpIm0GAwt3DJq1EgamDl8+DBq5R49etTq1ato8EQsHpd/8Z075Z/yqfya7Ufx+EMPPUQt+VTKmTr1emrtJ0OPGzd22fLlimBoRrxSsWJNcXER9UlTzZ4WeaO5cknJVMOm5ncaYUD/pRTgX02cOIEq9NRETwPxeNgpJciECePp2Xp6VI/aWmj4/ZQphdSRQSeIHnNobmleecvKe++777bbb6fJYsOR8PKblt+yatWy5ctodB6Nz+CB4tRqQqVJWiSNjrGkZHpVdVV5eVlzS/Ot37l19a23Llq8mKbzo2HqLa0ta9auvW/z5vu3bLkrGm3fsKG5pbmhsaGurra+oZ6mIm5tbV1+0/I1a+kphhVLly2trKqsqa0ZNWqk7vIPPviARhSWl5dVVFbQU+/U4BEKBaurq3bu2sVjZp9/4YUXLCvX2fBl4HKQPnfceefixYvmN8+/fc3tD2+7vIbK5vvv37BxQ/uGDbQAw8yZM+bPb7pv8+aHtm498NRTr7zyypkzZ87+/vf/8R+//Mnx408/80x85867otGy8rLS0tI5c+fMmjVz1qxZNNc0DdspLi4qLCycPHnSpMmTJk26nIlMLpw8iXKly+9P/OfryZMm9eY1k3rzr8m9D/Jee+2UwsLCyZMnT548qbDw8iSj119//XXXX3ftddf2zg9aPG3atKlTp9LymjQQJhgKFgeLi4PFwWDx1GlTqW1zypQp1OxJY39C00MzZs6gYVwlM0qmTr2+uLiYcqVgsLikpISmu5o5ayZtluf6Dk0PUdtpUdHlJ3SDvXNmzZo1c3rJ9JIZJTReadbsWaHe4eWXI7/u2uuuu3Za0bTp06fTXh7auvXUqVOfnDnzp/PnFZc/99xzNGyNujDn9a42RrUiWsCDBojR+Cmq6tXX17UuaKWH0WmKUGoanTdvLs9bQp2s1Cw5Y0YJN/xOnXp9eUV5VVVlZVVlfX0dzbnd3NJMXdr19XX0VBulIVXRaELQ2toaGu9GXb/Uazt37hyqX1L7f2VlRUVlBQ3ILy2dR4/YzZw5o76hvqy8jCb9oGFl9ITFjBklkydPosn5J06cQEuxFRZOJrXTpUIt2FOnTr1cfy0uKi4uDgaLQ70NAyUlJdNLpvPXaMzX5dNXXFRUXERV56lTp9J/ydP8+vrrr6fH2KjRYvLkSTTeasKE8TTQfcXNKxTBLF6ymB7/o2YGakTh5+zpt/RIG3V4k+NptP/EiRNoPATdI2R3Wo/1mmvGjB49avz4cfSd8ePH0Yp2pG3eMtmd6vfcu8EFgsLCyXQFUurNmzd3+U3L16xdu2HjRmqTowbwdXfc0b5hw9p161bcfPONixZFFi6sqq7iW4O2TI8XUps/DwigS6K2toYWQ6utq21tbVmzdu385vlLli5dtHjR0mVL77jzzjvb2miYGz1YX15eNnv2rKqqyubmZpoXlhaNpQVaaLz6iBFXV1VVzp/fRG3y9KK0tHTkyBHXXXctlSCp4YR6QIqKps2ZO2fTPfc8/v3v79u//wXLevHo0WeefTbX2fBl4HKQPpvuueeOO+9cf9ddW773PXqYaueuXXd/97vLly9ftXpVOBK5Yc4NM2fOuHHRjdH29vjOnQeeesr6wQ9+9rNTp0+ffvPNN19//XUaAbcjtmPj3RtjsdiuRx55Yt8TTz/z9MFDB3fs2EFLorW2to4bN5YeGXL5R02mV1wR4OWnaJQyTevBi0teeeXwkSNHUFMnz0xCCzvW1NbMmXNDa2vrmrVr165bu2r16sVLltDcVfUNDfNK582+Yfa80nkLwgvWrFmzadOmB//1wS3f2/LQ1odi8fievXv2799/9913jx49imqE06ZNjSyMPPDgg13dXTtiOx597LE9e/c8snv3rkd27dy1M75zZ1d3978+9K/33Xff+rvuWr169e1r1mzevHlHbMfjjz++b9++3bt3f//7j7/wwvOvvfbqW8d/sm//vi3f+97KlSubW1pq62rLK8rr6upW33rrho0btz68dd/+/R988MHvf/e7//On//7zhf+jt7HTk1qkYSozUW24tHQedVpT3koVNapSNzU10tNN9KA2DXVsaW2prqmuqakuLSulp9duuGF2bV0tTf9CFWJ6SJ0G09XU1tDEcNTTeXlTjQ004QxNLtbU1Ehd3bRGCM0JSmWayqrKsvIyEv+MGSXUMs+rdJB36dF5ep6itrZmfvP8adOmUs2Sqp5U8SWL00LpNBCMntW+rrcwRylA7qcGgMqqyuqa6qrqKprqlYqYtE2e4o0mk6c/mrGV1sWhfmgKjFvIqWRJmqSH06h9e+LECStvUdcvD0fCPAcqTSFHjdLFxUU0ZQ2tc8OT25DLaYY1Evm4cWN56TkyN5Vj6OnNkSNH0HB6WpWOSwbUJcFzyFPy8sjB8ePH0YFQUzxtZMKE8b2j6ipaWltuWrHizra229esuXnlyrr6OjrL5RXl1dXVRcVF1147hXrfw5EwTd9LTSy9ZabpcqGauXPnVFRW0NIAS5Yuqa2rbWltbV3QWlVVGY6Eb1qxYuPdd6+/6y5eG6a+vq62tqaxqbG0dF5NTTUVPevq625cdGNzSzNdTrNvmE0ni2cRoAIKnS8qhNGn9GLmzBmtC1o7tm8/eOiQ9YMfHDp8GG3sYDCwraMjvnPno4899vC2bZ1dXY9///v0iNrNK29ubW1paGxoamq64847qbWNHtB8//33z/7+9z99+6f0KNrTzzzz4tGjT+zfv3HjxqVLl9x1111PHjjwyquvHDp8+I477liwoJUWHacZsNnTbGtd4YrOlf/SmpJsep6Pc+zYa6ZNmzpnzg00n8l3brvt9jVrVq5cufrW1ZvuuWftunU1NTWUffNEK3V1tYsWL153xx2xeJweHqNn1Y68+OKxN99MJBKPP/54UdG0srLStevWbrrnno7t259+5plXX3vt2Jtvvvfee++///6bP/kJzd/+1MGDL//o5R+/8QaNHOzYvn3nrl0HDx068uKL77777iefnPnwww9/8eEvPvn0k89/+9s/nj37h7O///ePP37x6NGu7m6aCG/xksU0auEFyzp58uTpX5ym5UTPn/9KGft28OBBniecaj88aXZtbU11TfX06SHKxCdOnBAKBRsaG2ixjab5TY2NDbV1tTT3dWRh5MZFNzY0NrS0NFdXV5WVlVK2W15Rvmz5MmqSIUNXVVWWlZU2NDbUN9TX1dWS1+mp9MrKClq7pbp3XROaE76ysqKlpXnJ0iU0fIkeiKLCR3lFOc2IQvPSXK7yFk2jAfP86DY/DU9L5NHqZKNHj6Il10hj1FA/c+aMmtqaisoKmjJlXum80tJ5PBUaTw9eV19HS45WVlZQMYW2z+3/VLDgVbq5e5vHfJHyKfEp8uuvv45q5FSvJQGPGTNaX7+8tq6Wnz2jLnOa/Hz27Fk0/8zEiRN4TBzJmyb24aZsKjdQzZv+KFloUfYRI64ml48YcfWIEVfTqnT89DyVfmibVENlqVMHB63vTt+k6v748eOKiqbduOjGW1bdsmjRourqqtmzZ1FjwMSJE6hkQE0FlZUVt6xaddvtty8IL6CqOU8gyE9D0GQ11IDELXbU107TtC1avPiWVbfQSHUaN7dgQSsVWGnqgvLysubm+dU11fOb59MMObTEHL2mO5qfcaCK+OXmsWAx/Xu5cS5YXFFZ0bF9+7PPPXfkxRf3Pv74zl27cp0NXwYuB+mz/8knX33ttXfeeWf/k0/ueuQRmhFp3R13tC5opaytobGBHgalCdo6u7reeOON999//+jRo9/dtOnOtjuf2LfvqYMHb7nllpkzZ5aUTG9oqN+wceOOWOyuaHTatKk8Oomm6ZC2Jit7raPrb1IFfcSIqylLpcmoqZtt0z2btj78ME38snBhpKy8jBacnjRpYmNT46rVqxsaG8rLy+vqamngbktLy9KlS3bEYm8cO/bB6Q/efffdvXv3PvrYYz965ZXPfvXpv3/88QuWteuRRw489dSRF1/84csvv/raa6+8+go9H3/w0KFnn3vWsqwXLOvAU0/RVBjPPf/8kRdfPHny5M8/+PkvPvzFhx99+G//9lHPb35z7o9//PrPfz73X3/8948/3rdv37o77th4990Pbd1K08q+9957J0+efOedd372s5/91x//qLh8//79U6YU0sgjyr+o/k1VcHpEjVdmo6k8WlpbmuY3LV6yhFawpknc6BG1JTRRdlNjTW0NtfoWFU2jBGma39TS0kzapuVP6uvrampraNkPqmPRk9lVVZVN85vo0/nN8yMLI01NjZGFkWXLlzW3NDc2NVLNm7rzqVGB1henjlsa80V2oQlYyO7U/EvWHDduLD1vNnz4MKo7Us8ubaquvo5moKurq21oqKfVRamRlur99BAdtQRQXz6NIKOOFapH0qKudLA01I5nJ6VubJ50hdxP6qUmbpL05MmT6FJffpPaX97S2kJ9FjxD6vTpIZo2lbw4adJEnvln1qyZPM07mY9WUic1FhZOJveTnkm9VGunAGjmRCr08Ap19DVSPlXTyej0MFth4eTRo0fRdrizgCroVJyipnuacoc2RQ/jjR49qqRk+k0rblq7bt3NK2++4YbZ9JAhNdvQGPJgsLi0rLS2d2gF2b2quopKYLQaEM3U29LSTKu4zp07Z+asmTxgraysNBQK8qzyNJaNhmrygmxTphRSIYxbpKjDgk4Tn75QKFheUd7V3f3Ms88eOnx496OPPvrYY7nOhi8Dl4P0ee7551+wrKMvvdS9Ywf1hN36ne9EIhGqfND9s2btmkcfe+zJAwe2dXQ88OCDux99dO/jj+/bt6+ru/uee++J79z5gyNHHnjwQVqcsa6udtXq1UuXLqVHYuge42HGsmKt1MIdKugONXX6l1a+oj5U6j0NhYLz5s2LRCLdO3b88OWX3377pydPJjq2dxQVTRs+fNiYa8aUlZctWryotDeLnFc6j5YRa2iovysaffbZZxOJxEcfffiT48d/cOTIsWPHfv3rz373uy9+8AOL1gy9acVN8Z07EycTH3/88YtHX6Qlm3bu2nX0pZfeeuutl1566amDB588cOCR3bsf27Pntddf/+D0B7/8j1+e/sXpkydPfvRvH/3nmf/803//9//7+v/2/K//9cQTT3zvX/5l96OPPv3MMztisZ27dj33/PPH3nzzo48++q8//OEv/++itMLXX3/9xBNP0LNnlJ1Rvs8PR1Hdi4YuU/dzXX0dTfW1eMni1gULSNvUfb5k6ZIVN69YtnxZ64LW6uqqkpLpVLmkacXq6uuof726ppqMSLXwpqZGbl3nOWfIoLR0x4qbb15440L6a2hsaGxsqG+opyuKZ6GhWm8oFOQebvIlNbbT7DfUg0utDlOmFI4cOYKqmzQXCg/mp6HyNCivqamxpqa6aX4TBUkn9/II7dJ5NP04jfOiEgPX22bNmkkj9fjRfBpHRo/s0yhxqprTcwHkfhpVzuPRxo0be/XVVw0bdsVibf3y5pZmanXgCdVpzhY6ChqiSC35NK06lSGotaC0dF5NbU1VVSU9ZE9N1lzuoSZ3CnXq1OsnTBhPMdDa6lTDpob30aNHybXkqVpPvx079hp6NIDuIO6qeUkbAAAgAElEQVT4HzlyBDW88/fJ8VQ+GD9+HM2NM71kOhWkaFI/mkqIJxGiERvUqkEPzs2YUULr+NECdzU11S0tzXX1dXSCaDgnNXtQ8/isWTMnT55E4y2oM2jcuLE0wKKmprq6pprGuJHU6YzL+YioRMIfVVRWbOvooGkZnzxwAC4Hg4HuHTvu33J/LB6/b/PmZcuXr7zllkWLF1VUVFAT7qRJE2fNmrls+bKdu3Y9/cwzj+ze3dXdTfOv0XJktArL/Vu2bL7//o7t22nlwQ0bNy5avGjOnBvWrl172223XXvtFHYw1aFlR7j7HnQ75V955fApUwrrG+orqyrJYWVlpZVVldTU1tLSsq2j4+Uf/ejkeyffOPbG6tWraczzdddd27qgtb29nQ7hu5s2PfDgA/fdd9+me+7514ceeuqpp17/8Y/fP/X+mz9585lnn33Bsn769k8//dWnJ08mqIJ1y6pbDh0+9Omnn/zuiy8++ODn//LAA9H29ru/+11apPXJAwdi8TjNzb7/ySffOPbGa6+//uZPfvLRRx9+8fnnZ87853vvvffpp5988flvP//f//vHb/yYZqHa/eijNFn9ocOHT58+/atfffrHP/zhfy79RXc5D5WiTJ+yXao2kfCodZ1WGamqqmxqaly1etXCGxc2zW8iJZRXlFN/9pKlS2gsMT27zAuf0PO4NB6+vqG+pqa6vKKcFq+k6VRra2tomlWqLVF1PBwJh8MLVt6y8sZFN9bUVM8rnUeipanfqIm1tHQe1S9pCBgNAqeuXOrk5hVKuN+a/kuCodhoXS/6I2dQJz2t2N3QUE/LdZA/qAxBy25SZZ2fU6d90WS3POkNLStOq7rRo2JUZafnBWj1T2pmpx76yZMnkd5GjRpJ7U+LFi9SXN7U1Ej7omBoGjXqlbj11lvX3bFu0aJFZWWlVDunJ8coiah2S8MaaAo8mk+Xmjpo6ByNhqPSyZQphVRdpsGArN7Ro0fRgH8SMw2L4w7ykSNHUAlg+PBhJHvaAs9ryyPveAVbKr7QcwTjx4/jgsWkSRNnz55FJWO62GjAAT8lf3l2YXpIvaKcZg+kFVbI5bT6Kt2/VKChhVJoRCfVMajkxE+6V1VV1tbVVlVV0nmh64quHCqbzuodrErpv/6uu546ePD5F1548sCBx/bsyXU2fBm4HAAAAPA3cDkAAADgb+ByAAAAwN/A5QAAAIC/gcsBAAAAfwOXAwAAAP4GLgcAAAD8DVwOAAAA+Bu4HAAAAPA3cDkAAADgb+ByAAAAwN/A5UOXeCzWHo3KdyzLChQU0F8ikchVYAAAADwBlw9R4rFYoKBAujwei0XCYXpNUu/p6clRdAAAADwAlw9FQsEgVb6lywMFBZZl8X8j4XA8FstFdAAAALwBlw85LMui+nckHGaXJxIJVMQBAMCnwOVDF+lyy7JCwSAZHf3lAADgL+DyoYvi8kBBAfeXJ5NJqfOtW7eub2vjv1tXr7733ns/A3nDr3/967/97W/Gs2xZljx3d9555/Jly3IdL+jDxYsXjefui88/l+dufVtbS3Pzhx9+mOt4wT/58ssvM5orpw9cPnTRXS4/bY9GWe1vv/22Jdh8333N8+d/CfKGr7766h//+IfxLH9y5ow8d4cOHhw9alSu4wV9+Oabb4zn7tKlS1ZfiouK3n333VzHC/7JX/7yl8xlyf0CLh+66G3s8lM5rF3h2LFjN998c9bjA1ng4sWL48aOzXUUIE3Ky8s/OXMm11GAfAQuH7pIl/f09Chj39qjUeXpcwYu9y9wua+By4EdcPnQRbo82bdRPdm3v1wBLvcvcLmvgcuBHXD50EVxebJ3ApmU49jhcv8Cl/sauBzYAZcDz8Dl/gUu9zVwObADLgeegcv9C1zua+ByYAdcDjwDl/sXuNzXwOXADrgceAYu9y9wua+By4EdcDnwDFzuX+ByXwOXAzvgcuAZuNy/wOW+Bi4HdsDlwDNwuX+By30NXA7sgMuBZ+By/wKX+xq4HNgBlwPPwOX+BS73NXA5sAMuB56By/0LXO5r4HJgB1wOPAOX+xe43NfA5cAOuBx4Bi73L3C5r4HLgR1wOfAMXO5f4HJf497lp0+ffv655/bu3WtZ1qVLl7IdGMg5cDnwDFzuX+ByX+Pe5Xv37l28aNF11167vq3ti88/z3ZgIOfA5cAzcLl/gct9jac29lOnTrW2tGQ1HpA/wOXAM3C5f4HLfQ1cDuyAy4cu8VisPRqV74SCwUBBAf319PTY/RAu9y/uXX7x4sXly5ZVVlRUVlQsX7bs4sWL2Y4NpAQuB3bA5UOUeCwWKCiQLg8Fg/xf+tRO53C5f/FULz99+nRbW1tbW9vp06ezGhVwCVwO7IDLhyJc/2Z59/T0KPIOBYPxWMz4c7jcv3htY+/u7u7u7s5ePMATg9jlx48fX9/W1tTYuL6tzbKsXIfjP+DyIYdlWZFwOJlMRsJhpY1dApcPSuByXzOIXf7F559bljVq5MhDBw/iGfo0gMuHLg4up2p6IpEwfgqX+xe43NcMYpcT48aOxciM9IDLhy4OLlc+Ki8v5zFx9BcKBt8BeUMikfjmm2+Mp3LLli3KuRs+bJhxI8rXUv4N8DEOYv70pz8Zz90nZ87o5+7J/fv1LQyaczd61Kgfv/56rqPwgMMY4QEGLh+62Lm8PRoNBYMOP0S93L841MuNWfy6devWrVunvx8oKBjgyEHSvl5uPHd79uwpKy3N4bnbu3fv/Kam6dOnt7a0nLRp5FNAvTxt4PKhi9HlNILd+YdwuX+By32Nv1x+7ty5l19++dopU06dOuVyHlm4PG3g8qGL7nIa357yh3C5f4HLfY2/XJ5MJs+ePRssLnb/fbg8beDyoYvi8lAw6Ny0zsDl/sW9y0+cOLFhw4bS0tLS0tINGzacOHECLs85cDmwAy4fukiXW5alD5CxGxkHl/sXry5fcdNNq1atgsvzBLgc2AGXA8/A5f7Faxu7HXB5Thg0Lvc68B7XW0rgcuAZuNy/wOW+ZjC5PLIwov9dOXx4S2uL/j6ut5TA5cAzcLl/gct9jXuX33TTTSXTp48ZPbqstPTAgQNw+aAHLgeegcv9i+9cfuHChbNnz549e/bcuXMpv/z22293dnbes2lTd3f3+fPnByC8Aca9y59++uk9e/Z0dnbu2bPn2LFjcPmgBy4HnoHL/Uv2XH748OFt27Zt3Lgxgx799ttv6+vqphQWjhs7Nlhc/MXnnzt//0cvv/zdu++eMmVKd3d3/kzIlUE8tbEPcDnMa/83XJ5Z4HLgGbjcv2TV5bfddtvs2bMzXie2LGt9W5vLL39y5kx5eXkG955XZMnle/fubW1pCRYXt7a0HD16NL3YjDEcOXJkSmGhMQa4PLPA5cAzcLl/yWobe5YuDLicyZLLz507d+rUqUBBwalTpy5cuJBebHB5boHLgWfgcv8Cl/uarLax99OX/XR5fUN9KBQadsUVxcXFNTXVcLlX4HLgGbjcv+S5y/v/zDFc7lOX19RUh0KhKYWFoVCooqICLvcKXA48A5f7lwy6PBsTfRhjeOCBB25cuNClk+ByN+fOuPHcutz5Dy5PCVwOPAOX+5cMulzPcMvKyiZPntSfjBgudwYuB3bA5cAzcLl/8ZfLT5w40dLSUjRt2oTx4ysqKo4cOaLEkI22gXwGLgd2wOXAM3C5f/GXy995550DBw48+uij3d3de/bs0dd30fdVV1c7ZsyYwSqDTLk8G8UgPYaXXnrp4YcfnjB+vHG+Grg8s/jM5e3RKF9ekXA45fcj4XA8FnPzKW8zFAxalpVGYLyqWHpbMG4zI9vJOHC5f/Gdy73GkA2X/+jll/NkOrlMudzOl/3xqB7Dmttvnzd3buHkyWWlpdu3b3cTQ85dfraXS5cuDcweM4WfXB4KBuUqnORd5584u5xJJBL9vFakyzNFKBjMz7mr4HL/kj2XT5gw/qqrrho+bNjIESPq6moHk8sPHz68vq0tWFyc8+nk/OXyNGLIrctPnToVLC4eOWJE0bRp99577wDsMYP4xuXt0aheEQ8Fg6zqUDDIVXbWqnQ5f4HvRvpULt1tWZasVUfCYXo/kUjInSo74tYCKlvILciGBN5CoKAgHos5t1/19PS4aXjICXC5f8mey5tbmhubGhsbGxqbGgdZvTyZTJ46daq1paU/W8gIcPkAYJfIeY5vXB5ybLiOhMPsb3Iz2Zddzl+Ix2LsSP6UfqLsiEsPJHjnHRnb2NujUf6hfM3WVzYoicdibloUMossYTjUP+By/5LVNvb+Z8RwuTNw+QAAl2cXpXLsQE9Pj+5y+XOlXp60cbksPRjFJndkdLkSM9X75Ytk37KFJBIOuzzeTGFZFkdCh2b3Tbjcv8DlbmLI+LiwTJElly8IL2hsagwUFDQ2NYYjYbgcLs8iblwuG7Sly8lMuo+dXe6wR31Husv1nRoLFvFYLGTq9Te+mVWUsQUODSFwuX8Z3C4vLi66ZsyYK4cPHz9+XGVlZQZj2LNnT1lpqTEGl5vNCFlyeUlJycgRI4ZdccXIESPmzp0Ll8PlWcSoFjYlyZX8p9fLM+hyux1l1uWWZWV8JF1K4PKhwOB2eUNjQ1VVVXl5WVVVVeuCVri8/+cOLvcLvnG5sS06Eg7Tm0oTunMbu/y5yzZ2xm5HXtvYnV2ek6fR9DZ2Loi8/fbblmDzffc1z5//Jcgbvvrqq3/84x/G0/rJmTPy3B06eHD0qFHGjWTV5S4PJD9jePXVVx9++OEbZs9WJquhGFxu1oFvvvnGeO4uXbpk9aW4qOjdd98dyHRzn3T5EENGmDtnjjGRjfzlL3/JRm6cBr5xeTKZDPR9ppwGmfNHLL9QMKi7nIeYSW27HPtGT6yR2Ox25HXsm7PL9XcGBjmkX76/devW9W1t/Nfa0lJWWvoZyBt+/etf/+1vf7M7p/LcrVmzZsTVVxs3klWPujyQ/IyhoqJi0sSJY0aPnlJYeOjgQSUGl5t14OLFi8Zz98Xnn8tzt76tbcL48T/84Q8HMt3cJ10+xKCze/fumurq66+7rqa6evfu3XrMnv707X/55ZeZz4jTwk8uT4qHxAJiKHiyV7fcgR3qfVbN+Ewae9TZ5XJ3/I7djuj9kP0zaTJaZ5cnEomcPI2mjKiXR62ANnb/Mrjb2HMSg8vNZgS0sXvlwoULDkuzG8MYM2aMMkFCP2MYGHzmcpAl9N59uwH2Sbjcz8DlGY/B5WYzAlyeHnY/h8vBYAMuHyLA5RmPweVmMwJcnh5wORhCYBz7UAAuz3gMLjebEeDy9IDLwdBCDkdwGEgPl/sXuDzjMbjcbEaAy1PG4PUPLgdDF7jcv8DlGY/B5WYzAlyeXgwO78u9VFdXjRwx4opAYMTVVxcVTYPLwSAHLvcvcHnGY3C52YwAl6cXg0uXhyPhxqbGhob6xqbGltYWuBwMcuBy/wKXZzwGl5vNCHB5ejG4dHmmLqGcAJcnk6kWYQMKcLl/gcszHoPy8+eefbZ5/vyZM2e2trQcP37c5U5dApd7jeH48eNHjhwJFBQcOXLk+PHj/QkDLvcBcLkn4HL/ApdnPAbl5+fOnXvrrbdGjxplnJykn8DlXmPYvHnzlMLCkSNGTCks3Lx5c3/CgMtTQ09D8cBC+ZRzqHeyNn7WmWZboxHX9AwVz60mfSynI1UmelPe513ISV71YPh9mgSeH98y7kgSCgblTpOmGejsdsrfDIm54YxvDiRwuX+ByzMeg6dE7idweQZj8BoGXJ4aEjOJjbRH74d6Z0hNarOj8/s8Byq9T2/KOVmVpVbYlHLy1FBvvVxOvU7vy53KCPXJX+WOJKRe+Zq3IyPXdyrneOcJVo1vDjBwuX+ByzMeg6c/lzHYAZdnMAavYcDlqVGcRGal+je/yROTKeZTZjih9yPhsKyjs//kjqT7QzZt7FyAkAZNikKG3Y4kxhKJEoBxp0ZV58rfErjcv8DlAxBDS2vLlcOHZ8MHcHkGY/AaBlyeGsWIpGfZLi0bsRUFGjWs/5DtyFqVZQJlI1RusPthsu9SqsYdSUJ9l1qxc7m+U7mOC3/N+OYAA5f7F7g82zEsCC+oq6+7ctiwxqbGcCQMl+dtDF7DgMtTY+dy43zgLl1u7LpO6XIWqrLsqYPLjTuSpHS53U7l4eilBLuiwwAAl/sXuDzbMZSUlIy4+urhw4aNHDFi7ty5cHnexuA1DLg8NcaZwGVXtERxufJb3oL+ZtKFy5UCRMo2drsdKcE4u9xupw5H7fDmAACX+xe4PIcxwOV5FYPXMODy1ChD0mQ3NluN1M795fxbHkEmh57Rl7nGHAoGub88pctDvZ30tBE3Y9/0HUncuNy4U7k1/o7xzQEGLvcvcHkOY4DL8yoGr2HA5amh8VzGbuBQ7/NX/L5eGeXfyiqyfMqL37dzOemZfc/N17JtwM0zacY6ekqXO+w0IHrieYPGNwcSuNy/wOU5jAEuz6sYvIYBl6fG2E6ez4SG9twycLl/gctzGANcnlcxeA0DLk9N/ru8PRoN9bZmKw/FDUHgcv8Cl+cwBrg8r2LwGgZcnpr8d3myb2v/oBd5yHFMH1zuX+DyHMYAl+dVDF7DgMuBz6DxB3D5oAQuz2EMcHlexeA1DLgc+AnqQQihXj5IgctzGANcnlcxeA0DLgd+IlBQYFkWXD5YgctzGANcnlcxeA0DLge+gafEgcsHK3B5DmOAy/MqBq9hwOUqARfzngJn5GjBTKWnfK5dcfm6tWtbW1r4b+6cOTfMnv3vIG/45S9/+c033xhP6969e+W5a2pquurKK40byapHXR7I4I7BLow///nPxnP32WefyXPX2tIyZvRoy7LyIeZBEIPXMIwxnD17tv95b0ZAvdyXZMPlgb4T2EmXf/bZZ6cEO3fuvHHhwv8L8oavv/7a7rSeO3dOnru33nrrmjFjjBvJqkddHsjgjsEujL///e/Gc/ftt9+e6suMkpKf//zn+RDzIIjBaxjGGP7617/2P+/NCLmsl5MwAtqDXrwUGE+RRvOz0vhqagSWs61Jk4XEk2M816n8srKIC70ZMs2EygulK1tL9l2sTM7pxjPQyYfWKHjeTiQclkuiudkmHxS9LyeJo/SUyZjeSZFJxH/GZElms4393LlzX3zxxdmzZ8+fP5+N7QO0secwBk9hGEEbewZj8BoG2thVpMs5dXhyUzmteqjv8mWKm+m1/L5c25tnSueFz5N9p3mRXzZObE5f5vJEoPcxLWWumIBY3yxgevScApBHx8FzDHK+d/matiknmecfyno5B5+p1c1DuegvP3/+fElJybixYydPmlReXp4/Bd7BBFyewxjg8ryKwWsYcLmKUi+nN2nstHxBkBqlsJPaGqnKImb8w4BY71xRLH1qjIpRfsiBtUej0nO8yplxfTM9eHnU8rfyEOT6bErjBBdEpMs5NewWivVKTlxObNmyZd8TT2Rp4wAuz2EMcHlexeA1DLhcRa92J0Wl02gjqbFk38VFAn1b45NiqRVZXw/0XfvE2KSsTLGeSCRkqYKXQgmJZnzZFm0sUujBG12uzHwnyw28TaUFwthfnqmV0wbG5fopcP7r/x4BXJ7DGODyvIrBaxh5ngX51eXG0V5k8ZC2BCrBncqJREKp/RtxcLlxYZXB5HJnMuhy/YYpKpo2c+ZM391IfgEuz2EMcHlexeA1jDzPgvLO5UbLOujQuOWkyeUEWdDN+ijK4qocmF2fdH9c7tDG7muXnz9/vru7+55Nmzo7O3/08svKpwPjcnqw54bZs+tqa9etXZveRgYNcHkOY4DL8yoGr2HA5SrOLjeOZVN0yOPa6L+hYJC+JtvJQ8EgV8EDpqFqkXA41HfpM2N/Oas00HfsG++IljNP9s/lDmPffO3ynp6e7u7uYHHx+ra2w4cPK58qN9L85vnDrriC2k6uvuqqBeEFGbmR6MGexYsWbd269bPPPktvI4MGuDyHMcDleRWD1zDgchVnlyfF01msJUWHyb4d3mw1+VgXtZDTR/KRLVmh5350Yx2dXa7/UO6IXdsfl+vB69uULqfD52fS8tblRGtLy6lTp/T3B/JGWt/WNpSXnGfg8hzGAJfnVQxew4DL/YrSxg4YuNy/wOU5jAEuz6sYvIaR5zqAy22By+1wcHnA49B0uHyAgctzGANcnlcxeA0jz3UAl9sCl9vh7HL9hikrLd2zZ09ubyT3Lr9w4cLZs2cH69xzcHkOY4DL8yoGr2HkuQ7gcuCZPHe517YB+dtvv/22vq5u4oQJEydMmD1r1sWLF/ubWHkGXJ7DGODyvIrBaxhwORhsuHf5oYMHpxQWXn3VVRMnTLhx4cKBuZGM9/ONCxc+8MADxptZ38K+J57YsmVL+gmUx8DlOYwBLs+rGLyGAZeDwYanevmRI0esF144cuTIj19/fWBuJLjcAbg8hzHA5XkVg9cw4HIw2PDaxj7ANxJc7gBcnsMY4PK8isFrGHA5GGz4zuUvvfTS/KamDRs2vPrqq3oM+hbg8vw5d4MpBrg8r2LwGgZcDgYb/nK59cILUwoLx4wePWH8+Btmzz5x4oQSg6e/zKViboDLcxgDXJ5XMXgNI89vf7gceMZfLk8jhpkzZxYVTfPdzewGuDyHMcDleRWD1zDy/PaHy4Fn4HL/ApfnMAa4PK9i8BpGnt/+cDnwDFzuX+DyHMYAl+dVDF7DyPPbHy4H/yQUDHLHsMMsaYPb5bNnz544YcLYsdfMmDEjHAn76GZ2A1yewxjg8ryKwWsYeX77w+XgMu3RaMhxEVhmELs8HAnPmDFj6rSpU6dNnT59euuCVh/dzG6Ay3MYA1yeVzF4DSPPb3+4HFwmJJagTfZdIl1hELvc1zezG+DyHMYAl+dVDF7DyPPbHy4HyWTfxdEJu+XYk3C5n4HLcxgDXJ5XMXgNI89vf7gcJJO9Lu/p6eF34rFYJBym17x0GPHMM88sXLjwrIms5sXGPeZnDAPMuXPn7M7spUuX5Dd/9atfXTNmjHEj+ZBugzsGuzC+/fZbu9OnfJMmSMiHmAdBDF7DMMZw6dKlDObD/QEuB8lkbwe54vJQb/d5JBIJFhfz36SJE6++6ir5Dv8FPE694unPuEfEECwuLikpsVuhdXtHh/xm0bRpwwKBfIgZMfDf8ePHjefukzNnlG9eOXz4dddemw8x52cMAx/G9o6OjOfG6QGXg2QyVb1cwaGNHRCBvvWDEydObNiwYdWqVatWrdqwYYM+95ynykF/AnNoYwf5j10bOwBwObhMIBP95YBQXH7s2LG2trbS0tLS0tK2trZjx47B5SAN4HJgB1wOLhPKxDh2QARM/Xbr1q1bt25d/zvt+hMYXO5r4HJgB1wOLiM7yPXucwlcnhKv/XBwOXADXA7sgMvBP5F2sauUJ+HydOnu7u7u7tbfh8uBS+ByYAdcDjwDl3vl22+/PXr06M0rVty8YsVrr72mfAqXA5fA5cAOuBx4Bi73yoULF9rb25ctXbpy5cp77733r3/9q/wULgcugcuBHXA58AxcnlngcuASuBzYAZcDz8DlmQUuBy6By4EdcDnwDFyeWeBy4BK4HNgBlwPPwOWZBS4HLoHLgR1wOfAMXJ5Z4HLgErgc2AGXA8/A5ZlFd3lFRcWcOTfMmDFjzpw5rQta4XJAwOXADrgceAYuzyy6y4PB4vHjxo0aOfK6665taGyAywEBlwM74HLgGbg8sxjb2MvKyiZPnoQ2diCBy4EdcDnwDFyeWeBy4BK4HNgBlwPPwOWZxetCLP3ZF1zua+ByYAdcDjwDlw8AWUpkuNzXwOXADrgceAYuHwDgcqADlwM74HLgGbh8AIDLgQ5cDuyAy4Fn4PJsE4lEphQWXjNmTLC4OLN5N1zua+ByYAdcDgyEgsF4LGb3KVyebS5cuHD27Nkvvvji7Nmzmd0yXO5r4HJgB1wOVNqj0UBBAVw+KIHLfQ1cDuyAy0EfEolEoKAA9fLBClzua+ByYAdcDvoQKCiwLAsuH6zA5b4GLgd2wOXgn7RHo+3RaFLrL3909+71bW3819jQML+p6TOQN/zmN7/5+9//bjynx44dk+du1apV48eNy3W8oA//8z//Yzx3PT098tytb2u7ZsyYEydO5Dpe8E/OnTuXjaw4DeBycBnLsnhOMcXlb7/9tiU4dPDgK6+88iXIG7766qt//OMfxtP6yZkzVl/279uX63hBH7755hvjuTt//rxy7uKxWK6DBX34+uuvM54VpwdcDi4TKChIJBL02rmNHQAAQF4Blw8VQsGgcXJvcjZVypW/UDCY66gBAACkBi4HBlAvBwAAHwGXAwNwOQAA+Ai4HBiAywEAwEfA5SDr0Pwz9GdZlvE7kXCYv9PT05PZAGgmu5SrgPPXMj5QQN87PfvnEGfGE6E/8GCLSDhs/IIcb5HZUqDLcxePxTKyvrsd8hp2vpj5U7u0GmCG+LlzGYNMBLs8Ks+By0HWkWaSo+WZ9miUMxq6sbMdj3678rP1yWSyp6cne+P+5LN/dgHYfScntEejnMXLIBnyHJ3inp6erOaGxo3HYzEpqgFIOnnFSuTlHQmHjSW2gQTnzk0MNDsWvaZE0POo/AcuB9mFMgv+byQc1sv+oWBQ3jxZvZfsclhlp5FwOBuZml1Okc85SCgY5KSQuR4Tj8VkkhqdkRHszp2MMNlXYNnArqQVj8Xy7dEPnDuXMQyCLkW4HGQdWS9XtK1DVstSC7OshehBKi7Pxu1tV59TSjx5hcxelazfSJaSzuHc6T7IaoXYLuvP9n7TAOfOTQx5W4z2BFwOBgLutEspaaXNLbM4NHvKTIRu+4xnag6Vb6ozyU67zO66n3CPZso0yV5RzOHcyWuGAsieUx26P0iEPPIjT7yOc+ccA9+VfOv51OtwOcguSnHYuTkrq9XTlO3YnAtHwuFsVFAc2mDJEEphIrYMkpsAAB3QSURBVLN7Txt5ylI2IyvVrEyR8tzJcYtZrR87aImuHw4yH6rpOHcpY6CPZMr4VOdwOcguys1p7LQjHBrBMoKn7sxsdKE5bFNPljzJUPRShUNg2et39HTusjfozFlLSvnP4VIfGHDu3MSgt0ZkqaMh28DlILu4dDm1BGb1QSxP2UTGVeqsAX3kvL9cTkc38KOWjGSpfplM9XxBPBbzo8uHwrlzjiEUDMLlAKQgkUjIHM14n1AjW7afqHbOJuTdbllWxvvsUzaby5TJuQYkcriiMbAsDS9QYnA4d3JEoXK9ZRbnwRxKDS8flIBz5yYGvc8+r2Z3cAlcDrKOHFfCuQa7jW4e5S8bZXO9UqL4NeWsGv3B7okguS85YU7GA+gPnDLyEDh/lGFnKQFTnjuOIatlIGNvrvSEvJhz3llO4Ny5iUHOV5MP7WFpAJcDAAAA/gYuBwAAAPwNXA4AAAD4G7gcAAAA8DdwOQAAAOBv4HIAAADA38DlAAAAgL+BywEAAAB/A5cDAAAA/gYuBwAAAPwNXA4A8CvGtfVSLrIJwOADLgcA+BW4HAACLgcA+BW4HAACLgcA5Du0oBytjSvX8oLLASDgcgBAvkNLUrLCQ8EgvYbLASDgcgBAvkMu5/+ywumF8Q8uB0MKuBwAkO/EY7FQMCjfIVujXg4AAZcDAPIduBwAZ+ByAEC+49zGDpcDAJcDAPIdcnl7NEr/DQWD9BouB4CAywEA+Q61sUfCYRrXxlKHywEg4HIAQL6j95cDACRwOQAg34HLAXAGLgcA5DtwOQDOwOUAAACAv4HLAQAAAH8DlwMAAAD+Bi4HAAAA/A1cDgAAAPgbuBwAAADwN3A5AAAA4G/gcgAAAMDfwOUAAACAv4HLAQAAAH8DlwMAAAD+Bi4HAAAA/A1cDgAAAPgbuBwAAADwN3A5AAAA4G/gcgAAAMDfwOUAAACAv4HLAQAAAH8DlwMAAAD+Bi4HAAAA/A1cDgAAAPgbuBwAAADwN3A5AAAA4G/gcgAAAMDfwOUAAACAv4HLAQAAAH8DlwMAAAD+Bi4HAAAA/A1cDgAAAPgbuByAQUgikQgUFAQKChKJRK5j8Q2RcDhQUBAJh3MdCACegctBftEejQYKCuKxGL9jWRZpybKsgY+Hdm33Z/crOgo9bPl+oKCgPRp1EwOngP4T0k+goCAUDCoB0AuZkvFYzE3wGSGNdJPhybDl1lymWDKZDAWD/Kuenh7jXuT7iUSCzpRlWfJ9uR33ewdggIHLQX6huJw1pmTuA0agoOAde4xaao9G2axUP2adR8JhrwdCKcB2kUYJBYNyy7JCqdfLQ8Gg/AIpTUorgwQKCiILI3Z/xkSjeOh1T0+PPOOhYJCPoj0adZOAoWBQlmb4SOOxmCz0hIJBmQJKvVw5d0ktDQHIH+BykF9Il7OQciXyZFoul4pNJpPt0SgLII1G7/ZoVFYHSe3yBUH+s3OzjIFR9J9B0nC5Usph6dI1wO9blqW0QOjoSREKBmnjipvjsZhDVVtvCqIt56R9CABn4HKQX7DLKd80ipwbljmXV2rzJAASleI8r6Thcv2IKBJn3bqED8eoZ4ejMBoof+rlCv1xuY50uSxLOWzN4bLJUqIB0B/gcpBfsJWN3cDJvv2XrHMpb95IRupP/Xc5i4TMwWGnVydmhVNFljvgHQxHiTOQBuq/yyPhsOxKkG3sXjutqQhFW9Dr5Xbp5qmoBEDOgctBfqGMDlMGHCnOJuWTKUmTZCz5up/00+XSFrJLmP7r1RbSytQ4wWZyqGL6zuV6nZjLQGn0tshigTQ0OR4uB4MDuBzkF+zy9miUB75xtUwZiS1lTx9ZlqX4vp/0x+XKsDUFr03uSmetVBSHateQ7iOX0+njM64URBxq0kbkOER+h1syHApAaZS0AMghcDnILyir5WyUap9K1Vb5k73R1PKcwQFKabtccZKOVKzxuJRao1Ir1YfEK2PulKPQP8pefT1tl+uDy/RGdUpVvf1G77lQGkJ0HIRt11+O+jrIT+BykF8oo9iUEXCUw9plptQSm8EG9mS6LqejUESu1KSVUV0O0FEr5tY95FB0MBpIr7NmivRcbiyE2bk8ZQx0GShvKgUg50cEjQWg9Nr5Acg2cDnIL/S5YrgGJvvC5R9nuFy7zWDNKQ2XU8B6YUKp6sVjMTdWoF8ZK9wu+8v5yzJZjKWNTJGGy+nc6fGkN449FAwav6Y/xe6wET3lHfrXAcgtcDnIL3SXJ3un/WIVSZ3LrJYr8fLN/j+T5vCnf59jMDaVyxncXFbv9LKLLCjwp24co7RLu06DdPCUaHbfp494mgGXhykTmf/k8DdPKWDcCAD5BlwOBhWK6gAAYCgAl4PBA7WgYmgSAGCoAZeDwYBs2c51LAAAMNDA5QAAAIC/gcsBAAAAfwOXAwAAAP4GLgcAAAD8DVwOAAAA+Bu4HAAAAPA3cDkAAADgb+ByAAAAwN/A5QAAAIC/gcsBAAAAfwOXAwAAAP4GLgcAAAD8DVwOAAAA+Bu4HAAAAPA3cDkAAADgb+ByAAAAwN/A5QAAAIC/gcsBAAAAfwOXAwAAAP4GLgcAAAD8DVwOAAAA+Bu4HAAAAPA3cDkAAADgb/q4vKenJ1BQECgo6OnpSSaT8ViM/hsoKLAsK0cRXo7KLoBIOOwptngs1h6NuvmmvmVOn0Qi4X6PDtAGlf9GwmHjl+XpSHlS9ERLeeDO6cxwsnhNea+0R6PyYO2ShUgkEqFg0OWniUQiUFDQHo1ymoSCwYycU9oy/9F9ZEcoGJRfjsdi9L77S1RHuUIctuNw7Mpl6RJ5OA5fU5IoZSoNJHYpLy9F52tevw7pMutnYG7uNc6dUuZRxvNrWRbdYtm7r3t6euKxmGVZHJu8GJxv8IHEmAJ0oXIqydT2dH6zl38aXE6vOWgigwLzSjwWi4TDdmd6IF2upEn/kQmeUqVK5HQbOG9ZfiHlgTunMzOQLpc3SXs06hCbe5dTutHF3B9r6lBhS+7UWVSKREPBYP8zfWWPoWDQ7hw5HHsaLpcXg2VZXstVeaJzY5ooN0UoGHS4ZnLlcsuyZDLSGbTLsXPlcsuyLMtqj0YpTiVm5fbJN5SrNG0XZC95bV2uXILyKo+Ew7I8ogspmUzSOQsUFNCVzQVb3iCdSFkcs8tcaAt6JkUb56ThDbIRKbm5uiC/QzvSYzBuWQmY8kd5dPIjTiI+5HgsxlVquwqQmzqxnj4OtUmu4vNPUnpLT2fKxWQS8UFR2vJ/lWKfPFj6pqyE9fT0yPwuFAwas3I9E3TI9F26XIo8qdVN6Wt8wcivpazmGsNrj0Ydzqly+jhIjkqW/ZUr1i4eJQZKQ+MdqtfLuZJEp1U5duecS7897a5MZ9tx4lO6yQTkH8pkcQhJTz2+KZQaNl/G7dGokqTGLNvTdSiPTsk57Y6Fv8bx2N1rjJ7glO0k+8qDXsvrQV7b7HKZIHZx2uXwDmVuzjQoMOP9wimjX+H6ibPL82Vuo8Qgm1j4U2VfnGJ81PQrrpfLDN85Zt6XMf/kA0mZZxrTU8GpXm68buTlTvu2czkHoWdSsk6p3z+SRCJBn8ok49e0HeXqpF3zC0ovqnSmjEHfsgyGb2zl6PTtUBmCP6Vt6jalsF02bqdRL5fFc2eXG9OZjyIpGmZkvVz/lCuCHB6lFX0q04f9YXfn6y53UKMblysiT5pcrl8wspYZCYft6lgOB2KHnv9SsUa3rLGaZSwDGZ3q0uX8W3a5y2NP9uazbioc+pnipONd8NUrU1U6gLM8h5Oupx69oI3wb6Wt9eKRsVbt6TrkLeg5p/FY+MKT8RjvNUYpHCs4uFxGS7UXZV98O+txyjxQngjejjPGG5ZPNycan0Rn7yh5vv4T/pq8nOz2xSnG71CJR7ax8wt5fu22QzErzZlyL27yzJTYupwj4AIIvSNzEMoO7FwuK9x6pqyUTO3ik5m+vJpl3dHYq53UbnUlCzPG4Lxl/UQqR8fbUc4iX/HKVe6p00XvL3fTJRaPxZSClBFjOuu5gPFFUuQRMsHpTXnUMgG5fGOXLWbW5Ur5nTDWy5UNysN02Is8TL1GaCSlyx2+zOdLQblCHFrOlGPX40/aVIvtkJUkh4vZweUyH5A5I90+9EK5iVwOdHAo08jzq6e88ZJzaDbXRwNwaug5p/FY5JnleIx3otypktHJuqCDy+WBGNvYqfJtjFPxovyJS5frX+MD0cupgb6t8cZKkbJ350j4U31flAJ6qjq73K59UW5Tf+E+z0xJCpfLffD9xhFbvZ0fzi43ZsrK5W7cqTKaQ6+CJ/teRsroGyUVKHLpcmXjDlvm49VdrhxdGi7nkq9ztUZewSn7VuWxUHUnZf+oks5J7y5Xrn5KQLvr0u6mlT9XjlHPxRg3Lufc3LmNXdmgbOyShVp9F/ot51x+0j2kXKLJvlepDFvqR2bcAVOLnBuXK6Hql7Fz5U/fnfszRVeFcvdxEZkuA05eq28vg3OJVkk9YzrIs0AZmrKFTNXL9ZzTeCwyHgeXy/NuPDVGNysuV8qp/H2ZILJJWcYp72VF//2vl+uXsRKAzAnt8nxjJDKvs9uXLtSkVpTUXW689eLa+HEl//SUZzpj63K7zjy9dJkUBWr3LnczHkSp0HPrU0CrPcvm0zTq5fI7A18v540brwZ5+Er3lYP79WzLoa3GLp2zVy9PJpPt0ahzu7R+ghzSx00bOx8dp4zXerkzenieXK53RQVEBZe/rPvGOQZ+n15ko17uIDBPX1ZK0tzbFRGdrO6zNj310qiXG3fn6To01tuM9XIijXp50lQulLLJbL1cT5k06uVJx/5yo8uVd+zyfAcLynufP7Vzudd6ub6dkBgmmct6ObfNErJH2aHXhxNLRsCJwm8mRF+vZd/ppbzPvWgcA3dwKoVEjkEGFrHvL+cY9C3LAIwuT9j0l3t1Of3cQUhKRhN3HPap13IC9u29duns1eVJm74f43VJae5QpFN84Nxv5N7lSdHI5Mbl8vqUfZk63KnGW3BI86SW/3LS6V1XtGWK0PnGdnC5coca+8u5i04vDUcc+8uVU+lQXVbOhbx9Ilp/OW9c/lfJwY3Ha0w9uxZE2Xmnn69IhsaxO+ecfCx2/eXOLpd5HW+NZdMuhv5ZffvLZeWNXS4TxOrbX85x6veysp2UWPbj2DnR+GBl6tF1YpfnO1hQZikyfZR96bmZp/5y/rnM+e3q5UkveaYzTm3ssn1AXr4RbTQmN8IYXZ4UjV2ylUm2jSQ1VxnrH3xGQ9po85AYARsQrUD8TdoCpZfeXse70LcsQ9JdLrdj7Gl273LaO5XfdU/rlQZ5+ymhGrdMP3efzsYchE4x5TjG/CUgGuKSjtclp4zRxEoniNICrBfSjcMp9E/5O5QjpHR5UtwI/I5dvVPpLuUwjN8P9X2+XK8dtvcdG0xpLn/ivsqo36G6yxPuxrHbHbs8HJaKXl/Ue5SNG5HXc3vfodGymZQjd7h+OPWMLle+afR0u83z5cajc2ii0HNO/Vjk13Q9JG1crmwq0LcsxVcvVaD1gk7AZhy7Q5x2OTynoXOjFCeX3cWsvymThdPfmOfTp3b5rfyJcV+cwvz99r7j2JMml+vbkfeOTBY9/3SfZzrgtr/cj7hPBTDw6HlBDoPxCtWfch1FbsjPY/fX9eMS9/07+YN026A8KXmL07xvfgcuz1uonCubBP1129NorFxHkRvy8Nh9d/04INsA8rDMZMTYgktdn7kNbEiB+dgBAAAAfwOXAwAAAP4GLgcAAAD8DVwOAAAA+Bu4vF8YH4Zx8zCGM8YtuJyuMiNk44kGT/FzwjpE4jztj0IGj6j/53fg90Wjk+S16nLL+twykv4PtLb6rrch0Z9ek8/OyfG57X0nYlNm9+NQjc9rpYGbo1ZC0p+8Uo6uP/HYERKr5MkhdW4eFZOPIDo8Q2icccFuvykDlvuNa1NWyzOecr/y8bPBMZQ7JXB5vxhIlw8k+eNyNwywyweSTF0Jun68bjlLLk8mkzQxjn4GlZkP5Lx4AW3GC3lp0bO8yhPq/H29KOCVlEdNApMTBujz98W1VSoyC6USx+A8W7hEzsChoMwXJGekMe5XPknkPM+S836V5/5T7jcp5hD0lJP4mkHicip0K3N7KeVB6RJ+zbMN8DXK5WXemnE+B/4yTdgiC4Ay1wvZL6Cpzw4hJyfRy7NyPhN9sxFtnUQ9fZSt6XMvGGcLkYnAUXF+RO/wNGr6DA/8jsM8mkoKcILLaXNkPCRv2jvvVJkIT8nfjfNjyAkZlPQxziMkz06yd0Yw/ZCVY3eYZ4lmcKQ3aSYK3qmcA07fu57mxr3wDFPKRZ7se40Z5ziK9J3vU7+q5XxK8h7hBGwXa2Iqx8XQk0vtvWtaS/TatpxVV54X+Zrqdlbv4j18LPJisJOxcYJq55mgjBvR51nivctpwhw2EhBrs+pTcqWUE19XutucYSPq17OlTdBJDSrKND7GWbaS4vR53a+cnM7lfo3zXw16BoPL9Sl4ZL4T6V3DW3e5/Fqgd2ltqWRlVjW9iCenerXEqoWc1ytzUiqziSlT28r4OQzeCLs8oK3LaZz3kbFLDfqJPGR+4eDypLi7pD4t03yf8u4KOM6jqaSA3sYu876AtkyOkj/qGYdxzk6OUy+HGUtmSnpGHFeibBcTcfPcqPJ649SQOuTE1A3Ke3dOc30vSZN+5DXWbpp72M7l8hwFtDk+LdOamPwTT60jSlWSp4ml92UxQpkdrKfvYqkcTMomBL0CnXKGZjvkd4xFhEjvlJT6lZMUdzEHYIzEYe9cpkn23g4uywFJm5k5ZAt20maqdmW/kpTTD9vtV2kMcLNfWcR3f735ncHgcucSrj5XJb+2tOVMlKwz0Dv9u90NoNg9JNas1OdaV5rU+Ld6/DIMN/OMRkzrMaSRGnx76HmuMvc17VHuq11bh0PZiEO9XE8B3eWcF/ALo124LqWktnFfvBd9km2Habdlduwws6beqqnn6XZuc+ilVkpm+rEE+s5xbacfuR2lyis3rkeiXAZUsZYZq345KU0mLuG8WDY8cKhyNk3ZsKR8Td+gQ8s2/4pfxFOtnGSHUifWz0igb6OacqnIn3DJVY/ECCeILEnLVsY0nGqcBVn5pr5fiZsuNn2/+pG62a+siqCN3U/YFQOVXMDYxq40M9oNuOBSrZKxKoVNWd1XpkeWmQi/o2eghFeXy0MzutxNaujlGLkF5abiZkyjVygrVO4i0r/R5XoKGMe+cdFKaX+W5SS9cOOwL5l3K43A+jv62XF2eUDrlJXvWNp6wRy/rE+kdLm8wJTWbHm6jdeYs6WMLtdLqORyZaeKy2WoKUVC2FXj2NZJ7XpI9i0t2dnOoZSWFPcCN3JI96fncmO93O7L8tCUw9QjMcIf2bV1pyxX6U5V9s5pLr/psF+lfU6/Wuz2qySXy/3qaTUUhr8NTpfLmrTMeXWXy43EHRf5JpQGMff1ckK2BMhadVbr5cbUyFW9PGlaf9Oly9t7l3xWWr/lrRuPxYwlced6udyvcuD6O2m73LlenjCt4ei+Xu6wX+M3jfXydvv1Md3Xywnjm0mtqdaOuM3QMPk+nXdOVWORIqk1kDhX1Gj7IdMItbTr5crtqR+XG5e7rJcntMH/ypbTc7mSYYb6LgtEB2i335DjcojO+1VSxuV+lUSGy30DXwF6Jit7ebnfhTNNPVuUxuJM3K65jL/D1US7/vJkbxYm90hD2Izxe3W5c3+5MTWMrRSc/bXb9JfLBFTitGz6y+O9y07zxgNi6Fygb4sZb9Do8kTfka5Gl9MP9QKZy/5yvaVaz/pdurxdW+TKrr+cE5APLdK7hqOzyy3Teqzt2uqQxvDifcdkcEpyG3Wg7/qYMrVlV67Vt7+c7yB5OErDScq21qR9x5n0ItXdOQWU08RbaO87TooP1gjFL28xWZR0aEPW4+TvKHe9ct71yJMml3vqL1dikAHIhg07FKc66N9YYlMyHDdFN7ut2WnYzX7pTTf99IODweDypGjBo//Kwhrnd9xqGgmHOUeI2I/lVm4nYyE30XccO72p3LoBmwZ2WcV02IIblysHonfM66lhdHnC9Th247iwuItx7EnT+pt6CvAPlXwkYFoblDaoZJfJvsjt6HHqJ914GSj7dXa5PHZ+J6KNY1fydHlt6B0fDmmudGcoV7VdvdzufIW09TH1qzpkM46dz7LS/eRw4Dr6aAPj+6HeIZz6ZW+JMRPtpqer7ZSs1CMt+3HsDlJXunJ47w6XnER3uTESu8YPPQb9XDv8VvnIoSXD2antjs+mp9xa2mWIZN/kdfjJYGKQuBwwbioNaeCmaS4fGDpDXfyOm5plVqF+pdzGkFtyfgoGmMF9vHD5YKA9++sk+sLl8b7zRYB8JueVpHbTQ+1DB2r1yXUUA8egP164HAAAAPA3cDkAAADgb+ByAAAAwN/A5cAt+oQzmcK5M944Lt3uTbuB2QGb2dflqHi7Q5NPfhP6qGljbP0fh+g8MVw/N24cQZ0NeCC3PqmDw1huZsDi1En5xDN/zc2AFXqCRn8/rq1iB4BX4HLgCqvvahbOD+lmFpcul37l56rjpiWq+LkmHvSe6LvIo/7koZLVunR5/7FzOT1N3s/hYwPmSOPjQMqsAPk5stKNy/UJo4xlLJo81S7N8fwF6CdwOXCF7if5lLlS8aWnk2U1RQrS6p2+lB/N/+lPf6o/aM4TYsit8YPdxnoeY4kpmvk7JA9lpu6ANrGJPjNXondtOmXGMd6CPHwZm/Hxa060iLZ4nb41O5crE9rI38oylt4mwZFQkioPLsvJauQZ5FNMMxwozR564svHoPWnovkQ5OnjtOLmH32CJmOcEW12WH0LMilSThqhHEtKlytP/Ns9xxyPxeiyNJYC4XLQT+BykJoe+/UKjdOo8ZR2yd4ZwaQAImJidmWeJuMEdiHTkm7OdV/2sT5tasI0hX6PWHDCWC+nr/He9TndkmIeG72NPaAtIxY3LYWnb83ocp66S4qhXVuWzTk2DsBuajNuseACmZy2iOWqNM8Yt2ZXLze2SOszo7mJUyayvgWuK/NG2t0t3eayXu6mhZzT0/hNuBz0E7gcpMYhozFOby6bGaVW6R19clY507WcudphulkHl+sakBvU5yNT5rzTa2l8XDwbqLF2xbm8YlNj6cE4tZ++NaNpOJXkebGbKE1uTTmPAW3RDuOU47JaHOmdapcn9lLOgnHacLuqqj4Cw1hqdBknp5g+x74yKR5NCeemVd9lf3lSWxRH347zvIRwOegncDlIjUO9XJmrUp8gVk4yb1kWZ2pGlxt/6NXl0t8u6+WyPUCf7FpRptJSGhdr6xldrvggoi1Lo7yWW9NdLpvr5U6NHbHK1vRyDDlS2WAylcu5GUP3VrtpOS8302dSHd2oNHa5c5zG8krSfrkRvXFex+hy58EQ7aYlkiN9V7TT9wiXg34ClwNXGPvLqbHXZb2csmOuyWWjXk7bUXph5Qb1/nL2mX4UjDIHfkBMeh8S67j0v16ub013udKdz6UQ3eX61lLWy2W6ObicE1ZvTnBZLzceF10bburlxjgdXO6sSbvRaknTyhz6hafU1I3FLxmA7CpyHyQAzsDlwBX6OHbK4+z6y2W3N+d9kd7lv5I2LrfrL3fjckusVcPoS1TJF5yBcqNx0qYPWBnEzh29yrAsT/3lusv1reliUHJ8FoPehW8Xm9W7dpbeD83hpXR5PBYzKtB9f7nyKARvjVOP9+syTr0sJUdXyMOhUojLpdtkt4u82hnl1pDXML+jJFRErKDI6QaXg/4AlwO3yIdonZdHkyPPZS4mBWZ0edK04JvR5bR9ufGQtrZxsm+LtPSQ0tyaFHPa61mqns8GxHAw3jiri2NzHseuu1zfmuJyvZyRFMq0O0wZm/M4dnkWnF3uvIaVkpJ2beyy5Vm2iwT6PqjtMk59JLzS2q/sKORu6TalU0MGLx2vX2Z81PpmeRwlfwSXg34Cl4PMY1fRca4AKdgNMgL5gHG8nt/J4RHB5aCfwOUg8+jOpipIygFQA7DgG+g/Efs5T3xNyuszS2DeN9B/4HIAAADA38DlAAAAgL+BywEAAAB/A5cDAAAA/gYuBwAAAPwNXA4AAAD4G7gcAAAA8DdwOQAAAOBv4HIAAADA38DlAAAAgL+BywEAAAB/8/8BDQ9b4Kd87WgAAAAASUVORK5CYII=" alt><br> </p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the difference in coral cover in 1996 and 2002. No working required.</p>
<p><img src="data:image/png;base64,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" alt></p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the evidence that the ocean temperature has an effect on coral cover.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest causes for the changes in ocean temperature.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify <strong>one</strong> advantage of conducting this experiment in the laboratory rather than in the ocean.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Comment on whether the experimental data supports the observed data from the ocean.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Describe the trend in calcification when the pH is decreased at 25 –26°C.</p>
<p>(ii) In environmental studies, a critical value is the level at which a population declines or shows signs of poor health. Suggest a critical pH for <em>P. onkodes</em>.</p>
<p>(iii) Using all of the data, comment on the hypothesis that ocean acidification in warming seas will have the same effect on all species of coral.</p>
<div class="marks">[3]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest another marine animal that has parts made of calcium carbonate and may therefore be damaged due to ocean acidification.</p>
<div class="marks">[1]</div>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline causes of ocean acidification.</p>
<div class="marks">[2]</div>
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the need for international cooperation to solve the problems of declining coral populations.</p>
<div class="marks">[3]</div>
<div class="question_part_label">i.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>60 (%)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. coral cover decreases as temperature rises (between 1996 and 1998/2000 and 2002) / negative correlation between temperature and coral cover / coral cover highest when temperature is lowest/vice versa</p>
<p>b. coral cover remains constant when temperature drops (between 1998/1999 and 2000)/remains (nearly) constant when temperature stops rising (between 2002 and 2003)</p>
<p>c. no proof of causation / only a correlation / other factors could be affecting the coral</p>
<p><em>Do not award this mark for “inversely proportional”, but the mark can still be awarded if other parts of the answer give one of the alternative parts of the mark point</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. increased carbon dioxide/methane <span style="text-decoration: underline;">in the atmosphere</span> / carbon dioxide emissions from burning of fossil fuels / other specific source of a named greenhouse gas</p>
<p>b. increased greenhouse effect / more heat/long wave radiation trapped in the atmosphere</p>
<p>c. heat transfer from atmosphere to ocean / ocean absorbs heat from atmosphere</p>
<p><em>No marks for increased CO<sub>2</sub> in the oceans, global warming or climate change.</em><br><em>The idea of an increase must be included, not just greenhouse effect or heat trapping</em>.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>control of variables/pH/light/temperature / no predators of coral</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. supports because there is more dead coral/less % cover at the higher temperature</p>
