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<h2>SL Paper 2</h2><div class="specification">
<p>Honeybees (<em>Apis mellifera</em>) are key pollinators in most ecosystems. The worldwide use of neonicotinoid pesticides has caused concern because they may be contributing to the decline of honeybee populations.</p>
<p>Scientists measured the concentration of five neonicotinoids (acetamiprid, clothianidin, imidacloprid, thiacloprid and thiamethoxam) in honey samples from 198 different locations across the world. Each pie chart shows the relative frequency of neonicotinoids in honey samples from a continent.</p>
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"></p>
<p style="text-align: center;">[Source: Republished with permission of American Association for the Advancement of Science, from A worldwide survey of neonicotinoids in honey, Mitchell, E.A., <em>et al</em>., <em>Science</em>, Volume 358, Issue 6359, 2017. Permission conveyed through Copyright Clearance Center, Inc. <a href="https://science.sciencemag.org/content/358/6359/109.full">https://science.sciencemag.org/content/358/6359/109.full</a>.]</p>
</div>

<div class="specification">
<p>The neonicotinoids can be used alone or together with other neonicotinoids. The percentage of honey samples with 0, 1, 2, 3, 4 or 5 different neonicotinoids in each continent are shown in the stacked bar chart.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Republished with permission of American Association for the Advancement of Science, from A worldwide survey of neonicotinoids in honey, Mitchell, E.A., <em>et al</em>., <em>Science</em>, Volume 358, Issue 6359, 2017. Permission conveyed through Copyright Clearance Center, Inc. <a href="https://science.sciencemag.org/content/358/6359/109.full">https://science.sciencemag.org/content/358/6359/109.full</a>.]</p>
</div>

<div class="specification">
<p>In order to grow, honeybee larvae are fed royal jelly, a high energy food with very high acetylcholine concentrations.</p>
<p>In an experiment, larvae were bred artificially on a diet with reduced acetylcholine content in the royal jelly. The graph shows the mean survival rate of these larvae compared to control larvae fed on a normal diet.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Wessler I, Gärtner H-A, Michel-Schmidt R, Brochhausen C, Schmitz L, Anspach L, <em>et al</em>. (2016) Honeybees Produce Millimolar Concentrations of Non-Neuronal Acetylcholine for Breeding: Possible Adverse Effects of Neonicotinoids. <em>PLOS ONE</em> 11(6):e0156886. doi:10.1371/journal.pone.0156886 Copyright: © 2016 Wessler <em>et al</em>. This is an open access article distributed under the terms of the Creative Commons Attribution License (<a href="https://creativecommons.org/licenses/by/4.0/">https://creativecommons.org/licenses/by/4.0/</a>), which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.]</p>
</div>

<div class="specification">
<p>The concentration of acetylcholine was measured in royal jelly produced by honeybees that had never been exposed to neonicotinoids (control) and honeybees that had been exposed for three weeks to two neonicotinoids; clothianidin and thiacloprid.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">Wessler I, Gärtner H-A, Michel-Schmidt R, Brochhausen C, Schmitz L, Anspach L, <em>et al</em>. (2016) Honeybees Produce Millimolar Concentrations of Non-Neuronal Acetylcholine for Breeding: Possible Adverse Effects of Neonicotinoids. <em>PLOS ONE</em> 11(6):e0156886. doi:10.1371/journal.pone.0156886 Copyright: © 2016 Wessler <em>et al</em>. This is an open access article distributed under the terms of the Creative Commons Attribution License (<a href="https://creativecommons.org/licenses/by/4.0/">https://creativecommons.org/licenses/by/4.0/</a>), which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify in which continent the fewest types of neonicotinoid were detected in honey samples.</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, outline the different use of thiamethoxam in North and South America.</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>Identify the total percentage of honey samples contaminated with neonicotinoid pesticides in the continent with the lowest overall levels of contamination.</p>
<p>&nbsp;</p>
<p>. . . . . . . . . . . . %</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce the conclusions that can be drawn from the data in the graph.</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>Suggest a reason for the effect of a diet reduced in acetylcholine on the larval survival rate.</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>Compare and contrast the effect of clothianidin and thiacloprid treatments on the concentration of acetylcholine in royal jelly.</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>Explain how neonicotinoids affect synaptic transmission in insects.</p>
<div class="marks">[3]</div>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Companies that manufacture neonicotinoid pesticides have argued that they do not cause significant harm to honeybees. Construct an argument, based on the data in this question, for serious concern about the manufacture and use of neonicotinoid pesticides.</p>
<div class="marks">[4]</div>
<div class="question_part_label">h.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Oceania ✔</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>thiamethoxam is the most used in North America (but not in South America) / CONVERSE <br><em><strong>OR</strong></em> <br>in South America they use different neonicotinoids to thiamethoxam ✔</p>
<p><em>OWTTE</em>.</p>
<p><em>Allow numerical comparison</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>57 (%) ✔</p>
<p><em>Allow range 56 % to 58 %</em>.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. reduced acetylcholine does not affect larval survival in the first two days ✔</p>
<p>b. reduced acetylcholine causes increased mortality from day 3 onwards ✔</p>
<p>c. 90 % versus 40 % survival/other valid numerical comparison by day 5 <br><em><strong>OR</strong></em><br> (much) greater decrease in survival occurs between days 4 and 5/by day 5 for the reduced group ✔</p>
<p><em>Do not accept answers without times/ days</em>.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(larvae lacking acetylcholine/with reduced AcH cannot survive because) acetylcholine is a neurotransmitter taking message from one neuron to another in synapses of nervous tissues <br><em><strong>OR</strong></em><br> messages would not pass from one neuron to the other <br><em><strong>OR</strong></em><br> (larvae) unable to synthesise/produce AcH, so need it from their diet ✔</p>
<p><em>OWTTE</em>.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both neonicotinoids reduce the concentration of acetylcholine in royal jelly (compared to control) ✔</p>
<p>b. clothianidin reduces the concentration of acetylcholine in royal jelly more than thiacloprid (but perhaps not statistically different) ✔</p>
<p>c. clothianidin is used in smaller concentrations (than thiacloprid) so no firm conclusion can be obtained ✔</p>
<p><em>Need one similarity and one difference. </em></p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. neonicotinoids bind to the (acetylcholine) receptor (in insects) ✔</p>
<p>b. (binding happens) in (cholinergic) synapses/at motor end plate/between motor neuron and muscles ✔</p>
<p>c. neonicotinoids bind irreversibly (to receptors) <br><strong><em>OR</em></strong><br> (receptors are blocked so) acetylcholine is unable to bind ✔</p>
<p>d. acetylcholinesterase/enzymes cannot break down neonicotinoids ✔</p>
<p>e. (synaptic) transmission prevented ✔</p>
<p>f. (causing) insect paralysis/death ✔</p>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. neonicotinoids are used in every continent ✔</p>
<p>b. the choice of specific neonicotinoid varies considerably around the world ✔</p>
<p>c. neonicotinoids contaminate honey (so must get into honeybees) ✔</p>
<p>d. only a minority of honey samples from around the world contain no neonicotinoids ✔</p>
<p>e. neonicotinoids reduce the acetylcholine (content of royal jelly) <br><em><strong>OR</strong></em><br> only a small amount of clothianidin can reduce acetylcholine in royal jelly ✔</p>
<p>f. survival of honeybee larvae is lower if the acetylcholine is lower/content of royal jelly is reduced ✔</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>In general, the data analysis question was well attempted by the majority of students.</p>
<p>Almost all were able to name Oceania.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In general, the data analysis question was well attempted by the majority of students.</p>
<p>Most identified that the proportion of the pesticide was greater in North than South America. This does not actually mean that a greater mass was used as these were relative frequency graphs.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In general, the data analysis question was well attempted by the majority of students.</p>
<p>Most read the graphs correctly, stating between 56 and 58 %.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In general, the data analysis question was well attempted by the majority of students.</p>
<p>An answer comparing the survival as the days progressed was expected. Answers tended to be too general.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In general, the data analysis question was well attempted by the majority of students.</p>
<p>At least half of the candidates did not know that acetylcholine is a neurotransmitter (section 6.5).</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In general, the data analysis question was well attempted by the majority of students.</p>
<p>A compare and contrast question, that required one similarity and one difference. Most were able to state that both treatments reduce the acetylcholine concentration in the royal jelly and that clothianidin reduced it more than thiacloprid. The more astute also commented on the differences in concentrations of the insecticides.</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In general, the data analysis question was well attempted by the majority of students.</p>
<p>Those students who had studied synaptic transmission scored well. However, many knew the role of acetylcholine here, but not in Q(1)(e).</p>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In general, the data analysis question was well attempted by the majority of students.</p>
<p>This question was a good discriminator, with better students using the data presented to construct an argument as asked. Weaker students wrote about the function of bees in pollination etc., which is a consequence, but does not answer the question.</p>
<div class="question_part_label">h.</div>
</div>
<br><hr><br><div class="specification">
<p>Beavers are large rodents that live in waterways throughout the northern hemisphere.&nbsp; Dams made by beavers change the temperature of the streams and affect the mayfly, <em>Baetis bicaudatus</em>.&nbsp; In the summer of 2008, beaver ponds in West Brush Creek and Cement Creek, Colorado, were studied to evaluate their impacts on mayflies.&nbsp; The study sites included streams flowing into (upstream) and out of (downstream) each beaver pond.</p>
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" alt></p>
<p>Mayflies, including the species <em>B. bicaudatus</em>, are aquatic insects that hatch and spend their larval stages in water emerging from the water as adults. Larger females produce an increased number of better quality eggs.</p>
<p>The table shows the mean temperature differences (downstream – upstream) and mean dry mass for female and male mayflies.</p>
<p style="text-align: center;"><img 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" alt></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
</div>

<div class="specification">
<p>The bat, <em>Pipistrellus nathusii</em>, feeds on insects including mayflies. A study was undertaken in Poland to see the effect of European beavers (<em>Castor fiber</em>) on the activity of bats. Beaver activity can affect forests that are covered by trees and meadows that are covered by grasses and have no trees. The following habitats were studied:</p>
<ul>
<li>forest (F)</li>
<li>flooded forest with canopy gaps created by beavers and flooding due to the presence of beaver dams (FFG)</li>
<li>forest with canopy gaps created by beavers but no flooding (FG)</li>
<li>meadow (M)</li>
<li>meadow with flooding due to the presence of beaver dams (MF).</li>
</ul>
<p>As bats feed they fly through the air catching insects. The number of feeding passes made by bats was counted. The graph shows differences in the bat activity between particular habitats.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the difference in the mean dry mass of mayflies upstream and downstream of Cement Creek pond 9 for female and male mayflies.</p>
<p><img src="data:image/png;base64,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" alt><br> </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 effect dams have on water temperature.</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>The graph shows the mean dry mass of mayflies relative to the water temperature in their habitats.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Using the graph, discuss evidence for the hypothesis that mayflies grow to greater dry mass in cooler water.</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>Analyse the data to find the effect of flooding and tree felling by beavers on the activity of bats.</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>The trout, <em>Oncorhynchus mykiss</em>, that live in West Brush Creek and Cement Creek also feed on the mayflies. Fishermen come to Colorado to catch and eat trout. Draw a diagram of part of a food web for the creeks in Colorado, including mayflies, humans, trout and bats.</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 an example of competition between organisms in this food web.</p>
<div class="marks">[1]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The North American beaver (<em>Castor canadensis</em>) was introduced to islands adjacent to Argentina and Chile where they have become an invasive species. Discuss <strong>one</strong> ecological criterion (a basis for deciding) whether beavers are harmful <strong>or</strong> helpful to the ecosystems there.</p>
<div class="marks">[2]</div>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>I</em>. <em>female</em>: «+» 0.04 «mg» <br><em><strong>AND</strong></em><br><em>II</em>. <em>male</em>: «–» 0.12 «mg»</p>
<p><em>Both needed</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. height of dam affects the temperature</p>
<p>b. high dams tend to cool the water</p>
<p>c. low dams tend to warm the water</p>
<p>d. pond 5/one pond shows no change/stays the same<em> <br></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. trend lines support «the hypothesis»<em><br><strong>OR</strong><br></em>trend shows a negative correlation shown «between increased temperature and size»<em> <br></em></p>
<p><em>Do not credit answers with just numbers.<br><em>Accept “line of best fit” wtte.</em></em></p>
<p>b. the trend line is shallow / small slope<em><br><strong>OR</strong><br></em>there is a large amount of scatter at higher temperatures (reducing the certainty)<em><br><strong>OR</strong><br></em>wide/overlapping ranges so no significant difference «(at» 9<sup>o</sup>C )</p>
<p><em>Note that it is only the trend line that indicates support.</em></p>
<p>c. (hypothesis not supported because) females in water over 10<sup>o</sup>C have the highest «mean dry» mass</p>
<p><em>Words other than “hypothesis not supported” may be used: “as opposed to”, “whereas”, to express deviation from support.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both flooding and tree felling increases bat passes/activity / WTTE</p>
<p>b. flooding has greater/increase on bat passes/activity / WTTE<br><em><strong>OR</strong></em><br>flooding has the greater impact than tree felling on bat passes</p>
<p>c. supporting argument from the data</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. arrow pointing from trout to human</p>
<p>b. arrows pointing from mayflies to trout and bats</p>
<p><em>Award <strong>[1 max]</strong> if answer does NOT show all 4 organisms</em>.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>bats and trout compete for mayflies</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. criterion</p>
<p>b. reason that beavers damage</p>
<p>c. reason that beavers help</p>
<p>eg,</p>
<p>a. biodiversity</p>
<p>b. if indigenous species are eliminated biodiversity is reduced, then the beavers would be seen as damaging</p>
<p>c. if biodiversity increases (due to the engineering of waterways), then beavers could be a benefit</p>
<p><em>Consider criteria something that may be </em><em>dealt with from a range of perspectives.</em></p>
<p><em>Other possible criteria: </em><em>abiotic disturbance </em><em>changes to food webs </em><em>diversity</em></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.</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>
<br><hr><br><div class="specification">
<p>Native oyster populations are decreasing where rivers meet the ocean along the northwest coast of North America. These oyster populations are being attacked by a gastropod.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: left;">It is known that oysters and gastropods have hard parts composed of calcium carbonate and that ocean acidification is increasing. Studies were carried out using juvenile oysters and gastropods to investigate the effects of acidification on the decrease in the population of oysters.</p>
<p style="text-align: left;">The first step was to raise oysters in two different mesocosms. One had seawater at a normal concentration of CO<sub>2</sub> and the other had sea water with a high concentration of CO<sub>2</sub>. Gastropods were raised in two further mesocosms with normal and high CO<sub>2</sub> concentrations respectively.</p>
</div>

<div class="specification">
<p>A juvenile gastropod will attack a juvenile oyster by using its tongue-like structure (radula) to drill a hole through the oyster shell. Once the hole has been drilled, the gastropod sucks out the soft flesh. Researchers investigated the shell thickness at the site of the drill hole in relation to the size of the oyster. The results are seen in this graph.</p>
<p><img 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"></p>
</div>

<div class="specification">
<p>Equal numbers of oysters raised in seawater with a normal CO<sub>2</sub> concentration and in seawater with a high CO<sub>2</sub> concentration were then presented together to the gastropod predators in seawater with a normal CO<sub>2</sub> concentration. The same numbers of oysters from the two groups were also presented together to the gastropods in seawater with a high CO<sub>2</sub> concentration. The bar charts show how many of the oysters were drilled by the gastropods and the mean size of drilled oysters.</p>
<p style="text-align: center;"><img 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"></p>
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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how acidified sea water could affect the shells of the oyster.</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>Outline the trends shown in the data in the graph.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate how much smaller drilled oysters raised in seawater at a high CO<sub>2</sub> concentration were than drilled oysters raised in seawater at a normal CO<sub>2</sub> concentration.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce from the data in the bar charts which factors were and were not correlated significantly with the number of oysters drilled by the gastropods.</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 reasons for the differences in the numbers of oysters drilled, as shown in the bar charts.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The radula in a gastropod is hard but not made of calcium carbonate. Outline how this statement is supported by the drilling success of the gastropods in seawater with normal or high CO<sub>2</sub> concentrations.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using all the data, evaluate how CO<sub>2</sub> concentrations affect the development of oysters and their predation by gastropods.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Shells might dissolve/deteriorate / become smaller/thinner/weaker / OWTTE<br><strong><em>OR</em></strong><br>shell formation reduced / more difficult</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. positive correlation between shell thickness and shell size<br><em><strong>OR</strong></em><br>as shell thickness increases, shell size «also» increases </p>
<p>b. (positive correlation) occurs at two different CO<sub>2</sub> concentrations / both high and normal concentrations </p>
<p>c. trend for thickness is «slightly» lower with high CO<sub>2</sub></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«approximately» 0.2 mm<sup>2 </sup><br><em><strong>OR</strong></em><br>«approximately» 40 % «smaller» </p>
<p><em>unit required</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. significant factor: concentration of CO<sub>2</sub> in which oysters were raised </p>
<p>b. insignificant factor: concentration of CO<sub>2</sub> at which oysters were presented to gastropods</p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (because) shells are thinner/smaller when the oyster is raised in high CO<sub>2</sub>/lower pH<br><em><strong>OR</strong></em><br>«because» lower pH/higher acidity prevents/reduces deposition of calcium carbonate </p>
<p>b. gastropods target smaller/thinner-shelled oysters more </p>
<p>c. gastropods can eat/drill thin-shelled/smaller oysters at a faster rate (and move onto another) </p>
<p>d. eating smaller oysters «from high CO<sub>2</sub> environments» means given population of gastropods require more oysters for same food intake</p>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. data shows that similar numbers are drilled regardless of conditions <br><br>b. since radulas are not affected by acidification <br><strong><em>OR</em></strong><br>radulas not made of calcium carbonate so (remain) strong/successful at drilling</p>
<p> </p>
<div class="question_part_label">d.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. the data/trend lines indicate that a higher CO<sub>2</sub> concentration diminishes the shell thickness, making gastropod predation more successful<br><em><strong>OR</strong></em><br>the bar graphs suggest that oysters raised in a higher CO<sub>2</sub> concentration are smaller, making gastropod predation more successful </p>
<p>b. CO<sub>2</sub> concentrations «during feeding» do not change the occurrence of drilling/predation «by gastropods» </p>
<p>c. «limitation» no information about how exaggerated the CO<sub>2</sub> concentrations were<br><em><strong>OR</strong></em><br>«limitation» no information about numbers of gastropods used «in each setting»</p>
<div class="question_part_label">e.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>The mass of an individual organism can affect its physiology and feeding ecology. The diagram shows the relative mass of carbon (black) and total wet mass (grey) of a marine crustacean, <em>Calanus hyperboreus</em> and a jellyfish, <em>Bathocyroe fosteri</em>.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Kristian McConville, Angus Atkinson, Elaine S. Fileman, John I. Spicer, Andrew G. Hirst. Disentangling the counteracting effects of water content and carbon mass on zooplankton growth. <em>Journal of Plankton Research</em>. 2017, Volume 39, Issue 2, Pages 246–256. https://doi.org/10.1093/plankt/fbw094. Adapted (and translated) by permission of Oxford University Press.]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>one</strong> process that results in the loss of carbon dioxide from a marine organism such as a crustacean or a jellyfish.</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>The crustacean and the jellyfish obtain carbon compounds by feeding. State <strong>one</strong> source of carbon for marine organisms, other than feeding.</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 how energy enters, flows through and is lost from marine food chains.</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>Deduce whether jellyfish or crustacea are a richer source of carbon in a food chain.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest with a reason whether having a large body mass is an advantage or disadvantage for jellyfish.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. (aerobic/cellular) respiration ✔</p>
<p>b. gas exchange / diffusion ✔</p>
<p><em>Do not accept photosynthesis</em>.</p>
<p><em>Do not accept breathing </em></p>
<p><em>Organism is taken to be a living thing</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. photosynthesis ✔</p>
<p>b. absorption of (dissolved) carbon dioxide / (hydrogen)carbonate directly from the oceans ✔</p>
<p><em>Accept reference to carbonate or hydrogencarbonate ions</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. light energy is converted to chemical energy (in carbon compounds/sugars) by <span style="text-decoration:underline;">photosynthesis</span> ✔</p>
<p>b. (chemical) energy (in carbon compounds) flows by means of feeding/through food chains/webs ✔</p>
<p>c. only (approximately) 10 % of energy is passed to the next trophic level ✔</p>
<p>d. energy released as heat (by respiration) ✔</p>