<p>b. (experimental data) does not support (observed data) because experimental temperatures were (all) higher/rose much faster</p>
<p><em>The answer must make it clear whether or not the data provides support.</em></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) less calcification in <span style="text-decoration: underline;">all three</span>/<span style="text-decoration: underline;">each species</span> (as pH decreased)</p>
<p> </p>
<p>(ii) 7.6 / 7.7 / 7.8</p>
<p><em>Accept any pH that is 7.6 or higher, but lower than 7.9</em>.</p>
<p> </p>
<p>(iii)</p>
<p>a. greater reduction in calcification as pH drops at the higher temperature in <strong><em>P. onkodes</em></strong> than on the other two species (so hypothesis not supported)</p>
<p><em>This answer is based on the larger drop in calcification between 8.2 and 7.6 at both temperatures in onkodes than the other two species</em>.</p>
<p>b. net loss in calcification at lowest pH and highest temperature in <em><strong>P. onkodes </strong></em>whereas there is still calcification in the other two species (so hypothesis not supported)</p>
<p><em>This answer is based only on whether there are positive values for calcification or negative.</em></p>
<p>c. warming reduces calcification at all pH levels in <em><strong>A. intermedia</strong></em> but not in the other two species (so hypothesis not supported)</p>
<p><em>This answer is based on the drop in calcification at each pH when the temperature rises in intermedia, whereas in the other species there is a rise at one or more of the pHs</em>.</p>
<p>d. combined effect of acidification and warming is a larger reduction inncalcification in <em><strong>A. intermedia</strong></em> than in the other two species (so hypothesis not supported)</p>
<p><em>This answer is based on the larger overall drop in calcification between pH 8.2 at 25/26°C and 7.6 at 28/29°C</em>.</p>
<p>e. more calcification as temperature rises at lower pH/pH 7.9 and 7.6 in <em><strong>P. lobata</strong></em> whereas there is less in the other two species (so hypothesis not supported)</p>
<p><em>The answer must either state pHs 7.9 and 7.6 or specify lower pH or greater acidification.</em></p>
<p>f. more calcification as pH drops from 8.2 to 7.9 at higher temperature in <em><strong>P. lobata</strong></em> whereas there is a drop/no rise in the other two species (so hypothesis not supported)</p>
<p><img 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" alt></p>
<p><em>The answer must state the two pH values and state higher temperature or 28-29°C</em>.</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Mollusca/named marine mollusc with a shell/crustacean/named marine crustacean/Porifera/sponges/named calcareous marine sponge</p>
<p><em>Reject terrestrial examples. Reject sea shells, shellfish. Specific named examples must be verified if it is uncertain whether they have calcified parts</em>.</p>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. <span style="text-decoration: underline;">carbon dioxide</span> makes an acid/carbonic acid in water</p>
<p>b. (carbon dioxide from) burning fossil fuels/forest fires</p>
<p>c. carbon dioxide forms solution with/<span style="text-decoration: underline;">dissolves</span> into water/oceans/rain</p>
<p><em>Do not award a mark for stating only that carbon dioxide causes ocean acidification.</em></p>
<p><em>Do not award marks for methane sources or sources of unspecified greenhouse gases or statements about increased carbon dioxide in the atmosphere.</em></p>
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. international cooperation needed to reduce carbon dioxide emission/concentrations</p>
<p>b. carbon dioxide produced anywhere increases the greenhouse effect/global warming/ocean acidification/health of coral everywhere</p>
<p>c. ocean currents/tides/wind move carbon dioxide/acid/heat around the world / oceans of the world are interconnected/part of one overall system</p>
<p>d. (some) coral reefs are in international waters (or words to that effect) / coral reefs cannot be protected by single national governments alone</p>
<p>e. the more groups of people/nations/corporations that reduce their carbon emissions, the lower the impact on coral will become / not enough for one country/group/corporation to reduce carbon dioxide emissions</p>
<p>f. sharing of technology/research/information/resources</p>
<p>g. aid to poorer/developing countries (to help with coral conservation)</p>
<p>h. reference to an economic/ecological benefit of conserving coral reefs</p>
<div class="question_part_label">i.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">i.</div>
</div>
<br><hr><br><div class="specification">
<p><img 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ahv/Mxn8gwG48aNZWVlPp8vY6Pt7Oysq6urrKzcv2/fi3v2nDxxImOXZhiG0QmWc3WkG9nu8XhUNDj3eDxGo5F2toEV9FTPkybBYNC1EiUegkgk0tzc/OyOHVTRDx061NzcXFlZOTw0NDw09OyOHUerqlpbWiKRiE6D379vn9Qp0trSotPlGIZhMgPLuTo0SFTzeDylpaXYe1Tag10JWenAZrPZXtyzh24pOfx7nc7nd+2CF/7kpk3RaBT2R6PR2traoqKiPIOh6dSpaDRqs9l6nU4NpR0a8Em3F/fs0eoSDMMwWYHlXB0aWOdGo7GyoqLD4XA6ncfr6wtNJiX9zq1WK/jb6Zba2HUg1fV7MOhh65WEC4RCoWg0GgqFtm3blmcwrC8o0MR6DofDuIq/vqCgqKiIugpWaWtahmEUcv/+fYfD4XQ6FxcXsz0WXWA5V0e6cl5ZUSGSYSX9zqFlCzSKp5vycetEqnL+hz/84YvPPgs6WlNTI3Okz+drbm4GyTdu3GjaurWystLlcqkY5H/+53+ieL/55puCIFy7dm3zZz8Le7773e+qOCfDMKuCWCzW0dFhs9lsNtvVq1ezPRxdYDlXh2b9zpPupBiNxtypBEdREV1fXV0NOvolszkcDit5yvDQ0MkTJ17cs2f/vn2CIDQ0NNTW1vb09Ch5en9/v2nrVrji1772tdnZWdh/5MgR2Pnsjh337t1L9VUwDLMq8Pl8toecO3cuFotle0Taw3KujuxY57mQkxYXFQNra2tDW7n7gw9UXNRms4E3/uktWwRB8Pv9g4ODiQ6u+ta34Fqf/tSn2tvb4w7j7bffVjEMhmFynw8//NBGWJNzd5ZzdaQr506nEwLUIT+tw+Ewm81J3eaVFRVNTU0pD1Z/VMj55OTk9i98AXT0e9/7nupL+3w+UPGjVVWQ9na0qkp0TIfD8elPfQquVfWtb9GHwg8e/M0LL8BDXz9wQPUwGIbJWYLBoG0lly9fzvagtIflXB0aRLZ3OByFJhOahpUVFUlT19bM2jnwyuHD8Nq3bdumyTDAG19ZWRkOh202W1FRUU1NTU9PDwbSry8okCa4nzxxAj+FVw4fhlj9/fv2ydj6DMOsIi5fviyS85aWlqWlpWyPS2NYztWRnY5qUiFf1XLe2dmJOqp5eTioXYNCDts3y8sxLw6ZmJhYl58vzV57essW6cEMw6wu5ufn7XY7qPhHH32Eij42NpbtoWkMy7k6cqJBau6gTs4jkcj6ggLQztePHdN8VMLKivGPP/ZYnsHwxIYNsHY+MTGBh5WVlcXNR5cm0TEMs7q4du0aSvjs7OyFCxdQ2rM9NI1hOVdH1uTc6/VaLBYwyi0WS45kS6uO0Ttw4AAGlic9OBwOp2Qud3Z2otm9vqCgv79/eGioubk5GAwGg8G8h/1gxm7fDgaDZWVl4GYvKSnBSUZlZaW618UwTI6AFnlvb68gCKOjo6juc3Nz2R6dlrCcqyM7cg7FZ6Byu8ViMZvNq73fuc1mQ1N47PbtRIe53e5ntm/PMxgOHTyoUNGj0ShWiV+Xn0+j2YH+/v7Xjx17ftcuqNleXV1dV1fndruj0ShOMmjROoZhViNdXV0g3teuXRMEYWpqqqWlBfZ88skn2R6dliiRc2j5UVlRofCcXq9Xq+xobBumugqqTmRHzqFxC93T1NS0etfOBUEIh8NoCjc0NMQ9oLq6mq5t43dCnvb29v9bNOb06aTHv2axwIxh/7599Lm54G/v6uo6Ul5+8sQJl8ulMEefYRigvb0dxPvGjRuwp6+vD/b88pe//OMf/5jd4WmIEjkvNJlKiosV3rG9Xm9esj6fCikpLlY+h8gw2tRsF7VTO15fL29qx/0MciEZPZ0xlJSUoA1dVlbmdrvxoa6urqe3bBGtZyusr/7S3r0qItp8Pt/Y7duRSAQW2vMMhi8/95yaV6UdNGAQtud27uzp6cnuqBhmVRCLxdC1fufOHdg5NjaGO4PBoIaXW15eHhgY+Oijj7Q9rUKSyjkkSINIK7GPWc6BJHIet/F5Us+5tM6M1+s1Go3Kx60C+ETlj0lHzqVtUZ7bufNIeTkWcZNuSSMGfD4fHlxXV6diVIe/8Q14+oZPfzoajb5+7NizO3bU1NSoqy+rGp/PZ9y4UfoOrMvPzwW3AcPkOHNzc6jcGP26tLSE/va2tjabzdbT0/PgwYP0L3fjxg047cWLF9M/W6oklfPKigrw5lZWVBSaTLgfmoaAHz7PYICH4M4PG2g/HgAbyDwcVllRATvhhHgMnAr8AfgndbbT+3/cnco9sqpJV85LS0tLS0sDgUBlRYXVavV6vZUVFUlbsFRWVJjNZhQz6Juu65QHP1H5w9L0EGACeqLt+V27XC4XutxfS/ZG1dXV4XPVdVKnNnGv0zk8NFRdXf3M9u1PbNgQDofdbnfTqVOjo6OqXq5SotHoczt3UglfMfnbuFEm2oBhGGFlAZnp6WncL81ET1RnYnl5eXR0dHh4WImTr7e3l0bRa/YylCEv53AzB2kEMx3NbtBpVNNCkwlkhVrnILF4tpLiYqr6dM2XngonENQ6RzmHc6KiwfDQhYBn0NsDrVnN9qamJniRUORVvpJMIBDAaQ5sJcXFKvqmK4TOxeSPTP/tHh4aqqysxHV0KlrNzc1wDLYqf2rz5nA47PP54kp1NBpFF/1Le/eqG08kEnliw4a8BPHtnZ2d0Jztqc2bx27fjkajevjWsKx9nsFQVlYWiUTcbjfd+eyOHbyUzjAy3L9/P24c++TkpEjO+/r64p7h+vXrcEDSoOPl5WU0+ulSfcaQl3O4n+OfqNnSh47X14MGUzkX+UTBoBdWzhJgDNTuxyfGlfOS4mKRz9/r9YouJJpG6IFmcu50OnFek7QFC4CL7nrHtMMUScm7qdXbHQwGT5448cz27du2bSsrK2tubg6FQviodBU5z2B4Zvv2/v5+epKuri58VBrQrhz0GSSKb4c3JxQKwcCe2b69urqaDjgdWlta8FVs27aNyjZ1ZhzgwrQMk5g7d+6gvorarvj9/pGRke7ubng00b23p6cH3fLyjVtEUwTIi8sk8nJO9VtYKeGozaI/pWvnYDpTM090DJrjIuLKuYwjnbr683RuYJ2unDc1NYGzHQbt8XjAOo+r0PhOOROg+mUoIZNyLg/NPaPbU5s30w+bpplFIhHVl+vp6aH+dvmBdXZ21tTUPL9rl9vtDoVCR8rLXz92zOVyqctzG7t9G30D6wsKRCXzwuFwUVERjk1dcADDPAqgbd3W1hb3AI/HAwd0d3dLHxUZ3FNTUzLXGhoaonLe0tKS4TRXGTkXyTBuoKZK5BzPAH/ibEBzOUchh4dEDnk9SFfOA4GA2WyGtwCDCMxmc9yD8yTxBaJN1UtQilTOx27ftq4kM3IurKzyRjfT1q0Q50IrtiZdYpeHzh5SrSdztKoKvPHQzX1wcFD5En4kEqFqjWsNFJ/PB+eHrbOzM6XhMcwjAkrs+fPn4x4wMjIic4DI4B4eHpa5FtrxyN27d7V5GcqQkXNR7BuA699K5FwUmo5L2iI5F52KXksq53ET0EUTApg35LScA7jsLW9k55p1DmnQdMuYnAuC0Ot0whzC5XIdOniQet3D4TDtp5J+qFplZaW8v10er9cLa+ogvc9s3y7/pQFqamroknmiw2hs4BMbNih5sW63+0h5+fqCAtPWrVotCmhOOBx+5fDhF3bv1ryMP/MIMjAwIO9Lx1j01tZW6aMo9sCHH36Y6EJLS0tYGR6habcZQEbO49rBcG+HHOmkck5VFiPPhXgO+TwSCodGvJJQOFgOoINBl8AqkPMOh+N4fT0MVIkqS50YEByn5FqqyR1nu5RoNPrinj0ofi/s3o3pbc/v2pX++XuJhyqdxLBoNOp2u+vq6qCgzf59+57ftev1Y8ekGjwxMYHxgKIlcynNzc10fT2RQodCoTdPn352xw7qz4hr9OcCMDvMMxie27kz22NhVj0Yap4o0o0urksfvXTpkkihFxcX457H7XbjMViHrqOjQ8sXk4xEci6KdKNIFVRYaWFD8DUoMd49Ck0mjI2Pm5sudR7TGUCiRDWq97hTFGqnBxrIeUlxsdFoNBqN6MpIlKgGZfbw7aNkwNGdy3IuSBaSRWtCaZKOv12Gnp4eSKyHkjhut/vN06ch64ya5ko6tKL/IM9gKCkpEbkQBgcH4+YL5OXqijudzeTJ1v1lGCV8+OGH8obyvXv3UIYXFhboQ7FYrLW1VSTn4+Pj0pPQOUFXV9f4+Dj+OTMzo8sLiwfXbFeHBqFwZrMZbGuajB836yxRFANsehe/zXE5FwRhYmJCVHMGssM1OTnqpXHjxlAoNDw0pLnbx2azQa2YL3z+8xs+/em8VFLsotEobQIL4QLhcLi5uZnmrEs3qFSfa9DZTF6Cur8Mo5zz58+DrI6MjMQ9gK6Oizqy0Jx1dKRfuXJFdIZQKISq39raGgqFqONd7+oUFJZzdWiQqNbhcAgrk9OSJqplRTVzX84FQfB6vTQ07GhVlVZnpvXblWthJBKRCar3+/2dnZ30APDGl37963iJv/rLv3z92DElk5KJiQlaCnf/vn0YFU+3Z3fsePP0aW29F9oSCoVEI2d/u3IWFhYuX77c19e3xrqEpQnK6s2bN+MeMDMzg5otqh5BbW5cgz937hw9JhqNYsdVG6kji23cMtmGleVcHbrIOca6p4R+ZWSUk3U5FwShv78fxGBdfr6GUVThcFhUji3PYFhfUCATShYOh1/YvRssbFFAezQaraurgxM+t3MnVfRIJIL1XHf81V+9ZrG8uGeP1+sdHBzcv2/fyRMnZHzvg4ODcT3qMFSshA9tYWFLJyNfJ2gtP9z8fn+2x7U6wBBuvWNjY7HY+Ph4Jn3IqllaWpJ3kgsrq8BOTk7Sh7CV6rlz5/x+Px5Gq8v19/fjfppmjAlydrt9aWlJpxcoguVcHdrknQtEzq1Wa9Lq6x6PBzqd42Y2m3NBSnNhDIIgDA4OHikv7+rq0va0NH4eN5kuba8fO4aHGTduRDt4eGhItMxfW1uLz6I5eDTxbOz27QMHDoDSQziey+WSipyNtJqFzbR1a2NjIzU4aCn7DBefT0okEsEwhW3btuE4leQCMMLKoK1E4VqagHaqfNaWIAgPHjy4c+cOFb8MIyPVSDQaTST5g4ODsP/ixYvRaBQT0NF/Ttfdu7u7l5eX8bmhUCjpTEJzWM7VoU3eeaHJBP3LIZAvqf8TjsT6uqWlpXkGg6hlalbIETnXCViKbmhoaG1pQT1+dseOuAdHo1Hq9kd9StRJBRwJkUgEn1VUVBT3tHATCYVCcKpnd+wQTVzAul2Xn3/gwIG4LdcGBwfx0kri7DKJaDaD7/MLu3dne2irA4fDgfqhrk+BQnA12maz9fX1JUrgnJ2dhe4mNpvN4XAk8nXrCl0Xl3GnSV3lwJUrV6jDA4Pk0X9+7do12NPa2ipd4+jo6IBHpcvtOsFyrg4N5FwQBKvVCsl8FotFiYss72H6Hdr0x+vrc6Hr3NqWcwrNDYsbK0uLsybaqPX5/K5d0WiUZmvY4iXMUCKRSE9PT21tLcj5szt2lJSUnDxxYuz27YmJCZnq8S6XC6+i6x0/VaLRKAYzwjypoaGB/e3KoV5lm802MDCg37VEwd7d3d3z8/PSw2gzEiDDNVUE2ah1yrlz50RmN+B0OqkeS/3n2Mcl7t0bU9dEy+36wXKuDg3WzlXEIqFqWiwWCGiH0rCpnkdzHh05D4fDuEr9yuHD0gMwzvzpLVvOnjkjiu1al5//msUSiUSOVlXhzsbGRhT4bdu2pVqvpqurq7Ky0rR16/59+wRBaG5ubm5ujpviRcP6cqqMDJ3NwO9ieGiI/e3KoTHYYA3rdy2bBIfDIZpEUh1FMmakIvI55Uii6PeLFy/CfnBlUf85zIYxCy7u/Im+CZlpf85yrg4NGqR2pP6TKzSZwDpHozwQCOSClObCGDIG1jlZX1Ag+uuf7EMAACAASURBVJVSEYIkK5/P19DQUF1d3XTqVFdXFxqaoVAIw9FpqN3ZM2fSHF5tbS1MOCCpPRqNonJT1UzzKtqCJW5MW7fibAanOMr97WO3bz+zffu6/PzGxkbdBpuL3Lp1S6SdOoWq0ZVmWgStpaUFV4iXl5dRIFtbW3FRX/OglqRgTTf5+Q0WZxWpstRqR/85eObwgLhZcHS5PWmcgSawnKsjXTmHwDcwsukmn9OMxXo8Hk+ewWCxWEpLSxNVes8kuSYPuuJ2u6lhTR9Cm3tdfj7UkJdBmgL31ObN6fSMQSKRSK/TCcvntbW16/LzX9i9u7Gx8YdvvAEXemLDhvSvohW0UR79UdGIQiXGTSgUemb7dpxpPVKtYzFoC7l+/boeF6LBZXfv3hUVTbt165ZAnNIghDdv3sQ/M9yS5OrVq3DdixcvyhwmcqoDdP0C19TRf97R0bG8vCw9QASuOMhUh9UQ/eRcp7xW+ZrtGesGooGzPe6qatIVdFobr6S4uLS0VO82qUp4pORcINbkM9u3485QKIR+eJla6xRs/qafVzkSibS3tx+tqiopKWn80Y/wWj/+8Y/ln9ja0mK1WjNw/8XlCVEHPOrqSOq0EJX7zVvTbWmmpqa6urp6enpwPRgFCdEpXY06nCcnJ2OxGHYksz1sIYolTi9cuLC8vDw9PY0HyHck0xxRLFvSw1pbW+/duwc7abV2jIr3+Xx0NoP/TzR3x4LwNtnFe63QSc7jiq5+Z07Uk00/tKnZvmbIWTm/d+/e2NiYfJdiFdB6LJjxRWOzFbZe8Pv9GPFu3LhRb4PS7/fTtfzu7u5oNNrT0yO9GWEnmzS70iWFRudJ686iv72kpET+PLgCgtta9TpGo1F0+aJzGL2+GExut9sfPHig+dWpGwAj4Kg5PjU1hf+HaPbl5WV0y+vaSENKXLNbCvUf2Gy2wcHBxcVFfCdp41Ra7o1OoRK91bOzs3hMIgteQ1jO1aGLnEM5e+l+fG2ipHPcVFxLW3JTzjEURfNA37iGOHp642aaJeLsmTOZDPiiHv5dX/kKqmlRURHW3sFcOPBaJ101SIf9+/ah/18anYf+9nX5+TI9Y2gYPG7qmuDlPpgcBZq9sLCwuLiIe2jLbWmEWposLS2hyFF7lw6AdiLB9fvu7m4lsqo56Ce4evWqzGGxWKyvr48qOr5Mm82G9jqA5d4oMgYD1oy7fPmyZi8sAXrIOXZDKSkuhkrk2NEbDsBfHG3ikmcwSONbAfRMQ89WJc527MIS141NXd3q5ovpyrnH4zEajQqd7Szn6qAFmzSPDBIFxPX09OCHmGqzMrfbncmiLrRry/qCgsPf+Mb/OXmyurp6dHR07PZt09atf1FYSL+T0LJdD6g7Pe5V6AFwjFSh6QTliQ0baIfc/v5+OEbXsiqZJBQKibpwDg0Neb1e/HN2dpZmiDkcDg1LktELibIH0T1Aq5ejyKHGZzgaDnPxExVsp3i9XoxcQ6QlWrFUHH2TZU6L6/dxG7Bqi97WOcgqVZy8eL1QhYcaj6PKIynW+HSYFiiXc5wu0AvRE2KXslRfYLpyXllRYTabOxyOkuLi4/X1VqvVbDYn6qiG5MIyeVxyU87RJ2lL3B5RNf39/SgbjY2NaGUaN27UJJxNP8LhME18h+25nTubm5vnwuHTp08X/Mmf0IfW5ecruRuqoKysLKkPoLGxkQ7mpb176ZKE2+3G5YN1+fm9TifNJPz+979/8+ZNEJgMu3n1IBaLSU3DtrY2FK0LFy4IghCNRl0uFx6gVUmyWCyG8epSVZZfvM9WNBxedGxsTMnxMzMzmJwGSGvJiXIC40o+5f79+3ikHssflMzIOZrax+vrRcZkockEj4p0Oo+0UqW/xJTkHK+L5wH9Fj1XRSEWzWq2H6+vBxX3er1JM8hhhtLU1JRr96YclHMaggtobqCjd/3pLVsw2Uw/W1ZDxm7fpn3YcDNu3CgKKMMN+sOGw2GtFvjHbt/GN03+HtTZ2UmX/J/dsQOyfn0+Hy3Ah+FyL+3dm2cwbP3c506ePImffktLy2q30akjHd3XFFydjcViuBOizdOHRn5Jl4HRBkWGSN+ErETDLSws4EVFDnMZotEoVrFF744IdEUAN27ckDnh/Pw8HqnrupWQWM5jsdjdu3fv3Llz586d2dlZQRBmZ2fhz3v37sViMXqAdM4hknOcqKHXnW5wpMjBDn9KI9VTcrbjdfFP6n7HTYW7WgM5h8E5nU7qS5d3FHi9XshVg0Fbrdas9F9xu911K0lVzhcXF2/dupWoirIm0JbDgOYGushwzEtj8SYrDA4OHq2qStS7paioCKX9T9at++CDDwRBeGnv3nX5+S/u2SNTsl4htJBO0r7mw0NDVLmf2ry5p6cH8wvyVla/P3vmzKFDh9577z3RF0BFndFYLAa3vJRfntZMTEzgC+no6FhcXBQp+oULF+gKbtLGoKmCydkOh4MWJwdE0WQiBc1KNBwNQ0v1VhMKhWRq2GEkvM1m6+7uThppi6/9k08+EQTB7/cPDAxcunTJ6XRq2/4ukZzPzMzgOgLMUXAhsqWlZW5ujh4g9QHLyHkiUzhjck4X7FWTrpxjWTdYRAdVLjSZFPr9PR6PxWKB1ffMF3nt6elJU85hec9ut+tXm4zmzyDaGujBYFCkhasxmjoUCr15+jSVxryH0SvSsPOJiQmr1frK4cNgrNfV1R06ePDsmTOp1mGdmJjAt+7AgQMKn5Kog/uBAweuX7/e0tLS1dW1sLBAg8Uoqeb+zs3NoYZpZePKcP/+fafTee3atbjuaPw+2+12aGpCS57ZJBYzOo3lo8AUQi3duBnt1KUMiHwhmY+Gk2lkniZoKtjt9pmZmVgsNjc3FwwGIXNvYWHB4/H09fU5nU742qCcd3R0CILg9XpdLtfAwMDo6Ki2Sw+ZcbajSGEdFClx5TxNZ7tUzsHZnv4EMV05B9c6jA8aq5jN5pTKtYKi55GIgyyS0hhoYakh7TqZisDbR09PD/6cNDfQ0cRcX1DwmsWyqkOpXS5XWVkZqOwLu3fDa0GfvHHjRuncq7Oz86W9e5/YsAHiAcdu3+7s7FTijaclYpR3sw2Hw9Luds/t3Dk7O4sRWC6XCzX4vffe+953v0sTiJVPH8fHx2lxcvk6JOkzMzOD31KXyyU1+NADjDe1WCyG0SEi01wgi9mapHUkbU1G9d72cBWfgtFwkIye/pCSQnPE04wHnJubm5yc9Pl88KMYGRk5f/58S0sLVGqijVjm5+dDoVBvb+/AwMC1a9fAfsAvpN5TmQzLuSAI1J4EccW1c6mcC4JQUlyMM4BUQ+Gkci46oWg8ytEgUc3r9cK0IhAIKCkJh89qamqCvqhmszlb/nYRKck5jSWJ2/grfWhFJ6/Xi7dCm9YGejQabWxsPHnihN6rYhljYmLC5XKhJNOSbdK8cCAajYJ1fvLEiXX5+VCETsZeD4fDmAiXUlIfQKcCT2/ZMjExQe0wyoGvfS3PYLh//z4qpcLpI1UCrSRBhlgsJvKcS+/7UjkXHpqJdrtd+m5jd5De3t70RzgzMyMv54Ig0OQu6fipN/7ixYsZaJdOryh/ZDQaDQaDfr8ffsUTExOXL192Op0XL16cnZ2l9ytYrxkYGLh8+bLH47l//74gCLFYLBgMyjgAcCojHzSXPjrJOUSSQ4nxPEnoOJ1b40OJ5FxII1EtrpwLKxPV1OXHZ6eMDIy70GSyWCw5tUabkpzTn5ndbtfDoqX395mZmQcPHuhnoK95sFdpXANdRDgc7uzsrKurCwaDg4ODT23evH/fvjdPn6YmO623097ermJIrS0tpq1bi4qK4FdAY8SQd9555zNPPJFnMJw9cwazijs6OpKudC4tLdFmo4i2jd2CwSCWCaP+A+TatWv0+LhyLgjC3Nxc3HJjeLwmM2b6g0ok52iD2uKFKSwuLtIIMrvdPjIyoquZju/q+fPnQ6HQ5OTk+Ph4NBqNxWJXr151Op1dXV3w/cG5FPhgxsfHL126NDAwMDIysri4iGqt+k6FuW3gbNcPrtmujuzIeWVFhU61G9MkJTkXBcHqYdfSODgwqvQz0Nc8Sgz0uESj0aZTp/bv2/fU5s0ulysYDB6tqnr33Xc/9+d/DmdT0T4uLtjYivKd73wHV9ZpbyuwqGSg388bN26gy5120YBetOpGi0VL7Hb74ODg3NwcRiF1dHRQD//Q0BAEG4+MjOBrVOj2p2KmbpwUJevQNFol7k9sZmZG5IRobW3t6+sDlU1neAsLC5OTk3fv3oXpJixO4+wBJ2ctLS1TU1Nzc3MDAwMej2dkZASiEBYWFubm5jSvHYnQ25GuMxiWc3VkrchrIBCwWq3oUsgRdU9Jzuks3qZd5C0FSyW3tLTAHjbQ04Ea6Kqz6v1+//O7dj3+2GM4OThx4kT6ck5LktEyIP/xH/+BYQ0LCwt4T4fI3mg0CvO8u3fvDg8Po0RNT0/j9+TDDz+MxWJYlQV/a83NzZBiF7esTVyi0SiYaN/+9rd/+MYb9PtPxzw5OTkxMSEqFCNCoTzjT0CT6iVK5By9blC5Pe4xy8vL0m4xNpvNbrf39vaOjY3FbZ0+Pz8/OTl57949iJZHZ/iFCxempqZoBDvkjA0NDQ0MDGAwIASQZzGuhRa+hTwxnWA5V0d25Nzr9RaaTJCoBnvyDAYVjVY1JyU5p2tsNn16ReAtg4bksIGumkRNz5Tg9XppHtoXv/hFOM9n//RP1xcUPLFhw0t796ZTLMzv9+PHeu/ePZDtvr4+Gpbf1dWF8UotLS0+nw+MYDTE0SNN55pQIXV4eBh1MRaL+Xw+ms4gc/cMBoNvnj59tKrquZ074SmPP/bYq6++mkin8YdAM7ylKFwLV9jqWyHUvZFIzpeXl/v6+rq6umRSvICJiQksfSplaGiov7+/p6fn/Pnz0GgcbXpwVk9OTg4MDAwODt64cQPmDfPz89IVB22DAdOBpp4ndQ6lA8u5OrSR80Ag4HQ6IZZNSURbaWkphO3lkfp5q6tBqrS6S0tLi+YOKMyqpHMFNtDTAQvJpdTFtaGhAYLj4NdCS+E2NDT4/f6zZ84cOngQfPhHystfOXzYarUq9GNPT09/+OGHtLyoIAiLi4vBYDAWi0WjUQy4q6yspK3A4pq/i4uLVLSwiQ5NwZqZmcHyf7jFXVMfHhp6ctMm0ZGHDh3CU7355ptvrDTTaaL2nTt3MHEclez8+fO9vb0KZ6J0lpN+mhadHKgICZydnb1//z6WKBkbG3M6nQ6H4/z583F1va+vz+12j4yMwIxqaWlJhTMc30BRFEJWwK+crhmPLOfq0EDOIVyQBtwn7SmbZzCA6lP5XF2JavSOiWjbKEIgbRJEE3M20FVDCzDJFKUPhUJQsk1YWfctz2BobGwsKSmRiap78/TpF/fsWZefv3/fPkEQ3G53V1eXTNqbqB6n1M3zyuHDOAURBEHUnFuE3+9HK9DhcGDaNM2SOHfunEih8wwGaaxZNBqNmyL/9ttvw3nOnj37Z0899fhjj/3gBz8AP4Hm/Tmoezx9B6+8rQ9L1+Pj4+Pj47FYbGpqqre3t6ur6/z583fv3l1aWoLX2NbWBtb2zZs3BwcHR0dHwY6fnp6+evUqXVaHw9IEvYA6tX5PCZy16JeaK7CcqyVdOe9wOCDvHCvBwR75Z0nlPBAIrC45xyDPtrY2XDXU/PeGE3PRj4ca6JqU13h0iEajaKDTLu+Unp4eqMZaVFTU3t4uzRHHTaYULtaRhZz+9QUFoO4i6JI5QEPVgNaWFrxif3//3NwcDTQTQcuhi9JGsDHXd197DacjWHdWWiCPlgvctm3bK4cPNzY2/pKc/1+PHoVHn9iw4Q9/+MP09LTmcVhJM8WVE4vFcMXBZrOBUx2c4TBdhnmS3W7v7u5eWlqamZkB2/rWrVswK1pYWFDigUP3+KVLl9IZMIADzkBn0qRgBEaiwrGawHKujnTlvLS0FNPq0aowm83yC8mlpaVNTU0Ckc/KiorS0lLl49YJ5XKO6bBQ00fDXy8FNVuaMIM5SzqlvK9hqIEuXe2ORCKmrVsT6Tfd1uXnK3SnQ2XTxsZGQRBes1ie2ry5rKzs7Jkz0WiUunmgoIc01om2Y3n92DGBBIjJIC1iinnDpx6m2L15+jSGB4qmJnRx/ektW9AJQb3fH3zwAY1FqKmpEZUXXF9QcLSqKp3y+HS6k3Qx+8GDB+Pj416vFxYO7ty5093d3dHR0dbWtri4SLPw7XY7JHoNDQ3duHED/GoYV5gmGPJy7tw5hU+ZnZ11uVwjIyOiT5/OZnRdrlYIfoV0ve3koJyXFBcnresCzVQEkmieYTSr2U7lPGnNdqgICzVkSoqLjUaj0WjMhTZryj8DNHQGBwdpkJGGg6EFqqQ3suvXr6d6y2CASCSChdNf2rtX9CjtTCoS7+bmZtpDRd0dByLLSkpKntiwYXR0tL29/atf/eqrr776zjvvyDwL3fumrVsFQYjFYnGz2ijSKeDY2Bg+aty48bmdO6PR6IEDB+DMIucB7WFDJz10JrG8vIxTH7oeIdpe2L07HUVH79fHH3987969sbExWLidn593Op1Q12xiYiIWi4EruLW1Fcq/3L9//+rVqyMjIz6fD9wGv/nNb+BUmqS9JYK+z0r65dAKASKTgNa90XwtTwWYN6jrbScH5TwpcUvTZBgNarZDIzWUcI/Hg750GQKBQFNTU2lpKXRWzZFiMgrlfHl5GX9jY2NjoiAjrQZD2zdJf8nUqlvtLbYyD9Tnh210dBT3T0xMYNzZ01u20HYpcH/p7+8HRX9y06akDVeU8NbPfrb1c5/LMxjyH38cllp9Pp80Ru/smTM4kl6nUxCE6elpGZf7uXPnpG5hmgr1lS9/GS732sMSy3TpgV6urKyMngTjNiBxPNHsR6roSTOsYrHY5OTknTt3rl+/Dr+jvr6+CxcuvP/++/SlORyO7u7uhYWF2dnZkZGRkZGRO3fuwMmXlpbkneFYqEdXOae/XCULBKKcN7pmRzvWaFuwXR00+EC/lDmWc3VoU7MdqtxBXxqj0Zi033mGof3v5B0mCuWcVmufmZmhf2o4L6FeTWkaazp9ltJncXERCllkvbr7zMyMioQC2joFurAAlZWV+FVpbWmJRCJWq7WkpIR6jMdu325oaMBAuXSIxWJger755ptvvfUWVJldl5//xIYNhw4epIFUoVAIB4z6OjMzA7VZ2traRB3E40YqnT1zBqPYwPMvCEJzczOa17DH7/fjnObJTZtEU0n0CkDU28TEBLXLn9iwobm52foQ7L2bZzAcOnhwamrK5/PdvHkTmpd7vV5whre0tMzOzsIXvrW1FULPBEG4fv36yMjIJ598gq8rzeAyTBXR1Vec0g1hdnZWlKFgt9ux+yqVT/3qwyiHRibq13dKDzkHhcI/adcTOu+kfUFROKxWK3W2ixqqQplz/PN4fb3I2Q4p2bDRndhWNI9UdaWnSrXNmjY120HO8wwGs9ksU2w26RQ+paErBN5Z/FHlyZbDVT6G4eHhc+fO4c0Fw1k1zByTL6ARi8UykzQi5e7du/QG1N3dnS27AQIIzp8/r2LJ80h5Oa7vgmKNjo6iMr2we7cO4xVDy2jjMrzX621ubj5w4EB7e3soFILJRHt7O8a344ApODMAPcD5XyQS6ezstNls/f39xo0bLRYLHAONYoWVSXfgb6Chf6IsFeqIwrpJePynP/Wpjo6O69evQyL1zMzMhQsXfvrTn77zzjv79+9//LHH3nrrLfi8IJDq/v37IyMjN2/ehGbVMm8URoq0tLTErQWrEJyL6N1EBLMVkq4hYnCZjWQeOhwOeJnaVtFJH7qWr221YIoeci6SWCyoTsut0+YrUIkchQPlXNR+rdBkgvNQ65xei04jYB6A+/H8cF14bt7KsvApNWLRsgULINNMxfkQaIpqtVrhT+j2CsFxmiPqZXu8vl6mLbzqKYWK4JekYLRdooaYdP1eq4sqQVQOz6ZDepISqH9CxYRmeGgIRauhoUEg69N5BkNm3lKv14svIa6fA1rjvLB797r8/H3/8A84vMYf/Uh6MH4u9OOgywp5BsOBr30NdRG8GmO3b1M3Pn1bRKvp4XAY3fvQFPjSpUvQDO373//+uvz8nzc3w0+gp6dncXExGo3euHGjr69v//79aO6rq7RD5z3ppF9j0pceNRwpCiNVqVv+ypUrtOh9b28vDcXXdXUgJXCE0uAMrZCR89HR0YsXL55PRl9fH9QGoFClxP+L3CdUzqlSoLKKjsdpQVw5l+mMLvIWFJpMcXu4pUS6cg5BbXTBAF+eDNKG6B6PR5P+7XGvRc1x+UbxquWcFsDSqvwhpngmSkVDvdc8ol4eUTk8uLlnfv2exmSpewdQv5/avLmrqwtlLGPrdvgJdnd3yx8ZCoWi0Sj6rh/Ly6utrRUdc/fu3ZaWlo6ODnoje3rLFirnf/nMM/imoYmPj545c6ampqb0619/ae/edfn5V65cgUCz1tbWYDD4wQcfiCZw9+7dg6VrqOqaaPButxtDCONm6ykB80fa2trUxZ/TzHvw9usHCrO8VY0BreB1oLV4bTabz+fDSAW9m5gpJwNlbRLJOa2hlBQsoIRIW5wh0m5mIstY9CfNjgFBiSvn0k7qeB6RMOGfWMdFhRilK+eVFRVS37XRaJRfMYo7UJ2c7TjrAcCtkdLAlECj0DVxfdNbz9jYWNxjMK5H7wZHFJo4RKvZQJXpTEKrqbS0tKhYxac1X1FvntiwIWNdYjGeWWHxAJoI/n9OnhQEobq6+qnNm4+Ul4PVK9K5YDBItdy4cePXDxxAj+7IyEhXVxdUo3vllVfyDIbTp0+/9dZbP/rRj6qrq4+Ul09NTV2/fh3UGovL2lRNnrAbrPLsPhF01ZZGLyqHmsK4OK0TSqrJCsTTjubNwsIC1ge8fPkyfslzp/4jzqv088klkvPFxUXaGkAeaRUQvPlTbQYhRxM0qZyjkIPGwUKzoJ2cA7iCnpKVq1miWtKdFLPZLHKtQ+9z+WupQ+S7oBEQnZ2dR8rL6QaWmbrt5z//OXyNfvzjH6s+CW7f+fa38Xv5b//2b3GPqf3e9/CYyoqK9C+qZPv3f/93vOirr74K/lWbzfbzn/88MwOAreKb33zvvffor/c1i0XFeaD3KN2+ZDZn5iX869GjOPjv19Yqecr/V1aW//jjMM7tX/jCkfLyfzx0aOeXvvT0li3/j9H4zSNHSr/+9Rd27/6nf/qn73z720fKy48fP37q1CmbzXbq1Km//Zu/+fdXX33vvfd+8YtfwEUbGxvr/+u/jv3Hf/z9V7+KznC0/g+WluJ1Ld/5Dg717Nmz3/qXf0n1xR4sLcWT7/zSl9S9Yz97800Yw09+8hMVT6e/l6pvfUvXD7f6f/9