<p>e. energy is not recycled ✔</p>
<p>f. after death, energy may remain trapped as undigested detritus/fossils/fossil fuels ✔</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>crustacean as they have more carbon per unit volume <br><em><strong>OR</strong></em><br> crustacean as jellyfish has little carbon per total body size ✔</p>
<p><em>OWTTE</em>.</p>
<p><em>The conclusion must be supported from the information given</em>.</p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. advantage of large size is ability to eat /catch large prey ✔</p>
<p>b. (advantage as) lower rates of predation of large jellyfish ✔</p>
<p>c. (advantage as) can produce more reproductive cells ✔</p>
<p>d. (disadvantage as) can move slower to escape from predators/capture prey ✔</p>
<p>e. (disadvantage as) needs more energy/nutrients to maintain structure/move/grow ✔</p>
<p>f. (disadvantage as) low surface area to volume ratio and thus possibly difficulty with materials/gas/nutrient exchange ✔</p>
<p>g. (disadvantage as) more prone to mechanical damage during storms ✔</p>
<p><em>Accept other reasonable answer</em>.</p>
<p><em>Must say advantage or</em> disadvantage.</p>
<div class="question_part_label">d.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>In 4(a) most were able to state 'respiration' as the answer. 4(b) proved more difficult with fewer stating photosynthesis or absorption of dissolved CO<sub>2</sub> or HCO<sub>3</sub> from the seawater. Vague answers such as 'carbon in the water' were not credited. In 4(c) most knew that energy enters with sunlight, but did not state photosynthesis. They knew that it was transferred by feeding through the trophic levels and lost as heat due to respiration. A surprising number incorrectly stated that the energy was recycled and some drew diagrams of the energy flow showing this. In 4(d)(i) most were able to state that the crustacean was a richer source of carbon. An explanation using the data from the diagram was expected. In 4(d)(ii) most were able to present an argument for advantage or disadvantage.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 4(a) most were able to state 'respiration' as the answer. 4(b) proved more difficult with fewer stating photosynthesis or absorption of dissolved CO<sub>2</sub>&nbsp;or HCO<sub>3</sub>&nbsp;from the seawater. Vague answers such as 'carbon in the water' were not credited. In 4(c) most knew that energy enters with sunlight, but did not state photosynthesis. They knew that it was transferred by feeding through the trophic levels and lost as heat due to respiration. A surprising number incorrectly stated that the energy was recycled and some drew diagrams of the energy flow showing this. In 4(d)(i) most were able to state that the crustacean was a richer source of carbon. An explanation using the data from the diagram was expected. In 4(d)(ii) most were able to present an argument for advantage or disadvantage.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 4(a) most were able to state 'respiration' as the answer. 4(b) proved more difficult with fewer stating photosynthesis or absorption of dissolved CO<sub>2</sub>&nbsp;or HCO<sub>3</sub>&nbsp;from the seawater. Vague answers such as 'carbon in the water' were not credited. In 4(c) most knew that energy enters with sunlight, but did not state photosynthesis. They knew that it was transferred by feeding through the trophic levels and lost as heat due to respiration. A surprising number incorrectly stated that the energy was recycled and some drew diagrams of the energy flow showing this. In 4(d)(i) most were able to state that the crustacean was a richer source of carbon. An explanation using the data from the diagram was expected. In 4(d)(ii) most were able to present an argument for advantage or disadvantage.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 4(a) most were able to state 'respiration' as the answer. 4(b) proved more difficult with fewer stating photosynthesis or absorption of dissolved CO<sub>2</sub>&nbsp;or HCO<sub>3</sub>&nbsp;from the seawater. Vague answers such as 'carbon in the water' were not credited. In 4(c) most knew that energy enters with sunlight, but did not state photosynthesis. They knew that it was transferred by feeding through the trophic levels and lost as heat due to respiration. A surprising number incorrectly stated that the energy was recycled and some drew diagrams of the energy flow showing this. In 4(d)(i) most were able to state that the crustacean was a richer source of carbon. An explanation using the data from the diagram was expected. In 4(d)(ii) most were able to present an argument for advantage or disadvantage.</p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 4(a) most were able to state 'respiration' as the answer. 4(b) proved more difficult with fewer stating photosynthesis or absorption of dissolved CO<sub>2</sub>&nbsp;or HCO<sub>3</sub>&nbsp;from the seawater. Vague answers such as 'carbon in the water' were not credited. In 4(c) most knew that energy enters with sunlight, but did not state photosynthesis. They knew that it was transferred by feeding through the trophic levels and lost as heat due to respiration. A surprising number incorrectly stated that the energy was recycled and some drew diagrams of the energy flow showing this. In 4(d)(i) most were able to state that the crustacean was a richer source of carbon. An explanation using the data from the diagram was expected. In 4(d)(ii) most were able to present an argument for advantage or disadvantage.</p>
<div class="question_part_label">d.ii.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the immediate consequence of a species producing more offspring than the environment can support.</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>Explain the consequence of overpopulation on the survival and reproduction of better adapted individuals within a population.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>competition/lack of resources/death/exceeding carrying capacity ✔</p>
<p><em>Allow a description of it.</em><br><em>Do not allow “overpopulation” or “natural selection”</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «better adapted» tend to survive more ✔</p>
<p>b. «better adapted» reproduce/produce more offspring ✔</p>
<p>c. pass on characteristics to their offspring «when they reproduce» ✔</p>
<p>d. their frequency increases «within the population» due to natural selection ✔</p>
<p>e. leading to evolution ✔</p>
<div class="question_part_label">b.</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>
<br><hr><br><div class="specification">
<p>The incidence of white syndrome, an infectious disease of coral, was investigated in a six-year study on Australia&rsquo;s Great Barrier Reef. The map shows disease conditions on coral reefs at six study sites.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: adapted from Bruno, J.F., Selig, E.R., Casey, K.S., Page, C.A., Willis, B.L., Harvell, C.D., Sweatman,<br>H. and Melendy, A.M., 2007. <em>PLOS Biology</em>, [e-journal] 5(6), e124. https://doi.org/10.1371/journal.pbio.0050124.]</p>
</div>

<div class="specification">
<p>Satellites were used to record sea surface temperatures. The temperatures each week above a reef were compared with mean temperatures for that week between 1985 and 2004. If the sea surface temperature was 1&thinsp;&deg;C or more above the mean, this was recorded as a weekly sea surface temperature anomaly (WSSTA). The number of WSSTAs was calculated for the twelve months preceding the date on which a reef was surveyed for white syndrome.</p>
<p>On each reef, the number of cases of white syndrome in a 1500 m<sup>2</sup> sample area was surveyed once per year. The table shows these cases in relation to numbers of WSSTAs and coral cover on the reef. Low coral cover was 0&ndash;24&thinsp;% and high coral cover was 50&ndash;75&thinsp;%.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: adapted from Bruno, J.F., Selig, E.R., Casey, K.S., Page, C.A., Willis, B.L., Harvell, C.D., Sweatman,<br>H. and Melendy, A.M., 2007. <em>PLOS Biology</em>, [e-journal] 5(6), e124. https://doi.org/10.1371/journal.pbio.0050124.]</p>
</div>

<div class="specification">
<p>The graphs show the relationship between the weekly sea surface temperature anomalies (WSSTA) and coral cover during two twelve-month periods (1998&ndash;99 and 2002&ndash;03), which were the warmest in the six-year study. Each dot represents one studied reef.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: adapted from Bruno, J.F., Selig, E.R., Casey, K.S., Page, C.A., Willis, B.L., Harvell, C.D., Sweatman,<br>H. and Melendy, A.M., 2007. <em>PLOS Biology</em>, [e-journal] 5(6), e124. https://doi.org/10.1371/journal.pbio.0050124.]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the site with the highest incidence of diseased colonies.</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>Deduce whether there is a trend in the incidence of white syndrome over the north-south range of latitude.</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>Describe the evidence that is provided by the data in the table for the harmful effects of rising sea temperatures on corals.</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 researchers concluded that there was a threshold coral cover percentage, below which infection rates tended to remain fairly low. Using the data in the table, identify this threshold level.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest a reason for a larger percentage of corals being infected with white syndrome on reefs with a higher cover of corals.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the data for 1998–1999 and 2002–2003.</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>Suggest a reason for the correlation between coral cover and WSSTA in 1998–1999.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Some scientists predict that, if humans continue to produce carbon dioxide at the current rate, the pH of the oceans will become more acidic. Suggest possible effects on the coral reefs.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>This study was carried out over six years on the Australian Great Barrier Reef. State <strong>one</strong> advantage of field investigations compared with mesocosm experiments to study ecological processes.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Capricorn and Bunkers group;</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>there is no clear trend;</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. effects (generally) increase with temperature anomalies/WSSTA;<br>b. effects increase for all different coral covers<br>OR<br>in the 25-49 cover there is an anomaly/is not an increasing trend;<br>c. harmful effect is higher in coral covers between1 50-75 % / vice versa;</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>50 % / 25 % / 49 %<br>OR<br>25–49 % (coral cover);</p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. the closer the corals are (to each other) the easier the transmission; <br>b. other organisms in the community may act as vectors/carriers / OWTTE;</p>
<div class="question_part_label">b.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em><strong>Similarities</strong></em><br>a. similar range of cover in both periods<br>OR <br>weak correlation/no correlation in either;</p>
<p><em><strong>Differences</strong></em><br>b. higher WSSTA range/more WSSTA in 1998–1999 than 2002–2003<br>OR<br>positive (2002–2003) versus negative correlation (98–99)<br>OR<br>more coral reefs with very low % of coral cover (0–20 %) in 2002–2003;</p>
<p><em>Must respond with one similarity and one difference for full marks</em>.</p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>coral cover lower on reefs with higher temperature;</p>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. corals would not be able to maintain their skeletons;<br>b. (if coral reefs are lost) habitat will be lost;<br>c. some organisms/coral can decline if the water becomes too acidified;<br>d. coral bleaching could occur/become worse<br>OR<br>coral could expel their mutualistic alga/zooxanthellae;<br>e. enzymes could be denatured;</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>real environmental conditions / larger scale investigations / more variables studied;</p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>In general, the data analysis question was well attempted by the majority of students. In 1a almost all were able to correctly name the Capricorn and Bunkers Group.</p>
<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;">
<p>In 1b many just described the incidence at various points, instead of stating that there was no clear trend. There were a few G2 comments that the map did not include compass points, which, perhaps, has some justification. However, by convention maps are usually shown with North at the top.</p>
<p>The expression ‘coral cover’ did confuse some of the weaker students who imagined that the corals somehow has a sort of cover over them. Most students gained at least 1 mark in 1b (i), despite the criticism from the G2 forms that it was very complex.</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most were able to able to gain the mark in 1b (ii) for saying that the threshold level was 25 – 49 %.</p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 1b (iii) the better students realised that it was to do with higher density of corals, not just the more vague ‘higher cover’ given in the stem.</p>
<div class="question_part_label">b.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 1c contrasts were common, but few gained the comparison mark as well.</p>
<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;">
<p>In 1d weaker students incorrectly wrote about the sea becoming acidic as the pH was increasing (sic). Indeed, it is becoming <span style="text-decoration:underline;">more</span> acidic, as the pH is <span style="text-decoration:underline;">decreasing</span> slightly, leading to more bleaching and the decrease in population of some creatures.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 1e most were able to give a reason why the study was better than a mesocosm.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>The diploid number of chromosomes in horses (<em>Equus ferus</em>) is 64 and the diploid number in donkeys (<em>Equus africanus</em>) is 62. When a male donkey and a female horse are mated, the result is a mule which has 63 chromosomes.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the haploid number for horses.</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>Explain reasons that mules cannot reproduce.</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 whether or not horses and donkeys should be placed in the same species.</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>A mule was born at the University of Idaho in the USA with 64 chromosomes. Suggest a mechanism by which this could happen.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>32</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. because the chromosome number is not an even number/63</p>
<p>b. (so) cannot divide by two during meiosis/cannot perform meiosis/chromosomes cannot pair up during meiosis</p>
<p>c. one chromosome has no homologue/WTTE</p>
<p>d. because unlikely to/cannot produce viable gametes/sperm/egg cells</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. to be in same species two organisms must have the same genes arranged on the same chromosomes<br><em><strong>OR</strong></em><br>must have the same number of chromosomes</p>
<p>b. members of same species produce fertile offspring and a mule is not fertile</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>non-disjunction</p>
<p><em>Accept description of non-disjunction</em>.</p>
<div class="question_part_label">d.</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>
<br><hr><br><div class="specification">
<p>The diagram shows the greenhouse effect.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the type of wavelength of the radiation labelled 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>Outline reasons for the change occurring at Z. </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>The short-tailed albatross (<em>Phoebastria albatrus</em>) nests and breeds on remote low-lying coral islands in the Pacific Ocean. Predict how global warming may threaten the survival of such an ocean bird.</p>
<div class="marks">[1]</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: short-/ultraviolet/UV/visible/EMR/electromagnetic radiation </p>
<p>Y: long-/infrared/IR</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. greenhouse gases present (at Z) </p>
<p>b. greenhouse gases «CO<sub>2</sub>, methane, nitrous oxide, water vapour» absorb long-wavelengths/infrared<br> <em><strong>OR</strong> </em><br>long wavelengths/infrared waves blocked from leaving the atmosphere </p>
<p>c. (long-wavelengths/infrared absorbed and) reradiated/re-emitted (heat Earth)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. rising ocean levels/more extreme weather «due to global warming» may destroy breeding/nesting sites <br><em><strong>OR</strong> </em><br>rising sea level may put island underwater causing young birds/chicks to drown </p>
<p>b. populations may not find/adapt to new colony sites </p>
<p>c. warming seas may affect the food supply</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">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="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the mode of nutrition of detritivores and saprotrophs.</p>
<p><img src="data:image/png;base64,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"></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>The image shows an example of a soil food web.</p>
<p style="text-align:center;"><img src="data:image/png;base64,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"></p>
<p style="text-align:center;">[Source: Anon., n.d. The Soil Food Web. [image online] Available at: https://www.nrcs.usda.gov/wps/portal/nrcs/<br>photogallery/soils/health/biology/gallery/?cid=1788&amp;position=Promo [Accessed 11 March 2020].]</p>
<p style="text-align:left;"> </p>
<p style="text-align:left;">Draw a food chain from this food web, showing at least three organisms.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the reasons for food chains rarely containing more than four or five trophic levels.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The amount of food passing into food chains can be affected by the rate of photosynthesis. Explain the effect of <strong>one</strong> limiting factor on photosynthesis.</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>All of the leaves in the image are from <em>Solanum</em>, a wild genus of tomato.</p>
<p style="text-align:center;"><img 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"></p>
<p style="text-align:center;">[Source: Courtesy: National Science Foundation, Credit Leonie Moyle.]</p>
<p style="text-align:left;"> </p>
<p style="text-align:left;">State <strong>one</strong> cause of variation in a plant such as the tomato.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
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<p><img 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"></p>
<p><em>Accept not autotrophic/not photosynthetic instead of heterotrophic.</em></p>
<p><em>Do not accept that both groups are decomposers or consumers for the similarity</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>food chain of three or more organisms <span style="text-decoration:underline;">starting with plants</span>;</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. energy is lost between the trophic levels;<br>b. transfer between levels is only usually 10% efficient<br>OR<br>energy transformations take place in living organisms / the process is never 100% efficient;<br>c. energy is lost by the organism/used in respiration / released as heat/movement;<br>d. energy is lost as waste/feces/urine/undigested food/uneaten parts;<br>e. as energy is lost between trophic levels and so (higher ones) have less biomass / less biomass available for next level;</p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. the rate of reaction will be limited by the limiting factor that is nearest to its minimum value;</p>
<p><em>temperature</em>:<br>b. enzymes that control photosynthesis are influenced by temperature;<br>c. as temperature increases, reaction rate will increase;<br>d. above a certain temperature, the rate of photosynthesis will decrease;<br>e. (where temperature is limiting) essential enzymes begin to denature/not working to optimum;</p>
<p><em>light intensity</em>:<br>f. light is source of energy / converted into chemical energy;<br>g. as light intensity increases reaction rate will increase;<br>h. at a certain light intensity, rate of photosynthesis will plateau;<br>i. another factor becomes limiting;</p>
<p><em>CO<sub>2</sub> concentration</em>:<br>j. CO<sub>2</sub> is fixed to form organic molecules;<br>k. as CO<sub>2</sub> concentration increases, reaction rate will increase;<br>l. at a certain concentration of CO<sub>2</sub>, rate of photosynthesis will plateau;<br>m. another factor becomes limiting;</p>
<p><em>Accept answers using an <span style="text-decoration:underline;">annotated</span> graph to explain</em></p>
<p><em>Only accept the first factor described</em></p>
<p><em>Do not accept pH as a limiting factor</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. mutations;<br>b. meiosis/crossing over/random assortment of homologous pairs;<br>c. sexual reproduction/recombination/random fertilisation;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Knowledge of detritivores and saprotrophs was good in 3a, with many of the poorer answers describing them as feeding on inorganic material.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many took the word ‘draw’ literally in the food chain, and the drawings of the nematodes and fungi amused the examiners. A food chain must start with a plant. The stem did say “three organisms”. Detritus was not taken as an organism, so negated the mark.</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most were able to gain at least two marks for the explanation of energy loss through the trophic levels.</p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 3c, most knew that temperature/CO<sub>2</sub> concentration/light affect photosynthesis but could not explain the idea of acting as a limiting factor. Only the better students gained all 3 marks.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 3d there was a great deal of variety in the leaf shape, so an answer in terms of sexual reproduction was looked for.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>Methane can be the product of anaerobic respiration in some organisms.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe anaerobic respiration in humans and in yeast.</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 thermal properties of water and methane.</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>Explain the role of methane in climate change.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>(in both) anaerobic respiration gives a small amount of ATP/2 ATP/energy from glucose;</li>
<li>anaerobic respiration occurs when there is no oxygen;</li>
<li>anaerobic respiration in <span style="text-decoration:underline;">yeast</span> produces ethanol and carbon dioxide/alcoholic fermentation;</li>
<li>anaerobic respiration in <span style="text-decoration:underline;">humans</span> (in muscle) produces lactate/lactic acid/lactic acid fermentation;</li>
<li>both undergo glycolysis;</li>
</ol>
<p><em>Do not accept mpd if CO<sub>2</sub> also included</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>water has higher boiling/melting point;</li>
<li>water has a higher specific heat capacity;</li>
<li>water has a higher latent heat of vaporization;</li>
<li>differences due to water having many H-bonds/polarity between the molecules while methane has no H-bonds/polarity;</li>
</ol>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>methane is a greenhouse gas<br><em><strong>OR</strong></em><br>methane causes an increase in temperature of the atmosphere;</li>
<li>methane is one of the most powerful greenhouse gases / more powerful than CO<sub>2</sub>;</li>
<li>methane has a relatively short lifespan compared to CO<sub>2</sub>/decomposes to CO<sub>2</sub>;</li>
</ol>
<p><em>Other verifiable sources</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>In 3a. the top candidates scored all three marks with ease, but many, especially in Spanish scored zero. A common mistake was to say that humans produce lactic acid and CO<sub>2</sub>. In bi, many were confused by the term ‘thermal properties’, but most were able to gain at least one point for comparing their boiling/freezing temperatures, specific heat capacities and latent heat of fusion. The best candidates also explained the differences in terms of hydrogen bonds between the water molecules. In bii, few got past stating that methane is a greenhouse gas/causes an increase in temperature of the atmosphere. The better candidates stated that it was a powerful greenhouse gas, but it had a relatively short life span compared to CO<sub>2</sub>. A surprising number thought that methane’s main danger was that it destroyed the ozone layer.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the mean annual changes in global temperatures between 1880 and 2014. The mean temperature from 1951 to 1980 was used as the value of zero change in temperature.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: center;">[Source: National Aeronautics and Space Administration, n.d. GISS Surface Temperature Analysis (v3). [online]<br>Available at: https://data.giss.nasa.gov/gistemp/graphs_v3/ [Accessed 20 August 2019].]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the increase in mean global temperature between 1880 and 2010.</p>