vvNZ3X3st7jH0O1xfX4/7T5w4ATvffffds2fPwv9/+MMf6jpg5duPfvQjGNKZM2e+eeRIbW2t5vGwMs726enp0dHRkWTcuXMnboQsqCbqLpUD4aGIysu5SHdLiotl5Fze2S4j53Q8ysOrtbfOA4FAockkHwACbyLEzVksFrPZrF/euYx1Pjw0ZF0JaL868Jf5i1/8QvVJpGez2WyJjnn33XfxmHfffTf9iyqBXlQ0zoyNQTQM4L333lNxnm984xtUxp7ctOnM229rPtq4qPj43n333aqqqrKXX96/f//6ggK81+MZvl1T8/TTT+cZDOsLCk788If//M///D+ff37XV77yuT//czwJyjl+Uf/uxRdFc5oXdu+OO850PmVcKXhy0yZ1Z1Dyo9Dv6amS9JuZ6Asg/W6r/nrrgWjY7e3tmt+0rbolqoGWo8kryi6D8DR5Oaf76dlkQuHQ9BeFwknlHE5ifShYcH7lry5dOQd1PF5fD0FtHQ6HKIIgEV6v12KxwMEWi0W/vHPIa8c/rfqsnQtax6AmjYMTVubDaJI3pQRRHQnq/spYx6fFxUV0SCLqVhzC4TA1TFsfNqLNABg+iZXVo9HorVu3RkZGPB7P7Ozs4uIiBkhDKLjT6bTb7T/+8Y+/eeTI44899t9nz6IznJ7Z7/e7XC5BELDi+mf/9E8xSx7br2HHcerDB384HizKYkinjLGVLDfC8FIFV5ptNlt9fX1jY2NKdiFWNEun8Z1yMIo+UT1U2hyPmpKxWExaUUDv1QHlYLke28pOjxqin5xT+xuga9VWqxX1K5Gc00QyaFCCBjT47SsrKqyKE9Wkf4Kkqls+1yCyvcPhoMOtrKhQ0lQtY2Qmsl3QupNj0jg4IFFRd/24cuUKXBFDdjGXV90CtgowbBimO/h/dTV8amtr0STVfKgApo3du3dvdHT06tWrUH8UR26326PR6Pj4+Pnz57u7u3t7e6H++Z07d8bHxycnJ2mkIRZie37XLvnrYjO0vygsHB4a8vl8L+ze/fI//qPFYnnnnXdaHs5daAxBHokEFGl5mtH+kUgEAxREpWmkNDc3v7R374t79sD23M6dT27a9Ndf/CIO5tVXX338scdozYCk4EJ1ZtahZWYPc3Nz+KuxxWu6Qx8FcqpUFLaEt61soKcV+sn52iY7/c4ziWh1JE82DSAdOZev+pISSuLgAJfLlck7lECyoeJ23tQvFRUZHx/Hy3300UeLi4soOeoipCKRSE1NTWVlpeoIuIWFBZjHTE1Neb3eoaGhq1evLi8v3717F4Pd/H7/wsICdNJ0Op2//e1vcdi//vWvU8qGaGhoQOmVeck+nw8PA49oOByura01FxXlGQxlL78M/lu32/2bwUGpaU6T6GwahTpilZ71BQUyZV9pyxm6/cm6dRAKALy0d29eKplvkFNny1SnUXwDoT487ocEBPreSoNn6ZfclnuFnJeXl/GLnTQpQwUs5+rQQM49Ho9zJcfr63OhADtCkxDkFwLSkXMaX4e85AAAIABJREFUeStNeUwJWtlR3uJEh21m/IeCIKCXm/pdMXVNnaAqh1a3bmtrg5hhDLXVqdTX/Pw8zM/m5+dHR0cHBwcHBgampqaWlpZoELIgCB6P5/z58z09PR6PJxaLLS8vj4+P37t3T+oppd+WVGtxQ+U4+D6/lrgCY3t7O37t6TQrGAy+/fbb77zzzttvvw1+NePGjY8/9hg1zenc1KZdrcP+/n7q2Ex0GC0XL9r+7Kmn3nwYEHf8+PG8le1hZIjFYvhy9EuYpsQtoEaFEJQ+rvuNTlL1+2KnA53tad4bhuVcHRo0SJX+5HKkn4oK0pHzBw8e4Pc7zaqruAzf0tIiXy3r1q1beF/QuwbkgwcPUDhtK7vCYIVRvevJ0OrWmDpMl1RV+CSXlpYwlcjn8w0PDw8MDICA0eyshYUFv99//vz5rq6u3t5e0GCfzyd1hisB3ZV2u11Fkdr9+/ZhWJm0wDuAxdif3LSJ7p+fn6cfotfrbTp16tChQ2D+QtrbGw0NODxt+3Jid9qSkpK4B/j9fhqRhwHVrx87dvbMmV6n8+OHYSU//elPRasDMtCiQ5lpTUZTOjG0hapgb2+vzESEVu3NwdspnZdo3rmV5VwdGjRILS0tDQQCsP4PBV9zrWa7ctKRc3qXTNXnfP36dbfbjYa4kjg4gFbL0q+EMuDxeGwE6jaQRlfpwfT0NJostKoGvVNL7yyxWGxubg7kNhgMjoyMuN3ugYGBpaWl6elpdHuOjY1Bm7Kenh6XywVyPj09DWqtYWcdIE23Ci16kyh8D21caeUWfBup2T06Oup2u18/duwrX/6y2Wy22Wz/evToN48ccblcGoZE0JWC5ubmYUnMB+3pErfJDe1zikcmtV+pv0GrQk9JQcGDaDjqW0r6udMqSZkv6qCEycnJCxcuxG3pmyYs5+rQLO+8qakJIs4CgYDRaIwbDQdBgzJbGi9EG9KRc4GUP0xpuooV5aD2lqA4Dk5YaQGkGpOytLT04Ycf2u12ed/j/Py82+0eHByktV1FNyPaEVK/aDgcAFQYxf0LCwu4LPrBBx+AMxycB6IVvuHh4a6uLqfT6fF4lpaWlpaWICx8dnY2rm9jYWFhfHwcos1v3bqlYThSmuVBotGoTI9XAOPO6urqRA/hFyxudBtakOX//M9f+PznwaEtCMLExET6XndqfMO2bds2G4kexf7riQL9qBMba96Ztm6V78FKo7cy1ssEo+Gg6BstfJT0FkG9fbnQ6TyTsJyrQzM5dzqdtBdN3DIyx+vrYSstLYUYePgTsvFywaZPU84xvSSl2TT1YDscDmpwy8fBAXEXs5VAQ/HBGTg3Nzc4OCg6D4ayIy6XS+Qflu/lmg5gWweDQXo7vnjxIugQ1sVD7Hb7L3/5y8uXL4MF5vf7/X7/9PS0iknGnTt3RPlCGhbaTL9SJgbk5xkM0jTF0dFRfFRqCMrHeGPIPcyB/H4/vNtwxac2bz5aVaVuzAB2WKdbUVFRZ2cnrRif6MZEu4D85Cc/weOrq6tlLorukEwWP6e/C/zEbTZbT0+PkikFVF388MMPc6GXWiZ5//33//HQoQzn068B/vHQoffff1/mjU0i59CzPBAIQDaex+MB61x+saekuFhUFQ4S1pV/3jqRppzjL1Z5gwc6BwdoRXQlPl6cDSRKb00EXYdubW0dHR2lEW0LCwuXL192u900cgeQ5pcvLy+j/zbVOKOFhYVQKASxZg8ePLh27dqVK1f6+/sXFxcfPHiAgope8ffff7+3txdi7h48eHD37t3JyUnqgE2/RGssFhOtLCCa+GlpwQAlM7a40MB1qf1tI45o6QQLq/NKV3PoyoV0Vjo4ONjQ0HCkvDwUCrnd7ud37aqpqenq6kppthSNRo9WVeEi+oqwm4c1ANbl5yeaF9KgtvHx8ed37cKny/wEMLmxt7dX+VDTR9qvCLulKSGd9nGrF6/Xm/Xid6t0k/efJZHzQCBgNpvBFscusEnLtcZVzTSlVBPSHAOaNcpDV6T2JaIwSAqFJ+lCuwhMcpNy7tw5bNcmJW65GDxetEAQjUbn5uampqZisdji4uLo6OjAwMClS5fA2YhzETAEb9686XQ6L1265PF44EYGav3xxx/j1eMWzFleXkbhTzMNaX5+nuay20jbSptGq5gzMzN4wnScGdhC5uktW0SCWl1djV5o6RNFtYAoNFZLPt8yFApVV1dDrbfOzs5QKHTyxAlp3wsZwuGw1WrFNHq6JVpBAHCKCe0csRP8i3v2JHoKfj8zHFZGfWA2m62trU1b9xXDKCe+nGMdNzDHcaUcEtWSnlTaUc3pdOrUUS0l0pRzFCeF9dFisRjemKSzeIUJnXj/bW1tTckpR71/KSG6Ic7NzU1PT6P1097efvnyZbCTRkdH8VlTU1Ozs7Og1gMDA2BDT09PT05Ozs3NyZh3oVAIBVXGtMLZSTqJsBMTE7TeXGtrK0QkYHU2TWw76ktIZz2e5meLPOpYD+7QwYPSJ1KNEb3zaLgrfxtBn8Zu34bl/Kc2b+7s7FT+KiKRSNOpU6Ki8TbZWkw4b4bqSTU1NfjERPXm0LuTTmE7FcRiMWhM19fX5/V6H01rm8kR4st5SXFxh8MhKOi2Epempiaj0WixWKAuLLY/T3ewaZOmnGMtJ4XvCY229fv9IqNQoaFDq7gon/gvLy/js2gmt7R4qpSPPvoIcmyo0GJejd1uv3LlClix8/Pzk5OToVAonbsYXTWX8XXTcDx1DTRHR0epIX7x4kW8HDpRNKl8h02s29ra0jlPJBLBum9UtqPRKBqsjY2N0ifSaDLRW4pKmZKdjYyOjjadOjU4OBgMBtfl5z+zfXt1dbU0fF0KXTV/YsMG+bg2nLpduXJFEISJiQl5A502PKQJlgzzSBFfzqErXElxsdFoNJvN0hj1pB4tq9VqNpvROQ+Tg6yTppyjZaOw7APelRwORywWo7asTfEidDQaRRFS7gqm/t5bt255PJ6hoaG5uTma7ZoIiAyH9sxTU1PBYHBubu73v/89HqBtyhxKqXwQU6LEYoUV+mjyus1mu3z5MpVtqn/pV77DRMT0y4OgYUobjw6SKm+98WaWiaKmY7FY3Bw2dfT399fW1hYVFcHSfmNjY11dncvlSpQof+jgQRhz0lA7jBjHeTM10Jubm0UrMlNTU/h6IS7yNYvFtHVrWVmZ/LyBYdYS8eU8EAhARLo6ObdYLDlV1x1JU85xSVJJ9Oz8/DzeOsFnGAqFqKJMT08rvC5aVNJA5cXFxdnZ2cnJSShUd+vWrYGBAafT+ctf/lIk0pOTk0tLS7/61a9wVJj9RUnUYIamzGlrAGFofdLAcnQzwPsZi8UgNeijjz6Sj0KYmZnBV22326X+WNoVI+53e3JyEpYYkhYEjEaj6LpPv2kNjWBHQ/zN06dxZ1y5otFktMIoneRp3vPj5IkTkFcGtfHHbt8WzRgikcjJEycaGhqSSqz0h0YNdIyqe2H37pqaGqvV6n44z7bZbDe9XlyJyDMYamtrtX2ZDJOzqOl3npQ8g2FNyjlaeEqcqNQcRIcnJgQrjINbXl6em5vDSLHW1taBgQGXy+V0OmFNGlUK3JJDQ0N9fX1utxtTYKFUKl10v3//PuRtU/c1IvNxo6Ne234wykP3cf0erF5aK1fGb0H11W63JzK+0aQWzdUmJydpquG5c+dkagLOz8/TziuarONiaPcz27fDHiyN/uyOHYmehZETly5dwp3pL1gkxev1QlYCVFw3bd2qQlBx7b+FlNChBrpoO3ToEBz/7rvvYjo+ejXiFqthmLVHcjlXseYtTVTLEdKU85SaquH9lBqd6FjGnfPz8xAvtri4uLy8PDg42N/f73Q6h4eHhZU566hkAwMD4DkXBCEYDD548EB6a1bi76UGNyIj1bh2oK79ZSJwipM0ZB2jAqHjJM2Yb2trixt05vf7qb7KXIJKHZjgIiFH7HZ73PSzqakpmvXncDg0kUyrpPEoVmJ55fDhRM/CQn42snyATmydGl9SotGo2+2uq6uDfPHXjx17fteu148dU5JvSSdq+LFGo9Ha2lpRSB2mpMPBUOY9pSh6hlkzJJHzyooKFcKMq+aiTe0gNSPNMdy7dw/vMvLBX3Qtdnh4+N69e6AQXq+3o6Ojra2tp6dneXkZT2i32ycmJpaXlwcGBvr7+wcHB2HJc25ubmZmhnrpFS55Kox4guiwrq4u1CEZ0xMrnDs0jYTAmOSkL41W4PH7/aIiMKIMumAwKBLj7u5uGY8ILeLrdrvjCjnF5XINEK5cuULj7Lq6utLs04OEw2G0OPfv2/f6sWP4g3rz9OlEz1pcXMQyAxcuXIAXjt+KVGsYpM/o6Gh1dTUkrQWDwWAwGLcELEC/8NJADb/f39XVdfLEiUMHD4J7/4033oCDMX+vrKzslcOH8Y1KKRSfYVYpycvIQCxbSmvnWB5OtGk68uR0dXWJcvDTlHMq0mAcLy8vz8zMTExMwHJyKBQC25rWigHgHbtz547L5XK73WjeQaBZUsc7ptUqvBGjRiaNnoOIsMnJyUuXLskLqrr8q1Ao1NPT09/fHzdiPKUl+Vgshq9Lmjdvt9thUePBgwe0YzrgcDiSlogRpR4gLS0tg4OD8/PzGLIuj7ZV0AVBOFpVFXd+LN+hnC73XLt2bWJiQsM4ONVAQN/g4CDY2U9t3ixd/qAdhJMWQP3d736HB//D//pf27ZtO3vmjCAIwWAQTXnT1q2JAvQYZs2QRM4tFkvc6us52AJIytjt26IieSrkfG5ubnJycnx8HKqb4Y0DliQxda2trW1hYWF6enpgYODXv/71+++/D/v7+vpmZ2fTLwaOxWSUWMY0sDnVSu8y0JevvDSbfLI+NbiVpOFJjWaaenflypVgMCiqc9fa2joyMqLE7y1V67a2tpGREfrxjY+Pi7pZi4BVEm2hoey4yXjageXlZVzIEJELpU7AG3/2zJlwOAxpbM/v2lVbWwtR67R3jvx5ZHrRNp06hW9XQ0ODfq+FYXKB5P3OVQCB8XSzWCxJa8llgKRyPj4+3tfX99FHH128eHFxcRG7p0AfSSqTEOW0uLgota1pIrVW901qGSe1MvXrLqXc6AeWlpZoSLnUcYoxzAoTvqWKOzIygoECbW1t1AMP3aaV58TPz89jtP+5c+cSTQKCweDly5edElwuV/pJbonACnHr8vNLSkrOnjmj5O2iXxsEIg90Gqdqenp6ampqioqKQOC/WlJS9vLLb7zxRtKICtpuWPS6otHoszt2wPu2vqAgbsFBhlkzJJFzj8cjvW05nU75wHVowVJSXAz/Go3GPIMBGrJll6RyDlHfQ0NDYBNAYDkaZzT/R6ZjEq5QathOlBbKoKlHlLm5OZAuTHDXvEs6uqMhkD4pNNrAFi/RDovlKSzHRpuo2my2/v7+WCxG50+Iy+VSsXoNLWFEuQC5ABRMbW1pSXWCODQ0JHInZLhumgoikci+f/gHcJUf+NrXBEEYHBxMJMa4sBK3CnKv0/l/A+DjVdBjmDVD8sj2uIt28tlreIDZbAa3fGlpaebXzqWkH44n34nE5/PRVVtt2xhjqLzIaz03Nzc8PAyPQiIWzic0bBEGoM9fYYlQaacT2nWGLpEqf6/u3r179erVmzdvolrTxlaA/KLyowb4kAANm8DqCrhh3njjjbfeeksQBKgvu23bNmmiDa6tJPrQ/+VhXt+6/Hy7gpwUhlmlpOZsDwQC2PhcBlRNDIz3er1roGa7INtUTeQHttvt2hZwxpp0NDH6/v371Fq1rVxLTrX7WVLQDlaYN48J3whNg6au4HQqzdEOZprPopisQP06s7Oz4XC4p6entrYW5PxIefmLe/acPHHiN7/5DR6WyHzv//jjvygsBEX/+69+9VFrLs48OqhZOzebzfKRsUajEbzxsGoOO9dAopqQuLGYNIdb8+BhmvUOcfWCbNs0u92uuSlGq2km7e5KG1fTfjCYC4eBhB0dHWkODJwiEOKQ5qmYXID+oMbHx0WPulyuyspK09atGz/zGZvN9t3vfvebR47IBCHW/9d/oWfxxA9/qPPYGSY7qJRzeWd7ZUVFaWmpIAgdDofRaOxwOI7X168N6zxRnDYtfOHxePSIHKbqiKKFNdgvXLggaqGmbbEXIKVO3nT+EQwGcQXX6XQuLS2hltvUtgOhLC8vj4+Pa5XqzeQCGJYos3QCyXjfPHJkw6c/Dd74UCgUiUREzh6fz7fnb/8Wi+v9+te/1n/4DJNpksi51WoVxaiXlpai8Z2IQCBQUlwM/4cu6Wujo5pAqq2JQrdoeG2al5ABlwlR/1DCh4aGRK2XdYrjxdynpOvTKNhQg4y2fqe5ZHa7XfP64cwaAMNQZEJA8PfY3d3tcrlOnjgRjUYhP62oqKi2thbj///7v/8bDfR/PXo0Q6+BYTJIyqFwudMeTQXpyzkuYIv8E1hwNG54rVagQGLMPNaruX79eiwWQ61tbW3VKRkJb7JJi/mjZkM45NLSkrS6Tmtrq9SVyjACSdBI1BZIIMEZdHIZDodbW1qOVlW9sHv32O3bw0NDlZWVP/vZz/7f/fvhJvbpT33q3LlzGXkRDJM5tMw7T1QMLltV4aSkL+eJunliMLmuBXZu3bqFQghxdvgnuN8xuEyPYiYA3mTl+9DQ5l3oJ8Asc6CnpweDABhGBC2fEDdSUuHSj8/nKysrg7Q3rBP393//99M5UEuHYTQkuZwHAgFwrXs8ntLSUpnmp1gzDmq2Q8f0kuLiQpMJEtA1HnvqpC/nKEi0Otvy8rJ8AptW0LpsPp+PrqZjAZOpqSm/369f2jSW1rHJFq7H1Qcbad61tLQE/gO73T48PJxrud1MTkHzGOOqNS0pmDQwUxCE4aGhf3/1VXQ0PrV5s7QQAsOsXpLIudfrNRqN4FYtNJkKTSao3y7/rMqKClEym8ViwRD3LJK+nMdtqqZrG2kR6K++evUqVfeMLT/T4HaZ7DLs0CrKUI9Go+Pj49rWqmPWKrh4JEokAWjapMKpYSgUghR22Lb82Z9Zrdaiv/7rF/fsaWho4LJxzKomeUc1EGaPx5NnMEDyVaHJJO9SzovX73xtJKrRVGk0OmlvTW17b0jBpevu7m5pS5gMQF0CiSq3Ly8vY7FVbZujM48UGOkWNyQl1aJGgM1mE8UDbd68uaS4+MlNm6CVqs1ma21pUd6VIBdobm4uKSlpb2/P9kCYbJI8FA5Mc1p0HXcmwmg0irKuwcpPb6hJ8Hq9SdU6fTmPq6CDg4OwJwNtpLHnt81m6+3tlc4t9GZ5eRkvmijJm75LXLWDUQ1NGJHa31hyOG53HxmsViu10aFgnO2hv+1oVRV0pH1+1y5BEMLhcDgc1uTl6MTZM2fwVejXNYDJfZLIeWlpKSSYFZpMGMuW1DoH7YcA+EAg0OFwmM1mXZ3toOUZkHPqV8fkckxGz8BSHB0A0tXVpfd1KTScPu4BWCBPYWMVhokLLecgXR3HSgYqSjZFIpGmU6dEol5XV4ePulwuMHYrKyvX5ee/uGePTHf5LOJyudbl5+NLqK2tzfaImKyRRM6hDgyEtsFvxmKxJC0IEwgEIN0cN121/Hh9PV5I/sj05Zy6mrG6Gcrb6OhomudPSiwWo03DbDbbuXPnpqen9b4uJWnqOTZWSZrMxjAy0Gg4UechGjiCv8RUiUQirx87Jmo7K5qAQtrbkfLykpKScDjc1dV14MCBplOnstgzHvF6vU9u2kTH/+SmTdzZ/ZEleWQ71HTD+/Lx+nqFuViBQEBJ+7X0gamGknbm6cu51NVMBV7D5uIy4IIiuBkz31QDvRFx+6rRNrLSyvYMkxKYWS4qHTg+Po5fszRXmmw2GzVwX9i9W2bh3O12v7R3L3jjBwcHw+Fwf39/VrzxoVDome3bpf2xzp45k/nBMLmALv3OBUHwer3Stqo6XQvIjJwLJNUbkmdor4jMxKMtLS25XK7e3t5srZNhzZy4nylGEtjtdk4rZ9IEv2yieLdr167BflEFCHX09/dTM3fbtm3yxnckEnG73dFotNfpXJefvy4///ldu9KvVSzD8NBQ06lTNTU1hw4efG7nTtEywSuHD6O0FxUV6TcMJpfRRc5BWaWbHtcSXZTusdlsL+7ZQzdNxoB1VcG1/sknn8CfnZ2df/zjH9M/f+6Dbaw++OAD0UMPHjxAc0phT3SGkeG3v/0tLirROgfYfOjjjz/W5EJer5cau8aNGxV2PQiHw52dnTU1NW63OxgMbtu2bf++fU2nTqXTJFBEZ2dn3DsqbM/v2hWJRJqbm3FPf3+/VpdmVhG6yDmNm8sYUjkPBoOulWgi5x988AHcR37zm98IpPDqr371q/RPviqAvhe2lbV0ABp4/7vf/S4rw2PWEvfv38dvFPrAaT3jTz75RKtrBYPBF3bvpuHuKjpNWK3WQwcPPrFhQ9OpU9Fo1Gq1Wq3WNNPe6KhE23M7d8LJI5EI1rwrKSnhENRHEF3kXFtDPNH3WPRLy5izXdRUTXlLkjUDraUjqgyPDWSxqjzDpAOt5IolF+fn53GntgEr0Wj0lcOH6X2m6dSpdE74yuHDsDB/pLxcEIRgMJiq0Pr9fhzMU5s3v7hnz5Hy8rq6urNnzois8NraWjyyqKgoA5G5TE6hi5wnTUzXg4zJOXr5XC4Xvdc8Op22E5WvoWlFuha7ZR4pcI6IxWRoOff5+XnNr1hXV0cVvbm5OZ2zQTw8SO9zO3c+sWHDS3v3Krf7oUEcbMOyRZkmJiYgRg+29QUFac5FmNVFcjk/Xl+Pxdhxkw9ub2pqMhqNGW7BkjE5p03VaMVTJVWj1waJcoSwYl1bWxv7+hitwK4/tofFjBX2AUoHGwl3X5efr1XBNagzf6S8fP++fYIgNJ06VVZWZrVaZcJa0dP+zPbtSc/f399v2rqVzkXKyso0GTmT+ySRcxBmi8UiEmb5sM9E7nFNRy4mY3JOm6rRqtE6NSTNQRYXF/H2evfuXdg5NzeHfWjiVthmGHUsLi5ixZjLly8LJFezt7dXv+vaSDlYDRWd0ut0vrR37/qCgic3bQqHw5FIpKuri8bQUU97Q0ODknOGw+Hq6mp64+Xir48IyYu8qggGyVk0kXO0DM6dO6euavQaQOpUx1mOzWbjDiuMtuAPzW63z8/PZyxghTq61+Xnd3Z26nGVcDgM1nl7eztc6Pldu2APHcDY7dvKz9nV1YWO923btnFtmUeB5EVeOyTRy0oQZZx3OBxro6OasDIQDKtGP2pJWZitB4VilpeXz507B3suXbqU7dExa43Z2Vn80aG022y28fFxvS/d0NDwWF4e6GKhyWQjrRT1AAJQjlZVTUxM9PT0fPpTn4JLf7WkJNVTvdHQgFOB48eP6zFaJqdIIudOp9NsNqda1s1isUg97UlLw2YATeSc1o1B9/KNGzfSP/MqAsu4Qng/LjrYSOd1htEQDEHFH50tUwErP/jP/8T72PYvfKG1tTUDFxUE4dKlS7h+f+BrX4tEIg0NDe3t7Qoz2u/du/d3f/d38PQvfP7zula5YXKBJHJusViMRqNUm5N2VIPAt0KTyev1ejwe7MiSXTSRcxrXjayudorpg/fWS5cuLS8vOxwO+DMDPeWYRxOaN4FfNoVtztNkaWmp9nvfw7vfjr/6q46Ojgxc94dvvAFX3PiZz/xmcDAUCj23cyddRw+FQvJedFrR61+PHs3AmJkskkTOrVarNEBdSSgc/AcbsoGVr9WgVaOJnNOa5EjmC6dnF7fbjbfUkZERfB8enWw9JvN0d3dTxxhEuWeMyspKmv+dgRYsRUVFcLkX9+zBnRMTE+3t7aOjo9Fo9NkdO9YXFLy0d69MT8WX9u7FYbOBvrbRt4wMzU/TO7JdCZqMYWFhQaTlCnvSrCVo9bfMW0vMo8nY2Bh+2TKwai4iGo0eOngwY4o+PDSE10rUVcXn8zU3Nx86ePD1Y8cEQaiurj5aVdXa0kK98V6vFz32z+3cqd+AmawTX84tFgtIlMVikSadJ807Ly0tBRW3Wq2FJhO0VjMajXq8gJTQakqBaTMtLS0jIyOPoIYtLS2hg51NcyYzxGKx/v7+np6ezGs5kElFxxJv6/Lzg8GgkqecPXPmxT17IO1NEITBwUGXyxWJRF4jwUxrKVOJEaGLnHs8HhDvQCAAvdLzdG55rhCt5Hx0dLS1tbW3t/dRzsiam5ujzs9HLVWPeTSJRCK0gvq2bdt06o769JYtcImX9u5NdYQQygO17dYXFJQUF2/+7GfhbE9u2vTolKN+1NCrQSoGw4NpniPu6Fxw+K8llpeX3W633W7v6OhQaEAwzGonHA5TRYf6btrS39+P57elkRo3dvt2c3NzTU1N81tv4Qk/+9nPctHGNYleNdtFewKBgHRn5mE514NoNMp3B+aRIhwOY5B5nsFQV1eX9CnRaLShoaG2tlbJxBfD7p7YsEEr6/8rX/7y/x3wD34wdvt2Q0NDT08PV5hZM2gp516vF4rGQCYbRUkF1gyQC2NgGGYN4Pf7n9q8GZe3e3p65I9//dgxOPjQwYPyR4bD4Sc3bYKDXzl8WKsBRyIRdOA/uWnTxx9/DJHz6wsKWltaBEHw+XxaXYvJClrKOQh5oi3zHdClsJwzDKMVLpcLg8aNGzfKrEmHQiFsRi4f2iZam086S0gJmoYOwfDBYLC9vd3n8/n9/vUFBcaNGw8cOMD5bKuUVdDvXENydmAMw6xGGhsbqdFy4MCBuD1Maen1vMQ91EWR88/v2qX5Mhbmsq8vKBAVcPR6vSdPnNi/b19zc3M0Gt2/b19lZWVrS4tOsX6M5iSX80AgAHFtHo+ntLTUYrGkVPPV6/Uer6/PSihcc3OzaetWurGcMwyjLa8cPizyRIpEPRqNolsedTruqWgntG3btulRa7KX+FCPlJfLHFlXVwfaf7SqSvMffpBNAAAWd0lEQVRhMHqQRM69Xq/RaISSroUmU6HJZDabkwa1eTweqNAeCASwRmzmi7xGIhHfSljOGYbRlmg0+prFsr6gQCTqT2/ZcuDAgcbGRkgYE23S9mjhcBhPomtGO9aJW5efH9eXQAkGg2ydrxaSyHllRUVlRYUgCB6PJ89ggG9Yockkb22XFBfDs6xWq9FohFy1NdOChWEYRsTExERNTY1U1On21ObNuNYuDYaH7qh6LJmLGB4awmGUpN6ojclZkvc7B9PcYrFg0XXcmYg8UrMddF3IDSnNhTEwDLNW8fl8R8rLUSxFW9OpUyUlJXkJ6q0eKS/HsHO9x4nXyjMYemVv5swqInm/cygKWGgyYWh6Uus8z2CAFXf0scP/NRqzenJhDAzDrG1CoVBnZ+drFsvzu3ahvf7M9u2RSAQd76atW+lTotEoJqdVVlbqPcKJiQkcWFFREdeNWBskkfMOh8NoNEKhVvC0WyyWpG7z0oeAp10QhMqKitLSUq0GrRqWc4ZhMkkkEunv729vb4fktDdPn0azmB5Gy8B1dnZmYGCYB5/HhdzXCskj2zscjuP19ehdVxKmHggESktLS4qLMfwtqUGfGVjOGYbJIi0tLSiiv//973H/9x82XPnzp5/+3e9+l4GReL3enQ8L2/3P55/PVlcbRkP0qtmem7CcM8z/3979vEhu3nkc/zOqksOY2OvKZiF7igofsjjgwjlljYOK7C1hLsYYsqhOxmBSB0P2ojI4ZDENk1MW6zD44vHFxgbF5GBsmsFrnwQO+DAwbubQ4MMYg7WHp+e7336eRz+qS1LpUb9f9GFaU63n0Y/SR8+jRxKOSD9r64svvpDpzz33nJn4wgsvDFaZN998Uyrz+m43WLnoSXOc79J03zeqjRZxDuCIPv/88/8fg/a3v5mJn3zyyQ9/8AMz8datW4NV5uuvv17HsSn3337+888++2ywotGHhjg/OTlZLBbb7XaXpvqnv3sie0WcAziie/fuSZybJ6WXZfnff/6zmfL4j370v003gnfrrbfekvps//CHIYtG55pvVJvSKAniHMARffvtt//0xBNWQ/x3v/2tmfIfv/nN8PWRx8r+609/+tFHHw1cAXSo+Ua14Z/m1h/iHMBxyWvNzEtQzs/P5T71119/ffj6fPrpp9JAb3zbG8asIc7zPF+tVns9pH3MiHMAxyUvQfnF00+Xl1/i0vjI1Z7o9758/PHHR6kDDtcQ59vtVh66rn/qnwo3sE2StLyBkjgHcFz6Ee7/89e/yotTn3nmmWNV6R9ffik9BP/+q18dqxo4UEOcZ1lmDYIb21C4TZLIY23MTSA1iU6cAziu8/PzJx5/fP7oJSgjedjqq6++KjV55513jlgTXFnb+87zPM/zfDwpLpZRpPN7kyQ1L3wjzgEcnc7O4W8393rw4IH0Ezz11FM89jVEzXFu3oomu906jsd8KZ04BzBy9+/f1+3yx27c+Oqrr45dqfJPb7whVfrLgLe/oyutntmeZZmJ8DzPzdNbB6nbVehXxbiIcwBjoN9pdpQB7a6HDx/KqPt/+clPzs/Pj10j7KftG9W0kTyA3bVL0/rXwxDnAMagKArzTrNfPP30w4cPj12dC1mWyUmGuY8OAWn7vvPGiUdndkR9dV+PIPW+xQgAjuXu3bu3b982b1obD7mP7rEbN+7du3fs6mAPzTeqWS82PT09nc9mQ14+dyPZvSfNjGlvPMkgzgGgxttvvy0PkH/55ZePXR3soSHOi6JYLBbrODb3p5nb0Lfb7TCVa8ncd96mw4A4B4B6L730konzxZNPvv/++8euDtpqHtleFIUZLm5+xvYId5PlLe+gI84BoN4HH3zwzz/+sUn0F1988fvvvz92jdBK2O87L4rC7YSvGQ1HnANAo1deeUWOqLdv3z52ddCKP863260Zu77dbt2XnfO+cwCYsPv375uB98d9+iz2QpwDAGz/9cc/SgOde9CDEHZn+76IcwBo4/z8/JfPPjufzX757LPjuTMeNa5y3/lqtRrhfedtEOcA0NJ333139+7db7755tgVQSv+OC+KwtyZtoyiTZLod6mZe9XobAcAYDwqW+fm2eyLxWK1WlkXzmseij5yxDkAYJKanwoXaEPcizgHAExS81C409PT/LJdmgaa8cQ5AGCSml+Q6j6nhWvnAACMSvMLUm/evHl2drZJkizLzANfx/bM9vaIcwDAJLW9Ue3k5GSTJGVZnp2dLRaLId+o1iHiHAAwSW3jPM/zdRxbE4NDnAMAJqkhzk9OTkxnu3nZyenpqWmdc+0cAIDxaIjzs7MzeQaceRXpfDZbrVaD1O1QDx8+/Ooy4hwAMEmtntkuV8rNjWp91qdLf3rjjehnP9M/xDkAYJL8cW461UvfTecGQ+EAABgPf5zLYLd1HLv3nc9ns4Da6BpxDgCYJFrnAAAEr+Ha+SZJ3r1zZ5iqDIA4BwBM0lXedx4u4hwAMEnNz2xfrVbv3rlDZzsAAKPV3DpnKBwAACPXEOcMhQMAYPxaPUbGkud5URSdV2UAxDkAYJKaW+eLxYLOdgAAxqz5RjUzFG4dx7s0zbJstVrxvnMAAEaleSicue98l6YmxYuiWCwWQ1StB8Q5AGCSpvC+8yzL5CpA/UV94hwAMEkNcb7dbndpWj66iG4GtC+jaDxxnue5pLjJ9ZpEJ84BAJPkj3NJRNO1bsJ7tVoto2i1Wo2qs30dx5skkV+XUWTOP7yIcwDAJFW+UW0ZRVmWlWVZFIVJ97Ozs12a7tJ0zHepEecAgGvIH+d5nm+SZD6bLRaLXZqG8tCYXZrWBzZxDgCYpLpr52dnZycnJ8soWiwWmyQZc6PcXEGfz2a6af7gwYO/X0acAwAmqdVT4d69c+fmzZvz2WyTJOMZBOe1jmMZgf+XW7d+/fzz+oc4BwBM0h4PeS2KYrvdLqNoHcdDttS974CZz2bm0r7FNNNrZtVnTQEAOI494vz09HSTJGPreLfGvhHnAIBrqFWcZ1lm3pQ6qiA3dmm6jCL51TyMturDxDkAYJLq4tz0ri8Wi5GPb9dPhavJ8pI4BwBMVOWNaqY5voyik5OT0Qb5vohzAMAkVT5GZrVaeceaBY04BwBMUsNDXieGOAcATNIeI9sngDgHAEwScQ4AQPCIcwAAgkecAwAQPOIcAIDgEecAAASPOAcAIHjEOQAAwSPOAQAIHnEOAEDwphznDx48+PtlxDkAYJKmHOe3b9/+9fPP6x/iHAAwSVOOcxdxDgCYJOIcAIDgEecAAASPOAcAIHjEOQAAwSPOAQAIHnEOAEDwiHMAAIJHnAMAEDziHACA4BHnAAAEjzgHACB4k4rzTZKs47jmA8Q5AGCSphPnWZbNZzPiHABwDU0nzuez2TKKiHMAwDU0kThfx/EmSehsBwBcT1OI8yzLllFUcu0cAHBdBR/nRVHMZ7M8z0snzv/x5ZfZZfPZLAMAtPbhhx8e7wCPPQQf5+s43qWp+bcV5++9995//v73+mc+m1lThvmhXMqlXMoNtNzXXnvtSEd37CeAOJ/PZt6fLMtM09z9KYqialYDV55yKZdyu7J48snz83PKnWq5OFAAcd7eaK+dUy7lUu7hrlu8XbdycSDifAiUS7mUe7jrFm/XrVwciDgfAuVSLuUe7rrF23UrFweaVJw3euzGDcqlXMqlXModYbk40PWK8/v371Mu5VIu5VLuCMvFga5XnAMAMEnEOQAAwSPOAQAI3nTiPM9z8+R2kWWZPFjGPAW2LMtlFLmPnZH/lSmbJDmkJvpZN+4Hah50c4jGcndpaq2i/sqtX8+d8G7fsix3aSrT6+906LZcvR66XdL6csuO9tt9y23c3w60SRLvcuntK0+EHKBcPb2PVV1Vrn5Y1iHLq7eX/l5YD+NyD01ZlrnfI+9EHNdE4tzsqTqrzDFIfl3HsfcIu4wi+eYso0g+s0mSq31zzHdDz9975O08zhvLdVfRMOXK9G4Pf1Xb1yymPnsbplz97gCrDgOUK7tT5wlXv56l3E2SdJvoplx3uUyWm4lm2ftYXu/61M+T7lxNuXr6Oo6vtp7d74WEsf6O6NWrK2Ylt3cijm4KcS5ntTqrllGkv3vec0ndWjW7u/781ZJvl6a6IPPaVplnzSnwgWrKNZZRZH4GLrfsp1egavta9bnydty3XOuZB+aNvcOXO9jyWgvo9o0dyNqRZLNamdr5rlVVblmWPXW61JdrbVBr927P+kM5G7NOB8vLi7mOY7c1752IMQg+zqV1aH2xl1GkT2OttJY/lM8MEOem5Wo1a7pSH6vmoN9HrDbGubWeu1K1fd2YmXf6zJPG/croI8695Vpx27ma9azLdVPh8HKt0wjvrtv5Ll1VbucL2LLcruLcIkchq/elVFtcTtH0KaN3IkYi+DgXbpxbXw9rr90kiXUgsDrbr3Y4djufrSTrKc5rypVDcB9x3ri87nruRNX2HT5m3Di3Ok57Lde0pWSkQucXdGvWs3va1O16HtVpk4nV/sZk1Cyv1dneydmbHArc8yS3CG9yE+cjNNk4t341X0L9eW+TUb6xh3xn9NASt3eupzivKVeWtKehcPXL29M4qarta8WPvqTda7m6uD5itapc69rNlU9D9y3XOo8xX5wO92prt/F+a7znUj2Va11U7qqV3Fiu/O+8uyGH+kvhHhPcMyTiPBSTjfPy8ghYty/dOhBY358rJ5/1h+53o7/Odm+5+vjeU2d7zfL2ccDVRbvbt+/WeVW5lj76JLzltom9PsotnRHvA7fO+xhv2KZco49en6peAV2BTkJUN1donU/JlONcs/Zad190mzVXO1i0PAx1HudV5coBV/90eBCsX97BvvOyfa3t2Pm186pyLX1fapVyra05WLmWztezFSpWuT0NyGgs16pAh+u5qtzOT0+tez3cDee9XkacB2Gyce6OBdO/ugOIphrnWk8jzGvK7W+gVtX27Xtke1W5VrdE54f7mnL1Gu48Vluu5847n2tGmJvegj6yvKbcvodYthzJf8h+ZersHalaNbJd6kacB2Gyce7ex1m/yw4wsl0XNPyNamVvne015fbRHWpUbV/rYnnn5xNV5bqdon3c7+6W697/PWS5ej13u6Hdi8cy/qO/naqmXGv77tK02/2qptxORrab+XvrrM9UvIcI4jwUk43z8vI1Px2fVWe4+qlJh8SeLtc9tvY3FK6+3LK3oXBV5fbd8Vu1ffXTtfpeXl2u3n/6eDpb/f48fLk1T6nrhNzfPFcjyb0XjwYot7y8vH30ObUp98oJqmdubTW933o3JXEeiunEOQAA1xZxDgBA8IhzAACCR5wDABA84hwAgOAR5wAABI84BwAgeMQ5AADBI84BAAgecQ50zLwt1JpY85RNADgccQ50z33eqvUmKwDoFnEOdM96Q4l57PlxqwRg2ohzoBebJDEvgLFezl31Jg/95hjrxWXmv/p4nQyAySDOgb6YwF7Hsbx7ynrfqPTAWy+7W0aR+RPvO6oBwEWcA32RhrhMWUaRNNPLR2ldlqX1Gll5+6TVaQ8AVYhzoEfLKNI96t7XdUuW635401g3cd7fO+MBTAZxDvTIjXNvU1uC3CS3XHcnzgG0RJwDPbLi3Pq1avo6jolzAHshzoEeWTltWuHSQDdD1suyXMexjHczd7UR5wD2QpwDPXKb4+4F8vLRzWzmZx3HMgCeOAfQEnEOAEDwiHMAAIJHnAMAEDziHACA4BHnAAAEjzgHACB4xDkAAMEjzgEACB5xDgBA8IhzAACCR5wDABA84hwAgOAR5wAABI84BwAgeMQ5AADBI84BAAgecQ4AQPCIcwAAgkecAwAQPOIcAIDgEecAAASPOAcAIHjEOQAAwSPOAQAIHnEOAEDwiHMAAIJHnAMAEDziHBeWUTSfzbIsK8syy7L5bGZ+NklyrCrleS7VWMex+4Fdmnqnt/nfKyiKYj6bFUVRluV8Nsvz/JC5ZVm2jCJ3/vrnoOpWOLzmjdxFq9G4lQ+01/JKzU2trlaiXiLzhSovf6eszy+jSD5m7QNFUazj+LhfQ4SCOMeFZRSZo545GJnQMtOPcijZpamOBHM0lFrJZ44V54erinOZ/yZJjh5vV9M+zs1mlfqs47j9eUAf9joRqSIbUX+VJLN3aaq/UPo0uqoC1p8AXsQ5LkicWyloDrjm37s0tZrsyyjapan5tzkum0OYaVLIdN0o0e0PKcLKraIozEHNzMccE/M8tz4mVTUHQf1haQyZqkqDSY6V6zg2nzcz2SSJ1UDU9TQz0dWWEHLnvEkSmZtMdOfWGOf6A7LmdfhZy+idIutEbw7Z0NY89QnEOo7NlpWtaT5j4kdXw5qPrBAzK3dza7phak3R5cpMzIo1q0i3d82feNe8mYOupNno7hx0zXXr3N3tpSYyqyq6/jrjZc2YOshK8CY3cY42iHNckDiXQ6f1Ad3UkANQVZzL4cltlOiDb1Xrc5emWZZlWSZhbD65jmPdONZxLrM12az/1yyRWTr5X90QlJMP/UmpuSy4t7PdLVdHjl5R1tzatM71uYhMNAulJ5pt507RZ2aypfRmsuZZFef65EDORcyfe+ejF61mc3t7O2SprXJNZWTd6r+Vjhzvmp87vRFuxMoc3M52724vJyv6ZNclRei15C61/r7IWUJjxgMW4hwXJM4Nt1Unx9lSJWVVnFsNEcMc16wGq7fvepMkJo2sppuZLr9acW5N1P8rQSJVkmSy/u22F6Webpzr3JI5e0PRndvVrp3LQunNYf7WnaL/UMezFW96nt44lxUyv3wVxlpRVmeJWSc1m9t7fVpmIuXqP/TuM1JcVf318urFcefgxrl3t/fWzeU9IauPc/cLVRLnaIc4xwUrzsUmSaTf+8A4Ly93b84fdYy7hVqtc933XtM6tybqf7gx2RjnVlW9ca4v8NfHuTu3Np3tslD67Mob594ppbpAIN3CuqPCnWdNnLtnG9ItYc1Hp2PN5m5sndfHuW7Itoxz6xTEnYMb597dvk2c68q0j3NNFoE4RxvEOS5InK/jWB9c6pspuvXZJs51c62G5LcccBuvnbdsnYvGOJcY6KR17s6tMc69pVS1zhunWDXxzlN3zje2zg3vfLytc6/6a+c1ca53rZatc6unxDuHrlrn1pg+77VzQZyjE8Q5LkicW5cDzZCx0rmIaA401sVUK87Lyx2G5gA3v3w7XFV9TJNafq0f2V4f5/qKuFSjPs71n3iv1859186r2rjeubVvnes+ALcFXD7qI3GnyHKZjaLjzTtPmWhq4sa5zFCWqLFu9Zu7ZmS7Va4Em6w9mdsyihrj3D3X8c6h8dq5t8fCva7hnj7qQSTW/1onTNZpX0mcox3iHBd0Z7vuI9WHHneIrzXk2I1z3UPrTikeDVH2jomTkcbzpvvOvXEuY+ytWZmPNbbOpWPAHOJlRJupthx2vSPb3VBx59bm2rlsET1FL6m1Oawpeqi2blnKiYg7T7OA5jYBN87lA1YCWfMxC6LPDPTmbrmVdRHWblY8uvVLl2tGD1TFuXxYrx93DlLzxpHtVXGuF0evKP2dcofmuUuqP0acow3iHBeqrp0D4+GeA10HxDnaIM5xwXqcBTAeurFbNYx8qtY8FQ7tEOcAAASPOAcAIHjEOQAAwSPOAQAIHnEOAEDwiHMAAIL3fzDegOyhfAStAAAAAElFTkSuQmCC" alt></p>