<p>.......... °C</p>
<p> </p>
<p> </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>Outline how changes in temperature over short time periods could give a misleading impression of changes to the Earth’s climate. </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 how increased carbon dioxide in the air leads to the 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>0.87; (<em>accept values between 0.8 and 0.9</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>short-term reading could show global temperatures falling while the trend is rising<br><em><strong>OR</strong></em><br>fluctuations from year to year may not show long-term trend;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>short wave radiation from sun passes through atmosphere / is not absorbed by CO<sub>2</sub>;</li>
<li>infrared/long wave (radiation) / heat emitted from/released from (surface of) Earth;</li>
<li>CO<sub>2</sub> in the atmosphere absorbs infrared/long wave (radiation)/heat / cannot pass through the greenhouse gases;</li>
<li>this results in warm/increased temperatures on Earth/global warming;</li>
</ol>
<p><em>Do not accept “reflected” for mpb</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 candidates got the calculations right.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Answers to this question suffered due to poor expression of an answer. Other candidates answers were succinct and to the point as they used the data to make the point clear.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were elegant answers to this question demonstrating a high level of understanding. Many other candidates mixed up all sorts of ideas here, including the idea of ozone being a cause of global warming and stating as a "fact" that heat travels from the sun to the earth. Among the confused ideas was the notion that carbon dioxide is a toxic pollutant.</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 to show the fluid mosaic model of the plasma membrane.</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>Unicellular and multicellular organisms share the same functions of life. Outline <strong>four</strong> functions of life.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The structure of organisms is based on organic molecules containing carbon. Explain the cycling of carbon in an ecosystem.</p>
<div class="marks">[7]</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. two correctly oriented layers of phospholipids/phospholipid bilayer shown with heads facing in opposite directions </p>
<p>b. phospholipids shown with two parts labelled hydrophilic/phosphate head AND hydrophobic/hydrocarbon tail</p>
<p>c. protein (any) shown as a globular structure embedded in one/both layers of phospholipid </p>
<p>d. peripheral protein, shown as globular structure at the surface of the membrane AND integral protein shown as embedded globular structures </p>
<p>e. glycoprotein shown as embedded globular structure with antenna-like carbohydrate protruding / carbohydrate shown as a branched/antenna-like structure either on a protein or on a phospholipid<br><em><strong>OR</strong></em><br>channel protein(s) shown with a pore passing through it<br><em><strong>OR</strong></em><br>pump protein shown as a transmembrane globular structure </p>
<p>f. cholesterol shown in between adjacent phospholipids</p>
<p><em>Do not award the mark unless the structure is labelled with the underlined name</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. nutrition: process by which organisms take in and make use of food//nutrients <em><strong>OWTTE</strong></em> </p>
<p>b. metabolism: conversion of organic molecules/chemical reactions in an organism </p>
<p>c. growth: increase in size/mass/number of cells within an organism</p>
<p>d. response/irritability/sensitivity: reactions/responsiveness to stimuli/factors </p>
<p>e. homeostasis: regulating/maintaining constant/stable interior environment </p>
<p>f. reproduction: production of similar cells/organisms from existing ones/offspring </p>
<p>g. excretion: elimination of (metabolic) wastes</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. autotrophs/producers absorb carbon (dioxide} from atmosphere/air/water </p>
<p>b. autotrophs make carbohydrates/organic compounds / perform photosynthesis </p>
<p>c. carbon (compounds) pass along food chains/trophic levels (as consumers feed) </p>
<p>d. respiration releases carbon (dioxide) into atmosphere/water </p>
<p>e. carbon (dioxide} is released from dead matter /by decomposition/respiration </p>
<p>f. methane is produced during anaerobic respiration of organic matter / by methanogens in cattle/herbivores</p>
<p>g. methane is oxidized into carbon dioxide in the atmosphere </p>
<p>h. fossil fuels/peat were made from partially decomposed organic matter </p>
<p>i. combustion of fossil fuels/forest fires/biomass releases carbon (dioxide} into the atmosphere </p>
<p>j. volcanic eruptions may add large quantities of carbon (dioxide) into the atmosphere </p>
<p>k. limestone (from shells/reefs)/trees/permafrost are sinks of carbon</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">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>Three-toed sloths (<em>Bradypus variegatus</em>) are placental mammals that live in trees in Central and South America. They eat leaves and fruit and get almost all their water from succulent plants.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Adapted from Laube, S., 2003. Three-toed-sloth (<em>Bradypus variegatus</em>), Lake Gatun, Republic of Panama. [image online] Available at: https://meta.wikimedia.org/wiki/User:Bradipus#/media/File:Bradypus.jpg]&nbsp;</p>
</div>

<div class="specification">
<p>Three-toed sloths change their body posture in response to the temperature of their environment (ambient temperature). Researchers assessed posture on a scale from 1 to 6, with 1 being when the sloth was curled into a tight ball and 6 when it had all limbs spread. The percentage of time the sloths were observed in each position was recorded at ambient temperatures from 22&thinsp;&deg;C to 34&thinsp;&deg;C. The researchers also measured the body temperature of the sloths over the same range of ambient temperatures.</p>
<p><img 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"></p>
<p style="text-align: center;">[Source: Adapted from Cliffe, R.N., Scantlebury, D.M., Kennedy, S.J., Avey-Arroyo, J., Mindich, D. and Wilson, R.P., 2018. The metabolic response of the Bradypus sloth to temperature. <em>PeerJ</em>, [e-journal] 6: e5600. <a href="http://dx.doi.org/10.7717/peerj.5600">http://dx.doi.org/10.7717/peerj.5600</a>. Licensed under a Creative Commons Attribution 4.0 International License <a href="https://creativecommons.org/licenses/by/4.0/">https://creativecommons.org/licenses/by/4.0/</a>.]</p>
</div>

<div class="specification">
<p>The daily food intake of three-toed sloths and daily ambient temperatures were monitored over a 160-day period from February to early July. The graphs show the mean results.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Cliffe et al. (2015), Sloths like it hot: ambient temperature modulates food intake in the brown-throated sloth (<em>Bradypus variegatus</em>). PeerJ 3:e875; DOI <a href="10.7717/peerj.875">10.7717/peerj.875</a> Licensed under a Creative Commons Attribution 4.0 International License <a href="https://creativecommons.org/licenses/by/4.0/">https://creativecommons.org/licenses/by/4.0/</a>.]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the relationship between sloth body temperature and ambient temperature.</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>Explain how this relationship differs from that in humans.</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>Describe the trend in body posture as ambient temperature rises from 22 to 34 °C.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest reasons for this trend.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The mean daily food intake fluctuated from day to day. State the month that contains the day on which the mean intake of food was highest.</p>
<div class="marks">[1]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the relationship between ambient daily temperature and food intake in March.</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, with a reason, how the activity of the sloth varies with ambient temperature.</p>
<div class="marks">[1]</div>
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>one</strong> feature of the sloth that would indicate it is a mammal.</p>
<div class="marks">[1]</div>
<div class="question_part_label">i.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>body temperature increases with ambient temperature / positive correlation;</p>
<p><em>Since direct can be either –/+, no credit for direct correlation alone.</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>humans maintain/regulate a constant body temperature at different ambient temperatures/maintained by homeostasis;</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>As ambient temperature increases, the sloth spends more time with limbs spread<br><em><strong>OR</strong></em><br>as ambient temperature increases the sloth spends less time curled in a ball<br><em><strong>OR</strong></em><br>as ambient temperature rises, the posture changes from 1 to 6;</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>less surface area is exposed when curled up<br><em><strong>OR</strong></em><br>more surface area is exposed when all limbs spread;</li>
<li>curled position prevents heat loss/provides warmth<br><em><strong>OR</strong></em><br>stretched out position allows more heat loss/body cooled;</li>
</ol>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>May;</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>food intake rises as daily temperature increases / positive correlation;</li>
<li>the lowest food intake corresponds to the lowest temperature;</li>
</ol>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>the sloth will be more active at higher temperatures as it takes in more food for energy;</li>
<li>as temperature rises, the sloth uncurls to dissipate/lose heat;</li>
</ol>
<p><em>Reason required</em>.</p>
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>mammals have mammary glands;</li>
<li>produce milk for their offspring;</li>
<li>bodies covered in hair/fur;</li>
</ol>
<p><em>Characteristic must be exclusive to mammals.</em></p>
<p><em>If more than one answer, use the first one given.</em></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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Often steady or constant body temperatures for humans was given rather than homeostasis. Some candidates erroneously described humans as warming up in response to cold ambient temperatures.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were a few beautiful responses where surface area was specifically incorporated into the answer achieving maximum marks.</p>
<div class="question_part_label">b.ii.</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;">
<p>Good reasoning was not seen often, best answers needed some of the elements in this linkage: higher temperature led to uncurling which led to movement which led to eating because of energy needs; "sloth prefers staying curled up so cold does not affect them" or "sloth enjoys staying curled up" were not acceptable</p>
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Have hair/fur or feed young with milk were the best answers. Many students wrote "give birth to live young;" While this is true of most mammals, monotremes lay eggs. Furthermore, some other animals give birth to live young (ovoviviparous) such as some reptiles and some groups of fish. We credited only characteristics exclusive to all mammals.</p>
<div class="question_part_label">i.</div>
</div>
<br><hr><br><div class="specification">
<p>Cultivated rice, <em>Oryza sativa</em>, is one of the most important human foods. The two main sub-species of cultivated rice are <em>O. sativa indica</em> and <em>O. sativa japonica</em>. <em>O. rufipogon</em> is a wild species from which they probably evolved.</p>
</div>

<div class="specification">
<p>To investigate whether the sub-species of cultivated rice evolved independently from the wild species, scientists analysed their chromosomes to find areas with similar DNA base sequences. Wild species tend to have many different alleles of genes present on each chromosome, but during the development of a crop plant by artificial selection from a wild species, this diversity drops considerably, increasing the base sequence similarity.<br>The number of different alleles of the genes on a chromosome can be represented by a diversity index. The following graph of part of chromosome 7 shows the diversity index of <em>O. rufipogon</em> and two varieties of cultivated rice, <em>O. sativa indica</em> and <em>O. sativa japonica</em>. The gene PROG1 allows the plant to stand upright, which is typical of cultivated rice. Its position is indicated by the vertical arrow on the graph.</p>
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KiLKGi2QHqRVudEDLimoOc7VCbiklf4rIhkazUHWIgEhaRG6dCZIP9IcZQ/8sJAuhT5CuP4+BgI5La3sLQmHc+iQcOicwgbZwhUznGJAXLkOs6xEfjMZx69vOV33nolsX/wgT+8jG0hEr/7lrdcfvJVPxGe8rERMAJG4LQIzBmDGfM1U0A6Npzl1E3HmCTEAOuufyqtnHPJx0mPCQr5koeCHHzkEnQdnTlGFvFT+YVlIp+QlEg+6UiPHHwepQnjkjfEhDiKF+YXEyVkC4dQjvL0/ngIUC/mBpOOZxFTo9NdhLlAEr/EACX5OM2xEIBkiHR86tN/dUltf/6Rj17e+rZ33lJwk45b4PAfI2AETo7AUcdgCIJmGFqYOCY5LfKwzOMhUNLeTDqerQdLZzkQU2KA41VDl2guAu957wOX//T+3xutP0888VWTjrnAOr4RMAKnQuCIY3DN2QNmSsCI2RIFLcHSciud994ITCFQ0t5MOoKHpsKpwxTYADy1pdL5nBEYQ4AZjD/5kz816RgDydeMgBEwAhMIlDhBEyI3v4xfQrniZydKFUMeS6pCX8bLoUrRPHe6kvZm0hG8d5q7AEtCiQGW5Oe0+0fga1/72+sMxl/+5V+adOzfnC6BETACGyLgMXhD8J316RAoaW8mHdHbJZbUmhIDLMnPafePwBe/9OUr6Zh6e5WXV+3f1i6BETACbRHwGNwWX0s3AiECJe3t9KSDV8sBXI3pxRIDhAb08fkQ4KHxB9//0MWk43y2d4mNgBGoi4DH4Lp4WpoRGEOgpL2dnnRoveTU8xwx8ICd2uJ4/m8ExhCAdPD2KpOOMZR8zQgYASMwjUCJEzQt1TGMgBFIIVDS3k5POvSquBoPaZUYIGVInzsPAiYd57G1S2oEjEBbBDwGt8XX0o1AiEBJezs96QgBXHpcYoCleTr9vhEw6di3/ay9ETAC/SDgMbgfW1iT4yNQ0t5MOirWixIDVMzeonaIgEjHn334w3571Q7tZ5WNgBHoBwGPwf3YwpocH4GS9mbSUVgvADu1FYpzspMiINLxk6/6iQvbUNCrdXmLlYK/SC4kvDcCRsAI+AO9rgNGYE0ETDrWRDuRV4kBEmJ86kQIQDre8jtvvRJYHiYfCzxw/ucf+eiNKCYdN6DwgREwAkZgdLbY8BgBI1AXgRKf1zMdFW1QYoCK2VvUDhGAdPzQy+8cneVQsT7/hb+5ftPjqa9//XrKpEPIeG8EjIAR8EyH64ARWBOBEp/XpKOihUoMUDF7i9ohAv/5P38ga5ZDRXvPex+4Mdsx9RyI0nhvBIyAETgDAh6Dz2Bll7EXBEram0lHReuVGKBi9ha1QwT+r//7gVlLAjTb8fTT37g89dRT17SQDwcjYASMwNkR8Bh89hrg8q+JQEl7M+kotBBgp7ZCcU52UgTmkg5gete777+wLItw50tfdvm1N73ppOi52EbACBiBmwiUOEE3U/vICBiBOQiUtDeTjjkIT8QtMcCESF8+OAIlpAPCAfFgtgPCAfFwMAJGwAicHQGPwWevAS7/mgiUtDeTjooWKjFAxewtaocIlJAOyIZmO3jjFfWOpVYORsAIGIEzI+Ax+MzWd9nXRqCkvZl0VLRSiQEqZm9RO0SghHRQzI89/PELD5UTqHe//9BDOyy9VTYCRsAI1EPAY3A9LC3JCEwhUNLeTDqmUJ1xvcQAM8Q76gERKCUd+lggr8/lo4Jv+IXXHxAdF8kIGAEjkI+Ax+B8rBzTCCxFoKS9mXQUog7Yqa1QnJOdFIG5pINlVI8//vh1+923vv3ywAMPXu6/777LHS944UkRdLGNgBEwAs8gUOIEGTsjYATKEChpbyYdZVgnU5UYICnIJ0+DwBTp4JkNPgJIYE8dYw/5+Jdv+MXLffe/5/L5z33ueh4y4mAEjIAROCsCHoPPanmXewsEStqbSUdFS5UYoGL2FrVDBGLSAZl47WvuvvGMBnVKb6eCVEBCFPhmBw+UE77j259znfHQNe+NgBEwAmdDwGPw2Szu8m6JQEl7M+moaLESA1TM3qJ2iEBMOvjQH0ulch4Mf+SRj1/e+rZ3Xp544qtXogJZcTACRsAInBUBj8FntbzLvQUCJe3NpKOipUoMUDF7i9ohAiHpyCEaYRFZZvVvf+vfXd9kxXMdzHY4GAEjYATOikDJGPxbb37z5fnPfd6NZzRf/KI7Lu98+zs2h/DBB953ix7oRPk+++ijTXVDPvnUwOCN9957xVYKg/Pr7rlHf73fOQIl7a066QgbBI35lXe+4lrJnnzyyZ3De6v6gJ3abo3lf0ZgHAGRDggH9SlcPjWe8nJ9luPBB99/efD9D10fLCc9z3c4GAEjYATOiAB9YG7AV4Fg4KN86IN/fCMZzj7O8avvuuvGubUPHnn4ket4gC57DmAIxg7HRGBOexMC1UgHpILGqwomVs5/GjDXjh5KDHB0TFy+cQRC0qEHxsdT3Hr14WeXWPHBQJZlMePhYASMgBE4IwK5Y/BXHntslFjI6efG6RYBskFZ0GPPAd+P2Q6HYyKQ297C0lcjHSIZmpKDZKAQjZu7CBzvnbWHwKWOSwyQkuNz50HgP/7H//PaNkq+KK63Vum5Dr7XUUJczoO2S3okBLjRRZ87tOHshDPsGpNS8XGONHbFGHFHnCUhYTru4E6NZzis3HQL06FTuBogzov/yPYSlBQy0+fAOieAL7YJ60ecrvQuPTaWzVP1ijzj+hTWPfJVevZcU12nTlF/dD7WmTKFN3hJG8oi37EyI4/0oQxkUiZkqT5zHd8uDGG5OeZ6qCe68z/MH5lgJB35HwbKGuJB/lPtLkzv47YIYLe5oRrpCCuqKpsqbthg5iq4p/glBthT+axrfQR++Vd+9drhlpAOtGF2w6Sjvl0ssX8ENK6kHHRudOHMaAyiNBzHTo9KKYcpvrMtp408QidL53GI4oCjpLxDB4n0cqDC82F68iFtqkxhPB+nEcgZg+WfxLaOJcrGod3jOPF/7IZjrDSSwZ5AneU69UDOt27KhvrEdUAzL6o3XKfOhkF5idSSB3npPzrxP2wTYXodh7KFFemkX1gGpSEv5KrcxFVd12yN9AnThPpJf2GlMoflRC42DpfDSZ736yOQ095irZqQjrjyqOKq0sZK7PE/YKe2PZbFOm+HwO/87n+41qMlGph0LEHPafeKwBjpoExyUOT0jJEO4uMA4XAppJxBXWOPA8gYEDpFnJdjJ6cyTMMxehAnDDiGnBdZMukI0ck/znGCZDfViyHp8mPkSA/FC89Tf3Cuw4CtdW5IJulkc/lLcr6RFacLZXKduhbKkMMukiJ9yCOs4zqvfZxOWMW+W5i/dBO5kSzywR7Cj/9qK0oT2yCUG5MU5JIHMkNslJ/36yOQ095iraqRDnXwVFJ17qqEVDSUiytYrMze/5cYYO9ltv7LENAzHaVSfu1Nb/JMRyl4TrdrBKZIhxwbOSgal8bIAH24rhN/zEEDPMmUY6U8Y2cvBJpxkfFSabhGPtKTYzmgYTofTyOQMwbLRvJPhqTit0zZP06L3eb4Ougi30kOuRz90F+KyQL/cdAVkIGuqrs6rz1kljikCdPpuvYxNsIglCtSJH1DoiA57GkbyismCylCEaZNHaO/8B1rX6m0PtcGgZz2FudcjXRQKdUBo4gqpCqx/scKHOl/iQGOVH6XZT4CWl41P+UzKXiOwzMdpeg53Z4RYMyhz8URSQU5c3LeND6FDlSYDgdJTqYcK92hDuOFxxrf5AQRXzLCeFPH0pF4pB8q05Scs1/PGYNlsynSMeRMT2GseocNOQ7rm/KWj5RypJU+TBfrIjnEYaPOkE4BkkEa8qFOck1yx3wxroX1N84X+SJF7NVO0CcOYVqlUT0njzE9kCWCobKhP2WhTCFhj/P1//UQyGlvsTbVSIcEU9lVsThH5VCHrDhH3ZcY4KhYuFx5CCwlHXxM0KQjD2vHOhYCOFv0uSkHnTEHZyUkDWOkQw6OnCfGMGRPOUaMd8STw0eebEsC6VNlWiLzLGlzxmDZdswvkVOPfUsDpAbHm42guhLnq7zkN1FnlYZ0KcceGZSVPKgrxBdJEQmJ667KrTqeKhdy1GZS+ZJGxIR84hkMyYzPKw3X1W7VZpQm3HONdhCTC3Rb2r7CfHKPwfqM2xQ+Oe0tllGNdFA5xhoojWTseqxY7/+HKmDvelu/vhBYurzq8ccfN+noy6TWZiUE5LwM9cWxUyPSkYqPsxU6Y3IQYxlx0eJ4OEQpp4hzcb5hfqFc4pp0hIjkH4NxTqAusKUCvgw2kPOdihOfU12M64sIBU4419CPuGGg7oV1huOQMKiOhf5T6NQjM6xLqfjkJ2ItchPqwHFcBhGbOH5ITJQmzB9Z6I9eIlgx3nEZpR+yCXF8zqnMc+xyFeafZgjktrdQgWqkY6hBkZkqZtwgQ0WOcFxigCOU22UoR2Dpg+S8ItczHeX4O+V+EdC4kuug48jQR5NOQU5h6ORxTXd5pxwcpZdzlXMnVs5T7KhJJxyy3DIpjffPIJA7BofEAnsoYBPwn7K74od76hdOc0gOkCNHWk687E495Do6kydBdRpfSfVUdQydw0AaNsnXNdXdsA7JPyOvsLxKw14zIarL4eyE4km2ysB58kEHyRWG5CWd0TNsYxyTRtelX5y3ZLJX+w3LJb283waB3PYWareIdNC4xEipQCig//Gea2FFDZU4ynGJAY5SdpejDAEvryrDzamMgBy0XCdEToucOSEohyeWQ3w5g4ob7+U0ynmSgxg6nnEaHKix8ZA8Y11iGf6fRmDOGEw9kO1Jx4Y95fiGOeDfsI0F5OFMSxZ77Ki6QdowP+xMfSFOWM/4T1rlFxKXMH/5XKm6RhmQKV3QS3VTjnwoi2Ndl77IJ+8wIBeZ4ewH5VY74Bp5salMMZmRPJWTNLS1sByxTK6rTKRz6AMBbDc3LCIdZEYFoEKoAXCc2ohHRTpyKDHAkfFw2aYRWDrTQQ6e6ZjG2TGOhwDjCX1urhPCuET81Dgkpyl0OHGCiI8DlQpywMLryGYsJK9UPsiRXJy8VMBZyy1TKv2Zz3kMPrP1Xfa1EShpb4tJhwpJB0pHe+ZQYoAz4+WyXy5Ln+ngq+QmHa5JZ0SgJung7i7OPpvu9IKp7v5CAlLn4zvBpOFOsohHSCxID0FhnGCsHLrjbNJRXps9Bpdj55RGYC4CJe2tGumYq+ze4wN2att7uaz/uggsXV7Fl8whHR/96H+78PpcnvFwMAJrI0A9/OQnPnFhv1aoSTrQWTMX8c0zyAGkI+zvIRvhrEiqzLoRF6ZDTkhEUulMOlKo5J0DawcjYATWQaCkvS0iHdy10dSyOlg67KEtXAe4DiTr5lJigHU1dG69IbCUdFAeSMf/8//+fyYdvRn3RPr8/kMPXZ1yiAdBjnZ4rP4xvHYiiFzUFRBQHVshK2dhBE6PQEl7Oz3p4C6W1vMCIMfhNPqcWlVigDnyHfd4CCxdXgUikI6//utHTTqOVz12UyJe3QzxyA3uK3ORcrw5CLhezUHLcY3AMgRK2tsi0rFM3e1Tx29VYLoe0sF63KGHAMe0LjHAmDxfOz4CtR4kf/vb32HScfzq0mUJWVLFs0UORmBrBDwGb20B538mBEraWxPSgcOe2nozBsvAIBlhiIlIeG3quMQAUzJ9/dgI1Fpe9XsP/b5Jx7GrSrel09KqXAVZguW+Mhctx5uDgOvVHLQc1wgsQ6CkvVUjHZAMHpLjITgUSW3he5iXFXV5apZQoePUw4BDOaXKxzkHIzAHgVozHU888VWTjjnAO241BHh5wWtfc3e2PJOObKgccSYCHoNnAuboRmABAiXtrRrp0EdvmDngOLWVPiuxAJPBpJrRgAiFbybxMx2DkPlCAwRqPdPx27/97006GtjHIo2AEdgPAiVO0H5KZ02NQF8IlLS3aqSDpUo8C7GXoNcjMjMTvsIQAuJnOvZixf3rWWt51d13/7RJx/6rw+5KwKzFnLmguBIAACAASURBVFkOCshD53618+5MvQuFS5ygXRTMShqBDhEoaW/VSAfOOsRjLwGiAWDoHQYtuwqJSHh97LjEAGPyfO34CNQiHf5Ox/HrSo8lfMMvvP5Kdufo5uVVc9By3DkIeAyeg5bjGoFlCJS0t2qkg1fPMmtQ+ozEsqLPT82yKgBLkYuhjzMRf2qbr4lTnBmBWsurTDrOXIu2KztvrYJEzAlHmekoGXDn4OS48xGwTeZj5hRGoBSBkvZWjXTgvLMsCSX28HFASBK6DpEOffRwjjFKDDBHvuMeD4FaD5L/4A++7PKjr/xhL1s5XhXptkSQhzO/Ktf9fX9V0zbpzybW6LgIlLS3qqRjiGzofG9fJIckxUvCtLyqZMamxADHrY4uWQ4CtZZX/ezP/ty1LnutfA7qjlMDAeranS992WxRR1le5f5+tumbJ7BNmkPsDIzADQRK2ls10nFDix0d6GHykGAseTalxAA7gsuqNkCg1kyHX5nbwDgWOYoA3+f4tTe9aTRO6qJJRwoVn6uBgMfgGihahhHIQ6CkvZ2adAArz3Yw2wF4bJCOnK+RK368zzOVYxmBZxCo9UwHr8z9ge/5Xi+vcsUyAishQN/v0BcCtklf9rA2x0agpL1VJR2pr5CH544N/+VKWo5eRpevLgI1l1fd8YIXmnTUNY+ljSDAjAWzHXODHySfi5jj5yJQ4gTlynY8I2AEbkWgpL1VIx36OCBKDG09fZH8Vujq/CsxQJ2cLWWvCNQiHZ/45Ccv/+SnfurCK0wdjMAaCPBMx0++6idmZ+XlVbMhc4JMBDwGZwLlaEagAgIl7a0a6YBQpL5CznIlFGPf0xfJK+B9m4gSA9wmxCdOhUCt5VV//dePXn753l8qcgJPBbgLWw0Bz3R4eVW1ylRJkMfgSkBajBHIQKCkvVUjHWP68Vpavn2R86zEmJyergF2autJR+vSPwJv/re/tXhZ3lvf9s7L29/+jgvLq0ruPPePkjU8IgJ7f91uyYB7RDv2VCbbpCdrWJejI1DS3lYhHZANlEt9E+NIRikxwJHK77LMR+Cf/bP/9fI9L/7e+QmDFJCO33vo96/f6Sh5hWkgyodGIBuB0uVVZPBnH/7wdUzg+Y69Bvf3/VnONunPJtbouAiUtLdVSIe+/s3yqyOHEgMcGQ+XbRoBvq/xkh/4wemIIzEgHbwy9yhr5UeK6ksdIbCEdFAMCDLkY6/B/X1/lrNN+rOJNTouAiXtrRrpYBZDHwGM9yjG8io/03HcyueSlSHwxjf+yuWHXn5nWeJnU2mm41/8zD9fvFRrkSJOfCoE/EVyP9PRW4UvcYJ6K4P1MQJ7QaCkva1COniI/LOPProXHIv1LDFAcWZOeAgE7r77py/f973fv6gseqaDO8eug4ugdOIZCNQgHdRZZkz2GNzW+rOabdKfTazRcREoaW/VSMdxYU2XDLBTWzq2zxqBNAKveMUrLz/w/S9JX8w8C+ng7VWf/tSnr3WSZVYORqA1AkuXV6EfXzTf63NIJQNua5ucXb5tcvYa4PKviUBJezPpqGihEgNUzN6idojAL/7ivZeXv+yHFmku0sHbgKiDJh2L4HTiTAT4MCCkYUl46qmnliTfNK37+03hT2ZumyRh8Ukj0ASBkvZm0lHRFCUGqJi9Re0MAe4U8yB5jWc6eGUur8ulDpp07KwinFxdHibf46ue3d/3V3FLbMILbnjmlLRsL37RHV28afPBB953ix48N4t+rZeq8+wt+fT8tlEw6F3H/lpHfY2wwdxg0jEXsZH4JQYYEedLB0aAO7zUl9f+zD1VSAevzOWuM9/quP+++w6MnIvWCwI1Zjooi16f20u5cvVwf5+L1Hrx5tgExxWCwYtveMOmAs4+JOTVd92lU6vvH3n4kev4gC4ORqBXBOa0N5XBpENIVNiXGKBCthaxQwQgHZADllfVmOnglbkE7hjv9cHcHZrx1CrXeKYDAGkLe5ydc3/fX/XPtQl388eIhZz+rV7zD9mgLOjhYAR6RSC3vYX6m3SEaMw4BuzUNkOEo54YAe7u4mzVfGUuMx0mHSeuVCsXHaLAbMfSYNKxFEGnFwK5ThBv1GSWgw8XDwVmOogzN7zx3ntv+AYQm3iZEnmSf+g/hHHIN76mDyxDgsaWFmnmRjprSZbkke9YmUnHzE84yzOlL2mIzxbmx/84L66jo/QhTvwpBa6DYRgXncJ4+iyDykk+Ie7ICGeviAeRi/NuvVRN+h11jx3nhmqkg8agShdWjrkK7Tl+iQH2XF7rXoYArxqlrkA8apEOPdMB6Vj6cG9ZqZzKCJQhAHnZY9+5R53LLLSfVDk2wT8h3tQshhzoOf6MyIzSSAZ7As4xjm/okKc+ngxZQZaCZl603IrrONlhUF5ypMmDvPQfnfiPwz4WkC1s5ugLpionecZlQGYYB9nogk4Ksg3nUjooXlj+lI4idSq7sBF+yAEf5JDeoQyBnPYWS65GOlIsEkOr8cUZH/F/iQGOiIPLNI4Ab5nSg7O1SAevzEVurSUv4yXwVSNwqVbXwvawJ1zd3/dnrRyb4KsQb2rpkhzVOT4MTizObBhwoHVuSGbooMvxJq5CnC6USRwc51BGTFIkB2eceEMhThfnq3SpvEKSRDzNPKCbiFVYJuLE+ck2IhzKLyxvnIZ8uR6ShxhD9J0iacrL+3wEctpbLK0a6ZBgKgTGpRKgEBsNLmSYinu0fYkBjoaByzMPAZOOeXg5dj8InJ3gur/vpy5KkxybyJHWXXCljff4MWMOehyf/7rDjh+UE9BFMwByiuV4hzJisiBHW3kgA11Dx1vX2OP0Ewe/jG0oCJshojWmb4ynZHE+1l/5cw2bEZcgzMNyiEAIn1AuaVKEQvJTe+SBBX4peQ+VNZXW525FIKe93ZricqlOOsIMaDQyLMpROah8RzVyiQFCvHx8fARYSvId3/6cC0usCLVIh5ZXnd0RPH4NOl4JPdNxPJtuVaKcMTh2Wod0xTnXDMVQnNR5kQh8HY5DB1p5oydONNeJx3/dmFX6MF2si+QQhw3finQKkAzSIJcycE1y5bwrbriX069zymdMX9KkiIzyk34pLPERkU0+hLicnBMJEz6hjkqva9I73ONvyg9lOZewIK+U3mFaH48jgO3mhiakg0pGJZKhVfHFdmkgMSueq/jW8SlTattaL+ffNwJ62Fta1iIdemXuXl8/Kjy83w8CEGcIw9LgZzqWIuj0QiDHCcpxVOVs47yXBnyc0LHVEqPYQVZe6EXAbwqdYZxmyiXHnDhyxDWLQHz8LoKc/JhcqNyhnGuC4Ac5Ige5+pIm9ZxI+LyGbjgHWV0Pw7KnykkkkQyVL6XjmJ3QI6UfOqmssV7+n4dATnuLJVUlHVRqEQuUoXLAKkOCQcU6qrFLDBAbxP+PiwBv6SFoloPjWqRDr8zdqwN3XKsft2S1ZtX89qrj1pG1S5Y7Bg85ouhb4qPgEJM3/k4Y5FTjA4V3/sM4+En4RAoch4RBzn/oWCOP/CQ/JBKp+MjWjIrIjfLTXmWQrDn6UoYwSAfJComC4pEf50UIRKRi/cK00lE4i0jFRI40lDeOr7xTuOlaav/Wt73zcsYthUV4Lre9hWmqkQ5VUBoMxg4bSJghx1SyIzLMEgPE2Pj/MRGAaLCsipmIMNQiHZrpMOkI0fVxSwRqfRwQHffYd+5R55b1oQfZuTYJiUV4UxRntPSmKH4Nzm7o+4SzFnKq5YjjEHMdnUU6QieZY4IcZHQOA2nYyDMMxEMmfpiC/DPOh+XVdfaxA5+jr9KQl8qF/JAoIFtlUBx0pOzor3JpRiPUSWVROuUXkozQnxSmoVx0IY7wJC3XwUJywzx9nI8AGM4N1UgHhsSAMuyYIkOVfizNHq6VGGAP5bKOyxHgrvCdL33ZbYJqkQ490wG5oR7WWPZym7I+YQQaIUCd1dYoi+pi3d9Xh3SxwDk2wVcJnXHS4giHDq0UwnGNnXtd0x55OM6qx+xxxuVUEy/MD8cXn4k4HCvwn7TKLyQuisOe68QLSY6uh441cdCLvDge8r90fY6+YZqw7JyPA+eks3QK/UWuUdYwUA7iQjYIYX6Kh76kIx4bx2EZKC+kI7wuuSk9Jdf7aQTAdG6oRjowKttZgipwvD9L+V3OfATC5VRxqlqkQ6/MRT51khkPByPQEoGaMx3Ss2QQU9q193vSdW1stsrPNilHfojcjEmEaIgcjcXztWMiUNLeqpEOGDxsXYz0mBCPl6rEAOMSfXXvCGhZ1dCXm0069m7hc+rPcxh3vOCFl9e+5u5zArDTJWFHN5bH4PkWxmdjxgH/DT9uToBwMDPjcE4EStpbNdLBFJ+mzjTrEe+PTkhKDHDOqnqeUkM2UsuqhEAt0qHlVcjl2ZEhkqN8vTcCpQiIbIzN4JXK5u1ue6m77u9LrdwunW0yH1vIBrgx0xEud5qSxBIm0nmJ0hRSx71e0t6qkQ4qXkwy4v8mHcetfC5ZGQK1SIceJEcLvnbOMyQORqAFAtSvVsv39lR3SwbcFvawzJsI2CY3sfCREWiNQEl7q0Y6WheuN/mAndp609P6bIdAzpukapEOvTKX0u7JcdvOOs65RwR4AUKLGZQWZS0ZcFvoYZk3EbBNbmLhIyPQGoGS9mbSUdEqJQaomL1FdYbAmqQjnulgmYqDEWiBAKS21dvRTDpaWOw8Mj0Gn8fWLun2CJS0t+qkgzWBqY2lVeFrzLaHq74GJQaor4Ul9oJAzkfPas10hM901PpoWy84Wo++EKCf8/KqfX5bpK+aVF8bj8H1MbVEIzCEQEl7q0Y6IBp6vzSKpLbU+6SHCrPH8yUG2GM5rXMeAmuSjvCVuSYdefZxrDIEqF+tlkD5QfIymzjVMwh4DHZNMALrIVDS3qqRDn20BeIh8hEfrwfFNjmVGGAbTY+dq5x9LQHBQeLOrP6z538rx0norrm8yqRDqHtvBNZBwP39OjjPycU2mYOW4xqBZQiUtLdqpIM3VekjMcx6oIze+Qwh4bVsnD9KoHyp7Sjl22M51ADk7LP2nMCdWa7pP3v+c54gMnL9U/EHucpzSGyt5VXvec97r6/KJR/PdAyh7fM1EKDt0MZaBNqL2mUL+TVlqr+pKdOyliFgmyzDz6mNwBwEStpbVdIB8VDgmPc+E87yPucSAwgv75cjUII/3wQg3VbfBqhFOj7xyU/eIDgmHcvrkiUMI0B7MenwMx3DNWS7KyVjwHbaOmcjsG8EStpbNdLBUirNdAAjhEMkJJ752DfMw9qXGGBYmq/MRaAUf5z0N/zC6+dmNxl/zZmO8JW5Jh2TpnEEI7AYgdL+ZnHGFjCIgG0yCI0vGIHqCJS0t2qkg4fEUQCiwcyGnvFg/8Z7771e4/jIocQAR8Zj7bKl8NfzG9yZZcMhD7fXvubuG3dtiVvzVbPkl9IpxKXWTAekg6UplMGkI0TYx7URoH61eh6KGcdWsyi1cZhq27Xzs7xpBLCJN2PgOrBeHZhulbfGqEY6EAupYLZDr8ZltkPG11KrW7M/1j/K6tAHAjhFd770ZTfqn+oh53DOtSkO/3/xX/3rSZIwp3R6oH0sTU3SQRlFrCiPgxFogYDqWQvZ1FtIzR6C+/s9WMk6GgEj0BMC1UjHgw+870o64sLxfQ62XgMPuMshDfefffTRUZXDuOHxaCJfXIwADsnQ8xfYgcDd/u/49udcSQfHUwFHneVVpP/uf/hdU9Gzr69NOigHeXqmI9tEjliAAMQgp10ViL62bc90lCDnNEbACBiB/hGoRjpYVqVnOPov9jMaQixwNCFMNYKc3hqyLCONABjr+QuOhbmO9WA4y6ZwwOeE//KBD9yQNyfdUFycJ+k3FKfmTAeOIDM8Jh1DaPu8EaiHwFTbrpeTJRkBI2AEjoFANdLB63GZNeh5ViM2GWSDgUPLweLrc/97EJqL2Pz4ONZDZEKzFaXLM+6/775JkjBHY3SdWuZUg3Q8+P6HLp/69F9d86LsJh1zrOS4cxFoOdPh5VVzreH4RsAIGIH9IFCNdPAgOc9z4Hhr1iPe90ZIeMA9fOPWUrOZdCxFcDz91HIl8Ic4lIbapCNHjxqk4w8+8IdX0qGvOZt05CDvOKUI0M5aLYEy6Si1itMZASNgBPpHoBrp4CHymGTE/3sjHaF+DKRsPPBeOvNBeod2CLB0imc1hsJSZyhnOdRQ3qnza810iHRIB5MOIeF9CwRoJ0OzjS3y61Wm+/teLWO9jIAR6BWBaqSj1wKO6cVyMIhH+KV0lokx+xGekwwGmalNcb2vj8CfffjDo6+0XUo6/usf/VHV5VU5JKbGTMfHHv74BeIBKWO2w6