<p align="LEFT">Global warming has changed both the thickness and surface area of sea ice of the Arctic Ocean as well as the Southern Ocean that surrounds Antarctica. Sea ice is highly sensitive to changes in temperature.</p>
<p align="LEFT">Scientists have calculated a long-term mean for the surface area of sea ice in the Arctic and in the Southern Ocean around Antarctica. This mean value is used as a reference to examine changes in ice extent. The graph shows the variations from this mean (zero line) over a period of time.</p>
<p> </p>
</div>
<div class="specification">
<p><img 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" alt></p>
<p> </p>
<p align="LEFT"><em>Adélie penguins (</em><em>Pygoscelis adeliae</em>) are only found in Antarctica and need sea ice for feeding and nesting. Biologists are able to deduce how these penguins have responded to changes in their environment for the last 35 000 years, as the Antarctic conditions have preserved their bones and their nests. The image is a map of Antarctica and the surrounding Southern Ocean. It shows the trends in the length of the sea ice season (days of the year when sea ice is increasing) and the sites of nine Adélie penguin colonies.</p>
<p> </p>
</div>
<div class="specification">
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the trend in the surface area of sea ice in the Southern Ocean around Antarctica.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between changes in the surface area of sea ice in the Arctic and Antarctica.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the data as evidence of global warming.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the trends in the length of the sea ice season around the Antarctic Peninsula and in the Ross Sea.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse the trends in colony size of the Adélie penguins in relation to the changes in the sea ice.</p>
<div class="marks">[3]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the use of Adélie penguins in studying the effects of global warming.</p>
<div class="marks">[3]</div>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>increasing/positive trend/correlation;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. in the Arctic ocean the surface area of sea ice has declined whereas in Antarctica the surface area has increased;<br>b. the rate of change is greater for the Arctic than for Antarctica;<br>c. there are greater fluctuations in the surface area of sea ice in Antarctica than in the Arctic;<br><em>For mp a, it is acceptable if there is no comparative term such as “whereas” or “but”;</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. change / decrease / melting of sea ice is expected with global warming;<br>b. decrease of sea ice in Arctic is supportive evidence of global warming;<br>c. increase in sea ice in Antarctic is not supportive evidence of global warming;<br>d. Antarctic increase / both changes may be associated with climate change (caused by global warming);<br>e. global warming does not affect all areas in the same way / global warming has complex effects;<br>f. data is inconsistent/inconclusive / data on its own does not establish cause and effect / not over a very long period of time;<br><br></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>One mark for correct description of the trend off the Antarctic Peninsula and one mark for correct description for the Ross Sea; accept correct statements other than those listed in the scheme but do not award a mark for contradictions; marks can be awarded for correct statements about the sea ice season for Antarctica overall; Some students are referring to moving South in the Ross Sea when it is</em><br><em>clear that they are moving North. If you can discern their intention, then give the BOD on this;</em></p>
<p>Antarctic Peninsula:<br>a. decrease/stable at the base of the peninsula / decrease in the area of the penguin colonies/West of the tip / increase/+1 above and below the peninsula / variable pattern;</p>
<p>Ross Sea:<br>b. sea ice is increasing / +1 in the Ross Sea / area below / North of the Ross Sea / lower Ross Sea / Southern part of Ross Sea/closest to the South pole is stable/no change to the length of the sea ice season / variable pattern;<br><br></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (off AP) sea ice season has declined as has penguin population;<br>b. colony 2 and 3 sea ice season has <span style="text-decoration: underline;">not</span> declined <span style="text-decoration: underline;">and</span> population increased;<br>c. colony 3 increase in population <span style="text-decoration: underline;">and</span> growing length of sea ice season;<br>d. colony 2 has stable / increasing numbers <span style="text-decoration: underline;">and</span> sea ice season is not changing;<br>e. colony size and sea ice season length/area are correlated;<br>f. Population numbers for colony 1 and 3 the same at start of study but both experience a big (opposite change);</p>
<p><em>Accept answers that refer to “sea ice” or “sea ice area”.</em></p>
<p> </p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. global warming leads to climate / environmental change; <em>eg</em> temperature change / ice melting<br>b. stable ice associated with stable population / no climate change;<br>c. ice changes associated with population changes;<br>d. changes in penguin population size can indicate climate change / global warming;<br>e. example of how climate change can alter population; <em>eg</em> prey availability / habitat loss;<br>f. not all species will be affected in the same way (so care needed in applying conclusions more widely)<br>g. there is information on changes of population over the past 35 000 years;</p>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p> Nearly all students noted the positive trend. </p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most students noted that while the Arctic showed a decline, Antarctica showed an increase. Weaker answers involved a descriptive account or failed to notice a second difference between the Arctic and Antarctic data. Noting that the rate of change for the Arctic was greater was more commonly included in answers than detecting that the data was more variable for Antarctica.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates noted that the data for Antarctica was supportive evidence of global warming. Weaker answers failed to state that the data was equivocal; strong candidates suggested global warming could lead to climate change with different outcomes in different locations.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some respondents on the G2 forms raised concerns about the presentation of the data but most students earned these marks. A broad range of answers were accepted.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A number of candidates failed to link sea ice changes to population size changes. Better answers differentiated between colony 2 being stable and colony 3 having a growing ice season.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many answered that penguin population changes could be used as indicators of the effects of global warming. Few extended the discussion to refer to historical data or limits to generalizing effects on penguins to other species.</p>
<div class="question_part_label">f.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagram below shows the carbon cycle.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the process occurring at X and Y. </p>
<p>X: ..................................................................</p>
<p>Y: ..................................................................</p>
<div class="marks">[2]</div>
<div class="question_part_label"> a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> type of organism that can be involved in process Z.</p>
<div class="marks">[1]</div>
<div class="question_part_label"> b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the relationship between the rise in concentration of atmospheric carbon dioxide and the enhanced greenhouse effect.</p>
<div class="marks">[3]</div>
<div class="question_part_label"> c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>X: combustion / burning;<br>Y: photosynthesis;</p>
<div class="question_part_label"> a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(saprotrophic) bacteria/fungi / saprotrophs <br><em>Award <strong>[0]</strong> for decomposers</em></p>
<div class="question_part_label"> b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>carbon dioxide is a greenhouse gas (naturally produced by organisms);<br>human activity has increased the normal level of CO<sub>2</sub>/caused enhanced greenhouse effect;<br>short-wave radiation from the Sun is re-radiated as longer wave radiation/ infrared/heat;<br>infrared/heat captured by greenhouse gases/CO<sub>2;</sub> <em><br>Accept any of the above points shown in a clearly annotated diagram.</em></p>
<div class="question_part_label"> c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Many students were confused by the large schematic diagram, and did not understand the word „process‟ in part a. They were not able to state that X is combustion/burning and that Y was photosynthesis.</p>
<div class="question_part_label"> a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Due to the fact that "decomposition‟ was in the stem, "decomposers‟ was not allowed in part b. Saprotrophs/bacteria or fungi were accepted.</p>
<div class="question_part_label"> b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The hole in the ozone layer seemed to be well known in the South American centres. Unfortunately this has nothing to do with the answer expected in part c about the enhanced greenhouse effect! Few seemed to distinguish between the short wavelength/high frequency UV rays from the Sun and the long wavelength/low frequency IR rays reflecting back through the thickening atmosphere. <br><br></p>
<div class="question_part_label"> c.</div>
</div>
<br><hr><br>