Sjft2zxJsItCQdmq27mVu/RyYd/drGmhkBI9AnAtVIB7MDLLEaCjw/MXZ9KN3a5ykHgwlLr+YGD0JzEasbfynpqL28amo5GKWvQTp4nkOkg5kgk4669crSbkVgaTu7Vdqt/7y86lY8/M8IGAEjcCQEqpEOZggYjFIzBHv7IrlmQOYa2qRjLmLz4uOQxM9scHcfJ5ttqTNUe6ZjbdKh/Ew65tUrx56HwNJ2Npab3sA2FqeXa+7ve7GE9TACRmAvCCwiHcxc6LmIqYfI6aD38kVySEfJxww9CLWt9tzFh2SEASJyxwteeONjfzgtpSFnOdQc2Tnyasx0fPFLX7689W3vvK6zJ0+TjjlWctyeEDDp6Mka1sUIGAEjUBeBRaQDVV53zz1X4jFFOoiXmgWpW5x8aTzUniJCWl41RZBIm9ryNdgmpnQm9xqzA9uU4mauNZdj1F5etdaD5E888dUbpAP78upgcHEwAi0QoN/gezAtQs323EK/UCZtzcEIGAEjYATyEVhMOpSV3l6l/3vYM5sRPzTOsxzM3pSEPQxCoY44Djy4uWR2oASnkjT66F2ctqaTUpt0xLqm/teY6RDpQD54/PK9v2TSkQLb5xYjwBI++hBm1FoEP0jeAlXLNAJGwAj0gUA10tFHceZroWdRGEjZIB2lMzKhQz9fk21T9E48hpYq1SQdQ3mUWmatmY6nn/7GdaYD8kHw8qpSizndFAKQDmbS2J897Lm/P7vtXH4jYAS2QWAR6cBB11ueNNOhZzxS+96+01Eb8ngQarUEYYnesY7I0vcv9LyEHs7W3cweCAm6xA+R4/iknvMoxaf2g+Q5JKbGTAfl5ZkOSAd3il/7mrs901FaCZxuEAHqlvqEwUgLL9D38IzWHkKqL92D3tbRCBgBI7AVAiYdhcgz4KQ2iWPw5HpvdwRTAyU6cndcDgXOBTMIIiF3vvRltzj3W5QpReDQGdJRS5/ay6vQS5iqXsT72qQDu2mL8/J/I1CKAN/Ioe9Qn1AqZyod7Zx8erjRMaVrqi+dSuPrRsAIGIEzI7CIdJwZuFTZw0EIh3ONQTqlx9i5UMexeOE1HAGcDTkCeltUGKf1cbyMCl0oSzz7sUSP2jMda5KOB9//0IXvdYCLSOMSLJzWCIQIUJchHmsE8tpDKOlL91Au62gEjIARaIVAddLx2Ucfvb4al2cl2Pgo4FlCPAjFjvJRcMD5YF33moH8mNlQYPaFrWbQcqhaTo/kjelYa6aDjwNCOiCIfpB8DHFfK0EAMpuabSyRlZOGGxtTs4Q5clrGifv7lnlZthEwAkbgCAhUJR3xQ9l0ymy8IQoycvQQD0I9ko5YxyU2WdMJCfXUsirNvITXlhyLJDBTUCOgH3VgLNQmHWCzxUzUWBl9bf8IrN2XkR/PJvUcavalPZfTuhkBI2AEaiFQjXQwo0EnzPc4eGCcN0CxcZ6HyvngXulboWoVtrWceBBac6AmL+XPPj7WOZ1fioUc9DWIB3lQPs1AcFyLGIQ4qEy1Z1DCPOLjWqTjYw9//MJsB7NQP/A93ztJdmI9/N8IjCFAe2v9PEeYP21e7T0839Nxrb60pzJZFyNgBIxASwSqkQ598yKlLLMcdNBTH9xLpe31XOjEh8ehvmuSjrWdAsrJHfU1HBGRAWHbCtc4H+VXul9zpoOlVZAOArMdYORwEwG1UeHDf+wtmwsv9rqG/WrPpt3UyEdTCPC8Vrikcir+2tepJw5GwAgYASOQj0A10qFX5KayZoaDDprlV0cO8SDUyjmOMez9jmCs79z/lA/nUKEVrnJAazk7kie9U/taMx2QDh4mx0n+7n/4XZdX/diPp7I77bmwbXIXHdtQr1S3RC7Y6xpEnnQ9O75rGXSLmxrc0AD/nNlU4mAnxeU4/E+fwSY7c0yZloSwTo3JoRx6CF/5j8X3NSNgBIzAURGoRjq0vCr1LQ5mOFhe9ZXHHjsqjtdyxYNQK+c4BBGnidfGalALr61xzLrrpYP3lJ44EuFg3QpXkQScBDBdGuTQjsmpRTq++KUvX7/VQV7UwzWXiI2Vb+/XqHfYUc7s3stTqn+rNjelT9jux+Kq7aofRF82pY9JCC+mWNpvxf39kH7EQxcCx0pH/pynbqG/dB+S4/NGwAgYgb0jsIh0QCb0lir2zHbQobLUSuc51jmTjvrVhbvyNb9VMVdDBnMNqHPT5saH2IQPlZIf+dYOclxwMms4AGuSDj4MyAcCCThUrW1SG/vW8nDwSpcCUhfow85MPHDetyh/OFsxVkdy2tpY+pJrIg9TaUVcicexiBD1Uf0Yx8jTtSmZvm4EjIAR2CMCi0iHSAadZc72oQ/+8R4xSuo8VN4wcivnOMyD4y2cgViHlv8ZmEOHsRWuIh3CdCnxCOUN4VNrpkOk4+mnv3F9Za5nOm5FfGmdAU/s6bAuAvSzubgTNzfQn6wx0wGJyP2WEOWEPDkYASNgBI6KwCLSASh6SxWzHmz6n9ofFUSVKx70ljo6kju0Z5DKHdCGZCw9jw4hIVgqLyd9K1wpi2you9tLnAAcDnQdC7VIB2SDmQ7IBw/4s50xYENIKvtwe/+D/+nyhS984YyQVClzqzY3pVzuTAdy1HanZHIduVNtc0pOTn5z8uHm0dIbHVM6+7oRMAJGYEsEFpMOKT/2ILniHH0fD0KtB2rkLx04l9pkzqBamhfLx8JlB61wDUkHurKkq/UsUi3Sgb4iHT/6yh++vPQHXlIK927TQRCpK2y0xXh7yfd9/6I7yciljpwxtGpztbCcu7yKdh32KSV6xP19Sgb1JfemDH2pZyhTKPqcETACR0GgGungGQ4eFk89SH4UsKbKEQ9CrQdqBqmtnSDuzOUOqlP4pa6LCMj5x7lgYKbstYPyqiV3zZkOdIZ08ED5GkSwFkY15bBcBmKQmp3ipsg/+KZvvj7vUpon7btlXS/V68jpwDynj+M5prj/HcNlTdKRqo8p3egvwmfXUnF8zggYASOwZwSqkQ6e1+DL43T8mvWI90cnJPGg14p0MGD25vzg8OUOrnMbDHIpLwMyGONYtih/TDqW2i+Wlyp3zZkOvtPBq3PB6Tuf89xUdoc9h8NG3RiqF9TPN/3qr17jbL0kcY9GANcc57922bBpKl/6BDZuQEA4iDNk+5RONYh53N+n8hnSPxXX54yAETACR0egGungeY6YZMT/j0Q6GExSW1hhljqtoSwdy7nqac0+gz/61L5LhyPxT//xqy/f9ve/5Yo18uc4FsIsd09+oSOx1H7gknKYQn1akA70PgvpwHlUO6TcU0Hxp+ySkkNazbilrs89R1vGYR5aDqZyxXvik3bNsLQt1NYVDCCSzLSWYIH9l/YlYV+RKh91BdzoB3ID9YF65mAEjIAROCIC1UjHEcGZW6Z4EKo5UDNA6iHDpYPl3HLlxGfgl3458YfiIAdnAhIDnjgXP/KP/tGsgXtI9tT5mHRMxZ+6vgXp+NjDH7/ix3MdZwg4aHqz1BghoE6p3UBeQ6c11ymkPpaQldgO6KH6je78R27uRpq1iYd0jMvS+v8Q0aNvLSEbNfWN+/sasqmnlM3BCBgBI3BEBEw6Klo1HoRqkg5kMyApyKHFGWBg1rbloIUTMOb4SfexPZjhkMnZWNPZiUnH0vLE8lLl/vmff/3lh15+Z+rS7HMsrWKJFc9Xfc8d//Ps9HtMQD3JcdLCtkjbUTuhXbFR57jLTH0bCqqTQ9dzz6MLW6nTjP4QD7ZcwpSrW2/xsA3tqHbIrTdj+aLbWKCOzZ39pf88uk3HMPM1I2AEjo1AddKRelUu51hadbaPA+LEMDANrSHH6cgdUInHYIRTxF1O5LJxLCeGPY7I1GDYqkqTP4P5khDLWEpi5ugSk4RYlzmyiBvLi9Nj/+d+67ddfvq1/zy+VPRfpEP1bk3sihSukCjXeRwjkNgJOVNtR21wqdpL6xX5LyEeJU7tFCFbislQeuySqsdL+7jcejOkF+endCi1M+NFqsxjuviaETACRmAPCFQjHRCL191zzw1nmA453o70ccCUcVODEIMb57njxfKj+A4r13KcADk8co70P9aD8yk94ngt/lO2sTvFOXmGA7XKkoNPjuypOMpP8WqUR7LivZzG7//e77/OTsTXS/5DOh58/zMzX9/1nd95Cscl13kcIx3COra/zmtPuyLO0hDW8SWyKBM3HV72kpdc9ZJu7MFF/8mPmRyC+iPS5gTas/KpsXwyJ88wDmVItf+t+rhQt1Y6YKuhG1Vh/j42AkbACOwNgWqkgwfJ6YQhHiIf8fHewBnTl7KmtlQaBk7NTuAAyJllMEdGjqNOPDkTyBgKxCHuXkPokOHkcPd5rVAbO+5W4uSlAneOqRMf+pMPVyMd+iq5HPGUs5bSZc/nVNapMoT1aijulP2RkeusD+XB+RxdxtJzjT6Ddv6b/+bfXJ73bd9+oy/SNfJQvwJGcmJVJ6fupFNO4cHxVPwpfUuvq9+L0y/t4yib8Ill5/6f0kH9fK48xcNW6OdgBIyAETgaAtVIB2+q4pW5BGY96JBZW06AkPAND84fOUwNQqmyMwPCxsDOYMMxDmnsMMrhmXKy5CgQf+07k6WDbIhLCXvlMQAAIABJREFUDYcslDfnOMQOO/zsv3jd9dsOc2SEcSUvPMexHEbsoyVRcZyS/yHp4OOAJfWxJN8t00y1B+mWU6+G7CUZtfY5ukzlha60N5EICGzcZ4zJIN1QfNVP+iS2LQNYtdAht96MlX2qfdWw81j+vmYEjIAR2BsCVUkHxEOB41ffddf1L89y0EFDPo4cpgahVNk1wJNWD7PiQAw9JJozWOKQMOBJJnkMORgpnUrP1RhkQxk1SMycssiBA2OIH1+wBsNS8iZ5oQ44UNiXshFakI5//9v/7vKqH/vxq+4tHLawPFsf57SHXB2nSAd1swaeYR3P1U3xaMfxTQnOUac0m6G4Y3vig10q0F+ofqau93AO3WlfpQFbL7XlVH+P/BIdVQ/X6LNL8XM6I2AEjEAJAtVIB0upNNOBIhAOkZB45qNE0T2kmRqEUmVgUGKQDwcnBisRDwYgth/4nu+9/PK9v3TjofGUrPgcMnFQ0EtORsuBrHSQDfUOHbIlDn8os/RYg39p+jgd2EMmwyVjNUkH+fFV8t/8jd+81pM4/yP+zyUdtDHsORawD3VuKF5JfaQNoiPtkLqNDLYhh39MP65BBmjLYX+h83puY0oG18mf2byhgI49BDCDTNG3cMwNAHRHvyE75eiNrZekJ48pjEr7w6l6mFM+xzECRsAI9IhANdLBQ+J0whANZjb0jAf7N9577/XakWY6KGtqq2VkEY8wD5xVDcJz8mEQ00CN89UqlA6yoT6UTw4ZTgG6bxXIH/xxGEtmO5Re+uM8xQ5jS9KBPcYcS+m15z11hTozFcJ6NRYXx131L45XUr+Rhc2xA8fUI+SUhiFnGRJCXa3VvpHVQ0APiJbIG22KY/ZLQg3HfgwjdNSNniV6Oq0RMAJG4EgIVCMdgAKpYLZDr8ZltoOOmU1LrY4EXlyWsUEojpvzn4GLjcAgu9QBx/FquWwi17EbK7tk4JiVOPpjsudeE2mAdMy5i6x8lF7/Uw5yC9Lx67/+G1dHHAypk0ucXOne6z6FaUrXnJkO0mHrIaIGjmqPqTxS53L1S6UNz9H2qYNjtpxbT8EEmSkHvnZfFpall2PsPIbnlJ5jGGEv+trSPhvb1CKQU+XwdSNgBIzAWghUJR0ppfk+B9sZwtggtLT8NUhHLQdoqCwMsksHSpGO1roOlSE8L9KAo5lyzMK4OcepMtUmHXwc8I1v/JUbd/+xR6njk1OmreNQ56gztQJ4cYc6FVQ3U9eGzqVsPhR37DzlhCCM2ZJ6Sh+UW1eJT5koM+nUf4XHYzqd/ZrwEg7YZimRkaza9VpyvTcCRsAIbIlAc9KxZeHWzjsehGrmj+xcZ2IoX2YOWuo4lO+c83LscIRw2LYMIh3SQQ6a/k/twZu7zwopB7Q16SBv8mVp3pK7uipDb3sc8Zx6ono1pT8Y0UZSWFEn57bBlM2ndIiva3ZF+/h6+L9GPxHKO/Ixyx3D56vmljXuS9VfpOrOXNnI2nqmd67Ojm8EjIARmELApGMKoRnX40FoRtLJqDgvOU7HmCDSt3RKas50jJVjrWuxA0r54mcyxnQhLmkUUg5oC9Lxi8++cED5Ynec7jlvN1Lanve6Q5/TLnJJB+XFbrWwStl8Dqaqg7kOaMv2PUfvPcQVSSjVNe7vmemYS0rH8qZej81sjaX1NSNgBIxAjwiYdBRahQEntRWKWy1ZTYcqVnqOYxen1X/J0F7nt9rHTpwcAfRjKQVOgc7FOuKAhE5DygGtTTqQ97M/9/ODS460bCPHUY/L09N/cKUuhzNJtfTDrim5JXUyZfM5ekKs5tyNj+vrnLwcdx4CYB0G6mRN0mFbhuj62AgYgSMgYNJR0YrxIFRRdLUZiiGHqoau3JVd6szKsdO+hl5LZODw4TiGAeeCc2BJ4Bjba1aDva6F6VIOaCvSgd4pW2AjrtV0jsIyrnUMvpCOkNSN5T1naRSzHCzbikNJnUzZPJY79B9bzQ12VOchhq2pGyUh7u9pU/G5ErlKQ/3OneFSGu+NgBEwAj0jsIh08MVx3lj12Ucf7bmMq+mWGnBKHIeUwrWcCZygOXdOU7oMnatJOobyWPs8jmbqrnesBw6HnHzSiICE8VIOaAvS8b+96X+/OuTUGZxn9Md5iR30IT1DnWsd6y5wjfYAjnPbwxzCUNN5TNk8B1PqUsms5FxccnQ5chzIa+oGQU6ZwToMNetNKNfHRsAIGIGjILCIdOgVuXS+vCqX73HwvY69BkgUZeFjhiUhNQjhOBBw+uSUlsiulablwDjHsRsqj2TMuTM9JKvG+VKnMZV3SlYL0sEbrAg4+MqTuhmTTS21Sulaeg5yIWLBXWTsKUKGDuizJFAvkDP37jTtLzfNUBshfa4MlVH463/uHh3Abm4AG9I65CFAXVV9zUtxMxZYtwzU2dTNi5Z5WrYRMAJGoCUCi0iHFGOmAwLChwHpiJ//3Oddv8uxp1kQXuuL7mw5pENx470w0V5EA4dvznIQpdce50WydK5kj1OIzi0cEwbIuU5ZXAaRDu3j62v/pzwijkvzTjmgLUlHqC+OFXYvdbBCWeEx9Uh1k2PykLPMeTbVNfJeUodVhpyZp1BH8oxnecLr8bHKEZ+nfsfELY4T/0/ZPI4T/0/NSsVxhv63attD+e39PPWiFG+wDgP1DHvXCpD2Wn1PLZ0sxwgYASOwBIEqpCNUgA8DPvjA+y6vu+ee6+wHHTNkhFmEHGc+lLXWMXoxUwNZQt9SPeNBKNQ/HNxKHC9ky3kL5ZYc575mtET20jQiGzj7tcq7RCc5oHOc1qH8Ug7oWqQDnbB7fOd0rM4OlSM8T5lwjCAEYAReNbAK8+AY+eQzl3CQFqIwJ51sntIBB3VOSNl8LD19A+UsdV5r9hNjeh7lGnW1FLO47QzVm1KsqAtz61tpXk5nBIyAEVgDgeqkI1aaGQQIB8Sj16VXfC1dxIiBpAXpEC44PzgVc4kHTsjcNMoz3suxj88v/Q9RKF0frbxb6Sb5c/dLnJI4r5QDuibpSN05jR2nWOep/9RJCEFOKLUtjhdtZu4sg3QiHQ5hbhhzHinrHFkpm4/pAZ5zCFIsq9SBjuWc6T94z7GpsInbDrYrJYuSGe9F5uPz/m8EjIAR2CMCzUlH76AwK8MMBzM0tZ/pSJUdJ5ZBrsXd4FR+qXOlzl9KVniuxlIk6aZ9KH+rYxxeyrY0pBzQNUkHThGOUnj3NHac5pYRZy0XmxKbMjODjmu2mTHSMffB45TNxzAm7yV9A1iVONBjOvlaGoG47dC+agf6Hm4WOBgBI2AEjoDAqUkHRAPCwbMnhCnSwSAzteVWChy/qTuw3OXC2WJf05kocf5yyoWztHTglW7a5+TbOk4tXVIO6JqkA5xipzl2nOZimSrTXBmp+NQj2scSwkd9ZElZSLJSecXnxkgHsuIlanH68P9cfJa286XpQ93PcoxTTz2ZG8K2I0KfS8Bz86Ku1ZaZm7fjGQEjYARqI3Bq0sGSKpZWKUyRDsUb2oeD0FAcncchwgFkQAnJhY51Xuvwcb5q3cGs5USrLOEevZcQj5a6hXrOOa6lU8oBXZt0YB/qqe6mz6mzKcyok8jMCcTLqcM49tR3SAftoTTEZc2VM0Y6JCO3jqdsLhmpPXVtSZmxZw7GqbynzuEAYxN0pO+ibOGG3ch7if5TOrS4js7Ut7khbDvgADYORsAIGAEjMIzAaUmHXvcbPr+xJukITcKgB7ngjhsDNoOXHDk5h2H8pce1nOiUHpSDAbg0SLee7vBJp9IyKR24ICsMa5MO8sbB0pKN0HEK9WpxnIsjOtVaTpVLDsLy0ubGnHccbvTLCSmb56QrjTOmd6lMpcN+Ih0c09bJL97iOq70R9tTbkJJHcvFoqd+MFdnxzMCRsAIDCFwWtKhN1XFA6b+Q0DmBg1Cc9OtHV/OQ4s7kgySS+60opsctSXkpSam0mmpTJUrlLMF6cBh1l3ZpXU2VaawfOFxrgOFTkvqkPJEt1KHUDcBJCvcc0NA+IXnU8dz8EEu+S4J6MXW4mYFdtHNkCEd55R3SMYW59F7qmyxXuABzpD4uUv4YllD/2v1PUPyfd4IGAEjsCYC1UgHMwc8lD0UcOJ7fXuVdJ4z08GAk9okq+c9jhiOCYPl3IG2dbk0yEKISh3G2jpKp6VyUw7ZFqQDB4m6S9C+tGxhmSAKzKCI1ITtAwzZuEYaNuKzxXYmXQ3SsUQOejKjsTSE+EzJmjODMiQLLGnXYF0z0B7BM7ZVnMec8sZpt/yPvediBh56HqQFyQOPnvrBLe3jvI2AETgGAlVJB50wXyUPlyzx4UCeneAar8/tOcwhHalyUMY9Be48ozMEhAG3BgHBWVyCA3rguPQ02EqnpbZNOWRbkI7QRktshRzqEPggh00OL2XlOhskh/8/+sofvrzsJS+5xqfOKU24lyzSLQ3kOeUkD+VBW6AsQwE9qaNTIWXzsTQ1nFf0Qncc6VphCg/lM7e8Srf1nnqSY89QT+otobSOhbKGjkv0GpLl80bACBiBrRGoRjooiJx2SAYEg9kPljGxjc2CbA2C8pf+IWnStZy9BqGcuL3EkUO49FkMlYeBGxxKB2I5+NpL7pb7WrqkHLKtScccXLEpzid35HFqsfO3/L1vuvz8z/7clVhM2Zzyp+oGdSYkJ8SbkjVH75K4OP/oOrRshms5xChl85Q+kLAapF+yNZtF/ksDttCNiSlZueWdkrPFdfCfU+/G6kct/SH1YO9gBGojwLgW9mP8ZyPQJ3NM/SPQ19XoS67C/HNqBKqSDpCEbGhmgwrNl8lLnfi9WYby7jXQwdTqVJbcrZUedHY1nbAldpFOS2SQVrMCoZytSUdOnaVeaGYCsgHpwDb/+l++4cYgFZZp7DjHUR9LP+daOKDOSae4lBPbpwLlyKnnKZvH8kTUa2ODjcBgSTvCCcfm2D+nvHsmHWA1RDJjm/F/af1KyYzPUSeG6mAc1/9vRYB2Rf0FQ+ol9Zf2SH0+axAG7HWzR+0ajNgI4Max+g724DanfZwVY5d7HIHqpCOc3aBT5pW0fA/jaIGypba9lrOWY0356aBKHaiaetSyRS2dUnL2QDqo5yzV0YDDIKXjEoypHzj0rQN6l9ZDdGNQZqBlk9MinZGrwVrntGedv0gaOmD3qUBeLQJ2Q4fSQDlJP1TWWC445ZQ3TtfDf+w2p77MwaWH8p1JB9VbOc7USdoYNt5r/axhP/ol+rM5M3rKN7cPUHzvjUAKgWqkg9kMCAYdsWY39LXvvSyvSgE059ySwX1OPi3i0hHTQdcIODqlTqX0OOJMB/Ujdta3Jh059kbv0BnDtqUDF/nJIYixyNFl7TgMtLSLmHzEmIR6EReMKOcUmeA6cVsN6MI61G/O8dz0eyYdc3AhLnWgld1CXegLaz6fE8o+6rHu1Mflw17U6bMFkQz63Kk+aQwb2nctP2EsH187LgLVSAfPQ0AumOkIQ0hGen+QPNS75JhBaK8BZ5/BrUagU9e07Fx5Ih3az03fIn4NXejoqR/q/KXn1qQjp84SJxyol8xkqdyhPJ2rvWdwjPEuzSMmHy/5vu+/fPpTn75NHHdSU3a+LeKzJ3Aml74md0g258E5tt9Y/Pia0sfnh/7vmXTMbedLcB3CL3UeTFvWkVSeRziHfeKg+rxG/xPnvdV/xh5uhNA3LQ1z+7el+Tn98RCoRjqY1RhbRgUZ6f2VuUvNm+rklspcK706kyV3QWroqoEfPWo5jEv1kk5L5OCo0/HHoXfSoUEapxub1CKm4FCDvMR4hv9bOIXgIFuyVEF1lPNgQ565GJGWdJIR6l7rWPZDr3DLvXOu9Ln64CBrpodj0lPGPYS57bxF/Urh1LqOpPI8wjnsEwewpO6z567/XupmXI45/+mPcp/JypG7hxnqnHI4zjYIVCMd26jfV66pTq4vDce1YdClc1oacKLAooTAaODvjXQs7bTp+ClbHLYmHbE+8f/Q6QSDVBniNLn/Zevc+HPj4fS2cOiFCXjgYENCuBPNce6ATH0g/lpOD/mgN1tImqbyJ+6cfg28uYGBYwc+pK1ZZ+bWgZbx5+CyVA/s0KIuL9Wr1/SMH1P1Tm12qg30WsYt9aJvLRnft9TZefeBQHXSwWwHsxost+KYjW91HC0w4KS2PZeTQQ1HiA5FgXP8DzecCpyXsU4HbBgo5wY5otrPTd8iPuUElyXEY6g8W5OOKcdJDjYDM3WhpuND/UD+3kKICc9jgOHc5zJwykvaRy2sqNM4XWxD7Rj9KFvurEhKN/qNKecvlW6Lc2oL4DGESagX8Wu2h1B2fExee2wrcTnW+i9SP5YffRpjGYH4OTYfk9fDNdos7VV99dC4s1RX5FInj4DZUiycfh4CVUkHZIOKqI3lVDrH/uiBcu89aJmVBjg5WHQy2nBUZGPFq1VudZK9OaR0rkuIB3il7oLvhXSseVe+Rl1i0AXz2vUzpducgZd6zdZDwOkamr1CR/BbQjgo495IB2WWQzVlo7XqF3qg05x6NqX7Ua+DETcAnnjiiWxCSF+hWcu940J7o68mgAX/W83kqD6qjafGt73jaf3rI1CNdEAw6IT5IjnPd3DMOR4k521W/D/ijEdoEsp4hKC7t5ALnI6hchFvyBktJQ0iHT3iSCdLedFxTiAdGKbuivZIOhikuPPHhh3/wTd9cxPnXfLnYDkVF4zRH72pvynMp2TkXFddmCsfnRikewlyGEJ9RDh0Fzi8Nvc4JX+ujLXjq/5MOWtDbXptfZ3fMwj8lw984Nrmv/M5z7286sd+/MZNMvrrnO1HX/nDF7Zv/ea/f/lvH/2oYc1EgBs7+An0GwSthMhM7mgnQ6Aa6YBYvPhFd1zhEwFhT4Bs0EEffbZjyDnfY53CqaIjwckeKheDMk5UygnnXIlzpXTa94adnM05d4DpjHX3KS7PlqQDh1kzAdyl4m4fNsOuHIt4pOwbl6Pkf20bozt1VYNfiU5z0gijOWnQbS5RmSN/btyYFIggz6nfY3lq5pS6tLcwZaehfrFFOWkr2MYhjQD917f8vW+6vOC7/6drH0a9LtlYFo5da9X/tLbtztKfr9X/pUpBHcUnUNtAF9fdFFLnPVeNdPAVcjZCTDqY7aAS0qCPHNTQjlbGsU5MTgodfBhIQwfIYCDHNrw+dCxHVPuheFueV5lzy4XDRXlSYUvSgc2os5SDjf+hY6NyxrZNlaPkHPKnHLscueiHHOTl2iRH7lQc6T51R1xyaBNKo3Nb78EurJvgV7sfg3hAuiFpYf3auuxj+YML+o4FcFqrPGqnY/q0vEYd73n5DPZ6zrd+67UPW4rD1lgv0T9uz0tk1Uir/mTNfrmG3pbRDoFqpGNspkMk5EgzHXRMqa2dqfqVHDvVDE7hLAkdYW7omWyEZZgzMI2V6Q8+8IeXP/9Ivan8HBITDgRDg4FmO0KHNCx/jeMc0oGTPqSjdMChHSPGitdiL4c6h3hsqedQ2WMnRXVjKH7peexIXaLdgFnvgT4MXcfsOqcPWFpe7DKmy1L5U+npz9cs75Q+8XWwqaUfclietVU9pSy0FW30G+g0tgkP6slWfaF08N4IjCFQjXSIWMTPdIRfJWfG48iBTuGMAceFKdWQaHzXd37n9YE+7haWkA7NlPSKJ7aecoalO3FTA8FTX//65a1ve+fli1/6sqIu3s8hHRrUsE+86XmdlnfmyZ98CBpQOeY8/yEl6MXxWNjSIcNBwCmYqgvgSPvY0nFMYQi+4K1AOabwVtySPTcokN+yXpXoFafBTlM2pRxr2ZO2kOpDYr1b/cdeOOGUlza71gxPbnn+j//w1mu9qmEP7PpP//GrJ2e6cnWbG482SZ+iPlljIfUx3rBJ2F6n6uxcXWrED/WrIc8y9o1ANdIBDMxk8FVyKlm4ce7oD5FT/rM2LjmGDEZ0kHT8ODJyaORY5jSVMB3pew3YOreDH4r7mc88ennXu++vWsQc0oEDoQFNs1TgHm+tnRzkKw8NpoCBQ8N/6pF0HQOJ+DWcjbE8pq5J16F4vTlp0lNtVP/BvXU/xo0I6toewpjdWuMU4kM7Ib8tyBqOrXCgnutG0ha6hJiEx9QnllfVCOD8Fx/5i836FAgH/XJOCNurZufUp+akXyPOmu1kjfI4j2UIVCUdqMJsBuSD5zfYmOk4+gyHTHDWxsXgM+T0abBkUBiKI/zYEw9HiHR0qL0GbJ2jH4M1cVMD9IPvf6jq0iqwyiEdvWKaqxeYygkSvluvN2cWg9k+6YPN1R+oDfTmDIA3bS18diF0YnLtMTee8qCtz7khMTefpfHBBgcwZdPQvkvzyU2/xUyZbJVqX5rdztW/ZTzq8D/5qZ+qkgW2pdyUee36qb5C/dtUgWQf4pEml6xMya15Xf1gTZmWtV8EFpMOCEXutl+Y8jR347qJU0ga6AwZvBkYpjpTkY6bkvo80sA0pV04KIRxv/a1v70urWJfMxyNdAg/Oew4AWCPw0OAzOEcEm/LQL1GjxS5RDeu9RjQGzzlrOhuaWtduXtOW2frNahupWyKzlv09ynnvyV+wiCVB/WadjmEj9Jws2mq31fc0j22UB9RKkPpkEXZ2DhurbvyZU//Ft4ECK+ljqXjFoQ0pY/PGYEpBBaRDt5WRaPM3fQK3Sml9nB9qMx70H0NHWPyoGl53Tkc0kHptB+Kt/V57E+HPxU0KMTxPvbwxy/vee8D8enF/49GOhjwqQtyKHBw1nQCFhtkBwLAlvrMXsvt1lAbIoZt9xrAbM1AHyo7rZEv7Synj+MGQOgooyMbxJKAjen3p8hJaZn+6x/90TW/Wt/WQHeVe82+hrxy7Utc2qvGl5b4ltpF6bD/mjgqX+/7RGAR6QiXUbGUSiTk1XfddWN5Fcc0JPZfeeyxPlGopBXldHgGAXWIIR4iHmN3femg5IyMxQvlbnEcDkxj+YMDA0IcIBwQj9rhaKSjNj6Wl0aAO6XUUxxIzXqkY9Y7q3ZeT+K6krbo78FMznzr0uYun2L2JeyrcYTZRDJwONGZ/r9F+Jm7f/ryTX/3f6gmOuzbKQdto3UAP/KFvKVw4hxjiWa6iIt9RDpSaVrrnCuffiWsH7npHO+YCCwiHSEk+gr5Iw8/Ep6+HusBc5OO26A53QmRiqGCT10fSrf2+XBgGsubzpYyheGJJ756XVrF26tqB5OO2oieRx71lHotx6Z1yeVoybkl356dpxgPsNoyiCjijBLAEye0RsAOyBdxqCEzdJpryJMMys2XxGuFsG/X7EOrO/XYC6JBnpQjDOTJDQD2tA3i6IaA7CLSEabr7RhdRZpUV3vT0fqsh0A10hF+HDBWn2c+aDD+OGCMzHH/D5GHofNCQtfpnGoNoJJdcx8OTGNyGUgoUxj4LgcPkbcIJh0tUD2HTOoq9VoOzRqlxqHS8x3kDQHZC/FA37UD/SL9CRjRP2Iz7MWG85qaVZ2rI7Ja9L04zOhX077oCuGI+9i5ZQ7jx307mNfUmbyQB6kjL3RPkRquY9OxmwB7IB3CVv2LiYcQOee+Gulg+dSLX3RHEkVel0vjYsbjyGGLQahXPOlI6WTiMHRe8XRde53vbR8PTEP6gQFlCQOvyeV1uS2CSUcLVM8hk7qK079VwIHEKdXd3K30yM13i/5e/QlYDQXhmOp/h9KE53F02WoHHO3aDqdme+I+donucd+O3mBZi3ggRwQxRSio/7k47Yl0YJOxervEZk67HwSqkQ4tr+LL5JAMvdGK88yC8K2OIy2vomNKbfsx/TaaTpEJXefOT88dVDwwDaFJeWInig8CssSqRTDpaIHqOWTiWK39itAYWWY9aFs4XT23f/RGz14DOJYQBxxiHPnUnfdaZaU/rDWTgtOOvq1JR63nEsAVYo9tUhiLRByVdFCHsBebwzkRqEY6gI/lUylHnBkQfxzwXBWMTjM1sIhUDKGh60ciHfEdR5OOIev7/JYIUE/jurqFPnotMmMJzh4OSqov2UK3MM+eSYf0hLjh5OY4sUN9tmTV2tPHlxCiOH8IEht1tiXpIF/IDWMSGEGaUoQh1i/+TxrqM2VH76Ewh2yLpAzJ6vE8GNJ2xjBAb6732O57xHRPOlUlHRQcchG+1YqZjrOEPQxCa9lC5CHOb+i84um69jrf2x5b53SIqXKYdPRmTesDAjhvOXV6DbTkcKATTtqWy76GyruH/h4ccZKFX+wsc51NDnE8KztU9iXncapr1DOIADZYg3SovORJn47+bJCI3LIQF0IN3kMB2bGNhuJynrz3UA/jMuQQK9p9WDbqMDN4DvtGoDrpAA4trYr3+4ZqWvuwgUzHPnaMobtmKSc8RELXGfyQ0WvA1jmDDQNNXA6Tjl6tem69cN56DHKschyVNfXfY39Pf4TzBpb0sZRBjpz2a2Eo5700P5EN7UvlxOly+3YwhETE/XssT/9z5ObEkTz26ECaOUQlTL/VMcSLejg2hmp2STp6WZaQ2Pe+GumAYPA8B89u0AhSmz8OuO/KUkN7kYohWVPXh9KtfT53cEjFM+lY21rOLwcBBvleA+0o17lbqwzotLcgsoHeOHxb2hyHXTMwS3DcinTM1Tk1FsQysMnYTEgcn/9g2OsNg5S+OsdYHz/bQX1khmNoxo0+YKjOgm9qU37e94FANdKh5znCDwNyLtyO9CB5ynx7HIRS5ahxbog80Mkw2AwFpTvKTEdqoDHpGLK+z2+JwFxnZ01dUw7Kmvmn8nJ/n0Il/xz1DRJUGnBAcdK3Jh3MEFE/p0JqLAjTMOaVzFgwpubkH+bVw7Fsjw3BkPqATSmPrsV6co0tFVLtMXUuldbn1kOgGungDVVDr8xdrzjb5uQKfhN/kYebZ545onMZu7uldNrH6Xv5PzWAoCcdJ/HigcSkoxcrWo+9IIBjOdZvbFEO9/d1UMeuJbNYWrq6NenAaU718zE6Y2MG5R+7HssTdx1nAAAgAElEQVQK/ytteG5Px5CIOWWnvDEpgbDgM8RjLeeGZkbIl/hz8t4Trr3qWo10sLQK4nHmQOV1GEdAHXTcaSiVyAadwVAcxd1yn9NRqayxniYdMSL+bwTGEVBb6qlPcH8/brPcq9zhZ0nN3ADZoD5sTTrQW8/DUE/RJxWmxgzSlgQwmJJdInfNNHPaNSRVbQ/cIRVgBwmNSQdxqV/EYa/ZXPKjzrEnrc6vWeaz5lWNdPDWKp7nONPbquJKo4YQnz/jf+5GDHWi4MT1VDDpSKGSf87f6cjHyjH3hQD9BhuOBP2Etq1K4f6+HvJLnL4eSIeQwLmlXqTGvtR5nF6c5VR8yczZ0yaGyE5O+j3FATORC/oAEdaxOoS/oXjsdbynch9F12qkg9fksryKhsWMR2p75OFHjoLbtZyUNd4OU8CFBRF5SInh2tC6TKXTPpW+h3OpASTWi4GEeHHwTEeMiP8bgWkEcDRoU9zdxMHSsozplG1ipNp2m5yOLzV0CnNKi3OPs07oiXSgD7qlHODUmIHuOMCp+Dk4KA5tgTHTYRwBcGbGY+im53hqX62BQFXSkSIa4bkjkY4U+B6EbqJCox66e4PToAHjZopnjkQ2eu8YUgNIXBYNKPF5k44YEf83AvMRGCL18yWVpXB/X4ZbKhWEEjx1BzsVJzwX9q29kQ70TJUjHjO4Y18raIalljzLMQKtEKhGOlop2FouMzR0Btr4XxqQ4TCNgKaUGSxwHMKNuz6c7z3EA0hK36HB0KQjhZbPGYF5CJh0zMOr99gpR31MZ8Uf6mfH0o5dy+nbx9IzviEjvpseylUcyEKNsHVbqFEGyzgHAqcmHW+8997rcyj6foieS+F8SaBTcXgGAWYsmK0YCrozA2bxxiAC+Yg77SFZW5wPB5Ch/IcGQ5OOIcR83gjkI7C1o+X+Pt9WOTFxxIeW3YbpiacHtzk/1M+GaeYc5/TtU/IoR/xq+FAu41/N5wq2bgtTePi6ERACi0gHzrkcdGYIwqVUqeOellfxMUMefI9nNigPnQPXxwJxUttYmjNdg3As6VTDDrpH3HL0Y9BJDaImHT1a1DrtDYGtHS36AId6COTe/edmVLg8t0fSwbMD2rRkWGMG5Vz6DEeMutoCsh2MQM8InJZ0DBkll3Sk0nsQuh0VOlcGhblBHfbcdGvF1wAylp8GmziOSUeMiP8bgfkIyNGan7JOCvf3dXAMpUAoppxy7B7OovdIOlQmysKNJ73m9f0P/qcrYUrdjFKa0j03+RhzHIxAzwgsIh09F6xEN173y0Ci2Zu5MjwI3Y4Y08jclZrTGdJRlxCV23Nvd8akox22lmwEchAw6chBaX9x6P/pX8MlVGOlGJpRHkszdi2nbx9LP3QNuX/xkb+4jm16HmUobsl5tQf2DkagVwRMOi6XC8900CGwsSyMZztKAukdbkeADnbO8xkMNtwZ6jlg66nOnTKkBk7PdPRsWeu2FwTkZG2lr/v7dshz0wkywYw3dpaTzvlwaRUa8H/O+DKldU7fPiUjdb2V3DAvbu7Fz5KE131sBLZGwKQjsgBfVqdzSD1/wvmpLRLnvwECmvXgTtZYYJCpOYiM5VV6LWcAGYpj0lGKutMZgZsImHTcxOKoR7KxZspZVhUuTYKM0M9OjSlz8Bnqt+fISMVtJTfMq/ZSs1C2j41ADQRMOiIUv/LYY9dOrGSJFZ2KwzAC3LXK6XiJ13vIKcdQHJOO3q1r/faAgBzSrXR1f78V8jfzZSY5nvm4ebXsaKjfLpP2TKrcsW9JHqQ16ViKoNO3RsCkI0KYt1bR6TDjMTd4EJqLWDo+D8TRefYccgamoTgmHT1b1rrtBQGTjr1Yqp2eLCWqvZxoqN9eUgq9Ir71DTWTjiVWcto1EDgt6WD5FJ1L/MpczXT81pvfPBt/5DmMI5CDEc9C4FD0HKYGJjlEqUHGpKNny1q3vSCgNraVvjl92Va6nSVfZjlSz80tKf9U314ie+kr5HPzhHSACcvROO59mXJuuRzvOAhUIx046a++666rE4/jvoeAvjw4Hn6Tg3MvftEdt5zLLYsHoWmkjoLR1MA05hCZdEzXE8cwAlMIqI1t5VgdpS+bwrnX63rLlR4yr6Undq1dp5i9D1/zW0vXWA6YQDZ47oU8XUdjhPx/awSqkQ5eN4uzTiVn2wsBgSxJZ/Y8yxGSkCEDhWnC46H4Pv8MAmA1FhhAak+Xj+VXeo1y4PQMBTlEqesmHSlUfM4IzEcAR462WPNB4lwtpvqyXDmOV4YAxKD28xxogsOObXHeawXkscRqzTA2Bq2ph/MyAiEC1UiHhLJsCcc9JiCQkqMHD0LTFp7CqNVAMq3ZvBiUY4x0jL3216RjHtaObQTGEGA5ZvhGo7G4Na9N9WU187Ks2xHA5q1uUNF/Y1+WKaWWyN6uzfAZOf9L5QznkL6ifNNXfdYIbINAddIRFgMCwowHjZft+c993vUB7b0svwrLknPsQWgapSmMuGNZe7p8Wqv5MSjHGOngLple8xhLN+mIEfF/I1COADcqaI9rz3ZM9WXlJXLKHASGvoOUkzYnDuMQMynks2RMYixgqdPawaRjbcSdXw4CTUgHy5N4QDskHBzzRiiIB1vpB/hyCrVVHA9C08hPYUTnvrbzMK317TEox9h0+RDp+NrX/vYC6Xjq61+/XWiFM5/69F9d/uADf1hBkkUYgf0ggGNYczlMTsmn+rIcGY5ThgBjBPiP3fgpk3xrKmYnyGfJw+rcfFrjeY5bNb9csXEdjVHx/60RqEo6mNkQsaCys8SKZyZCgsEsB6QDErLnQPlS257LtIbuU52g3rqxhi5L8mBqn7tgODqpjXKkZjo+85lHL+969/1Lsh5Na9IxCo8vHhQBnDqIx5phqi9bU5ez5aXZrTXKjZ2XkBvSj92galUGz3S0QtZylyBQjXTogWwtofrQB/94UC/eGLV30pEqnAehFCq3npvCCOeBAWUPAV1FLlL71N2tP//IRy8f/NCfNiueSUczaC24YwS2cLCm+rKO4dq9aup71ygIdi4lHaqXaz/PAS7Kew2MnIcRyEWgGungQXGWVOW8+Smc+chVdA/xPAhNW+nsGL3nvQ9cIAatgklHK2Qtt2cEtnCwzt6XbVkfuMmz1nK6UtLBEjD03OJ5DmyzRZvYsk44730gUI10sGxqbHYDUjJ2fR9wjWvpQWgcn5yre5rpyClPGOfpp79xfZ7jiSe+Gp6uemzSURVOC9sJAls4WO7vt6scYL/WkqW5pIO6CNkgXeuH3ccssEWbGNPH14wACFQjHVpelZrp4BwNkDhHDpTRYRyBKYzWvIM1rmn9q1/80pevpKO+5JsSTTpuYuGj8yCwhYM11ZedB/11S8rLRsB+rReOkBfkgef4qGdDgSVUIhvsx+IOyah5Xm1CY+paM0M1y2BZx0NgEelg5oLnM9j0XQ79j/c0XJZfHSVQntR2lPK1KgeYjYW9vL1qrAxD1z728Mebv1nKpGMIfZ8/MgJysNYs41RftqYuZ8qLN0m1+CjgEIaMSeTJMqmh74JAOLjOtjXZUDkgZRANyBJ6ub4KGe+3RGAR6UBx3laVQzqIl5oF2bLwtfN2o16OKA+R99JpLy/NrRJ4lS3Eo2Uw6WiJrmX3ioBJR6+Wqa8XTjR379cOjE1DZAcywjUISo9hi/bRIw7WaXsEFpMOFYFZDMjHmYNJx7T1pzDSVPC0pP3F4PscLLFqGUw6WqJr2b0isIVTNdWX9YrV3vXirv0WS4X0bRDGKDaeP0QPCAd1oVfCgb23aB97r2fWvw0Ci0jHG++998JGEOmIl1WF//mOx5GDB6Fp605hdNSZDh4eb/lRQCFv0iEkvD8TAls4VVN92ZnwX7Os4L7WQ+RxuSAZ2kQ+2Pf+mvct2keMnf8bARAw6SisB3R8qa1Q3GmSnXWg5qOAvC63dTDpaI2w5feIAHeZ6VtYerNWOGtftha+Q/ng5G8x0zGkzx7Om3TswUrn0HER6TgHRPml9CA0jdUURkcdUPggIB8GbB1MOlojbPm9IsDdb9bV04es8TG2qb6sV5z2rtdRx4iWdjHpaImuZc9BwKRjDloTcT0ITQB0uUy+QeOoAwoPkUMIWgeTjtYIW37PCDDjAfFg3X9r4uH+fpuacNQxoiWaJh0t0bXsOQhUJx3h18b5LgfPdJzhzVWA7kFouuqdFSOTjum64RhGoAYCEA9IB99WaBnO2pe1xDRHtklHDkq3xtFD8Fs9C3OrNv53ZgSqkQ5ehwvB4HsdBB4sp1Pm//Of+7xTvNnKg9B0U+KOy9gdyKM+SG7SMV03HMMI1EJgjTu77u9rWWueHJOOeXgpNrgNfWdEcbw3Aq0RqEY6RDLYEyAgdMpfeeyxCx8R5PjBB97Xujyryac8qW01BXaaEZjpYU8eBhSGKg7/j/iQoEmHLOy9EWiPgElHe4y3ysGkowx5bugxvq71JfcyLZ3q6AhUIx16NS6AQTSo3JwjMAvCf5ZbHTlQRodxBCAUer0gnR/OAZvCUTvEtUjH57/wN9dX8z799DcEqfdG4HQImHQc1+QmHeW25Xknvq7uYAS2QqAJ6YhnPURCTDq2MrPz3RqBtUgH5XzXu+9f5aH1rTF1/kZgCAGWcHITKLyhMRS39LxvMpUityydSUc5fnzQEPwcjMBWCFQjHRAKOmGWUGlplR4q5wOCXPPHAbcys/PdGoE1SQdvsIJ4OBiBMyNg0nFM65t0lNuVlQYmHeX4OeVyBKqRDj1ITkfPFn6pPPy/XOV+JVBOByOQQmBN0sHSKr5+zlIrByNwVgTojz3TcTzrm3SU29Skoxw7p6yDQDXSwQwHy6p4aDyc0WBp1ZEeIBfsDGipTde9NwIhAmuSDvLlQ4RrfAE9LKOPjUBPCJh09GSNerqYdJRjadJRjp1T1kGgGukIHySvo9r+pDDIORiBFAJrk46nvv7162zHE098NaWOzxmBwyNg0nFME5t0lNvVpKMcO6esg0A10sEzHXyPI5zlqKPifqSYdOzHVmtrujbpoHzkyeZgBM6IgEnHMa3Ohx9xnh3mIwBufDRz7FtZ86U6hRHIR6Aa6WBZFR8CpKPXrEe8PzohMenIr3hni7kF6fjil758ne1g1sPBCJwNAfrjll9gdn+/fo3Sq5BbPquzfqnWy5FX0vPaXN5i5WAEtkCgGungeY6YZMT/j0Q6GHBS2xZGdJ79I7AF6QAVnuvgbVYORuBsCLRehmPSsX6NYpYDuzqUI6CPBLYk5OXaOeXREahGOo4OVE75PAjloHTOOFuRjq3yPaeVXeqeEMA5fcMvvL6ZSu7vm0E7KBjMPcsxCE/2BdoFMx5eZpUNmSNWQsCkoxKQiPEgVBHMg4nayvnfKt+Dmc/F2SEC3Mlt6aS6v1+/UrS05/ql2S5HyAbPdnjWaDsbnDXn6qSDV+Sy1IoHyzlm00cCjw6yB6GjW7i8fFs5/1vlW46UUxqBegi89jV3N7uj6/6+np1yJZl05CI1He/zn/vclZTff99905EdwwhUQqAq6YBs0Clo4+FynWN/9OBB6OgWLi/fVs7/VvmWI+WURqAeAtzRbeWour+vZ6dcSa1smZv/0eLxNiswhYA4GIE1EKhGOiAYVF6+RM7HADnmHF8qf90991z/H2nGg/KltjWM5jz2h8BWzv9W+e7PQtb4qAjQT7d4DgC5Dusi0MqW65air9z8CuK+7HF0baqRDogFr8wliICwJ0A26CyOPtvhQehqbv8kENjK+d8q3wQEPmUENkGglaPq/n59c7ay5fol6SfH1m9566ek1qQHBKqRDr0el0LFpIPZDjoLnvM4cvAgdGTrLivbVs7/VvkuQ8upjUA9BFo5qu7v69koR1LLpXI5+R81jknHUS3bZ7mqkY6xmQ6RkN5mOiBDLAdj8NBGOXj4vSR4ECpB7RxptnL+t8r3HFZ1KfeAAP2yl1ftwVLjOvL8gV/zOo5RyVWTjhLUnKYUgWqkQ8QifqaD5zue/9znXTec/J6CZmf0rAlkg3MsEyvR1aSjJ+v2pctWzv9W+faFvrU5MwImHcewPoQD4uFQF4G9k46vfe1v6wJiaU0RqEY60JKZDAgGnXy4cU6OfdPSzBAukgQpCgNfTUf3qVmZsHzhcSjLx0ZACGzl/JPvxx7+uNTw3gicDgH6Z8907Nvs+oq2P2ZX3457Jh2f+vRfXd76tncmtwff/9CF8Y/NxKR+vSmVWJV0oAQzBDjsPL/BhlNfMmtQWqCl6fTQe8nzJwxuDkYghcBWpEOd8lNf/3pKLZ8zAodHwKRj/ybmQ3Ytvy6/f4TKS7BX0sGY9q5333+9qfbEE1+9xBtjn8Y/rjn0gUA10oGT/uq77roSjtJnInqARK/7jWdAcnQz6chB6ZxxtiIdoK07PudE3qU+OwImHfuuAfqy/OOPP77vgnSq/V5Ix9NPf+NKLNgTPvihP728570PTKLKTIhJxyRMq0WoRjpw0nkWgg6eba8ERM90lFjApKMEtXOk2ZJ00OHS8X7+C39zDrBdSiMQIGDSEYCxw0OcYr4s79AGgb2QDo1j4XKqL37py5OgKP6ff+SjFxGWyUSO0AyBaqRDGvJMBA+TpwhI78useHPV2PMnIlRje+HgvREIEdiSdKAHz3UwFe1ON7SKj8+AgEnHfq3Mszit7LdfVOpqvjfSAflg+8xnHs0GghtujH9sfr4jG7YmEauTjlDLmIDw8HavgeVhdG5LdCS9gxFIIbA16YBs0OFyt8fBCJwJgVZOq/v79rWI5zhwih3aIbA30lGKBGMgS7KY+XDYDoFmpEOEg+VKdM5sSxz6lhAxw1FDPw9CLa20b9lbkw7QYyqaDpe7RA5G4CwI0C/77VX7tDa2481VDu0QOAvpAEEt0WqHpiVPIVCVdPDmJ95cFS6tgnRwrrdX5gIMOqHr2JKqKQDD6yYdIRo+DhHogXSgDw+V80YPByNwFgRMOvZr6Va22y8i9TXfC+lgidTSWQqTjvr1Z67EaqQDYkEHwdYz0RBAvGELslFKOFTWeC/53huBEIFeSEcveoTY+NgItESAPtozHS0Rbie7le3aabw/yXshHbypaunyYJOO7etnVdLR64xGCmY9wxGTBv1nydXcQFoHI5BCoBdnvxc9Uhj5nBFogUArx9X9fQtr3Sqzle1uzeXc//ZAOjTLsfR7UyYd29f1aqRj+6Jsr4EHoe1t0KsGvTj7vejRq52s1/EQaOW4ur9vX1da2a695vvJYQ+ko8YsBxYx6di+Xi4iHbwal43ALAfLqsY2Hi4/cvAgdGTrLitbL85+L3osQ9OpjUA+Aq0cV/f3+TYojdnKdqX6HDFd76Sj1iwHtjPp2L4Gm3QU2oDOMLUVinOygyPQi7Pfix4HN7eL1xECrRxX5Dq0RaCV7dpqvS/pvZOOWrMcWMWkY/u6uYh0bK9+Xxp4EOrLHj1p04uz34sePdnGuhwbgTte8MLL777lLdUL6f6+OqS3CTTpuA2S6id6Jh01ZzkAzqSjevWZLbAq6eCNUHyLg+3oS6lSSHsQSqHicyDQi7Pfix6uFUZgLQRe+5q7L3xkrnZwf18b0dvlmXTcjkntMz2TDl7xvvSNVSFeJh0hGtscVyEdPM8RfpuDjoKN19HyFqgnn3xym9KtnKsHoZUB31F2vTj7veixI9NZ1Z0jwCzHnS99WfVSuL+vDultAsG4xeuOb8voxCd6JR1f+9rfXr/Lwb5WMOmohWS5nMWkgwfJRTBefdddF15Fy8Z5HirXNWZBjh48CB3dwuXl68XZ70WPciSd0gjMQ+DPPvzh6zg0L9V0bPf30xgtjQHGJh1LURxP3yvp+NjDH7/wPEfNYNJRE80yWYtIB8uo6BQgF0OzGQ8+8L5rHAjJkQLlTm1HKqPLUg+BXpz9XvSoh6wlGYFxBB5//PFrX/35z31uPOLMq/T/Dm0RAGOTjrYY90o6IBwQj5rBpKMmmmWyFpEOzXJMzWLkxisrQj+pPAj1Y4veNOnF2e9Fj97sY32OjQB98+8/9FDVQrq/rwpnUphJRxKWqid7JB0tllYBmklH1apTJGwR6dA3OaZy1owI+yMHD0JHtu6ysvXi7PeixzI0ndoIzEOghWPl/n6eDUpim3SUoDYvTYu2MU+D22N/6tN/deEh8trBpKM2ovPlmXTMx2wwhQehQWhOf6EXZ78XPU5fIQzAqgj82pvedMG5qhnc39dEMy3LpCONS82zvZIOxqrawaSjNqLz5Zl0zMdsMIUHoUFoTn+hF2e/Fz1OXyEMwKoI3H/ffZfv+PbnVM3T/X1VOJPCTDqSsFQ9adJRFU4Lm0CgCungIfKx7YjLq+gMU9sE3r58UgR4KI4p462DScfWFnD+WyDAw8j010899VS17JHn0BYBMPaD5G0xNuloi6+l34rAYtKRcryHzvmZjlvB979zIPD009+4vm+cqd2tg0nH1hZw/lshUNuBRZ5DWwRq26yttvuUbtKxT7vtVetFpEPf4tAD5VP7o3+l3IPQXptBW72/+KUvX0lH21zypPMKwhYP6OXl7lhGYDsE7njBCy98KLBWcH9fC8lhOSYdw9jUumLSUQtJy8lBYBHpyMngTHE8CJ3J2vllbfUmjnwNbsYUAXrq61+/edJHRuAECPAwec0vk5+9v2fmlu0zn3n0unT0gx/60wszqTW/r2DS0b5hmnS0x9g53ETApOMmFouPzj4ILQbwoAIYiGt/5GgJVO969/2Xz3/hb5aIcFojsDsE9GVyPhZYI5ytv6fPYJb0rW975y0bJIM+DtLBDRb2nKsRTDpqoDguw6RjHB9frYuASUchnnSGqa1QnJMdGAEG6Z6cfJwCNgcjcDYEeINVrY8Eno10QCggE5rh4Fm1VGAWlT6vxjNsJh0phOueM+moi6eljSNg0jGOz6yrZxuEZoFz0sj6smpPy5kgQDgFDkbgbAi89jV3X9hqhLP195AOZjRyAjMif/6Rj+ZEHY1j0jEKT5WLJh1VYLSQTARMOjKByol2tkEoB5Ozx2G9M8uZegp6mxbPdzgYgTMhwCxHrX66lpy94D+HdNTq90w62tcOk472GDuHmwiYdNzEYvHR2QahxYCdQAB3+3pcysQdyxp3Ik9gQhfxQAjwnQ76aZ7vWBrO1t/PIR1aYrX0xoZJx9JaOp3epGMaI8eoh4BJRyGWdIaprVCckx0UAZx7BuveQq07kb2Vy/oYgSkEeIPVG37h9VPRJq+bdIxDVGOJlUnHOMY1rpp01EDRMnIRMOnIRSoj3tkGoQxITh+FZyeW3u1rAaLuRPLMiYMROBMC999334VvdiwNZ+vveQNf7jMdYMuzY0uXlpp0LK2l0+lNOqYxcox6CJh01MOy2lrhiipZ1IYI6NmJGm9xaVGMmu/Tb6GfZRqBFgh88hOfqNJXn4l00JdBIObM2qr/K31zn5bCYS+HdgiYdLTD1pJvR8Ck43ZMis+caRAqBulECSEbPb8lyl8nP1FldFFvIGDScQOK7APIBqQDIjEn8NwYfSB9zdy0tew0R98zxjXpOKPVtyuzSUch9hCM1FYozskOiEDvz02IFPX0Ot8DVgMXqTMEajmzZ7nJpKWY9GclgeWlEBa2OUtNf/ctb6n6BfkS3c+QxqTjDFbup4wmHRVtcZZBqCJkhxY1520vWwHBXchel39thYnzPTYCJh159mVmApLAcxxLvzCOLM168Da/nBsdOMM1HvjPK+15Y5l0nNf2W5TcpKMi6iYdFcE8gCgGa5YV9BxMOnq2jnVrgYBJxzSqEAP6BjbeQjVnhmJMOjc4IDDMekw961Hz6/FjOp39mknH2WvAuuU36aiIt0nHNJhTA820hP3EYLCe8+DlFiUz6dgCdee5JQImHePoMyOhpVBzn8MYl/zMVc16kMdQ+PznPnddvszeoS0CJh1t8bX0WxEw6bgVj0X/TDrG4WMwm/PKxXFp/V/dg0O/Bx37t7Q13BMCJh3D1mJmlj6h1szGUE56TmQoH74cz0yHQ3sETDraY+wcbiJg0nETi1lHEIzUNkvICSIznc6m9bxnIR0aVHv/DoZJxwkaoYt4CwK6iw75WBKOdpOJWWj6g7Vmo8c+HsizHDjDDu0RMOloj7FzuImAScdNLBYfHW0QAhCmwlnfC1lgY6BgYJq7MZUuOYuB3oEAiBYY9R5y1lb3XgbrZwTmIoCjtdSpPVJ/L8Kx5nLQsbf78dV43l7l0B6B177m7sVtoaaWuknZ4gblXsblmnj2Jsuko6JFjjQIAQuEA5KBY8pgpI2Gm7uFa4JJ36IjqWjCaqIo69I3vlRTZkQQ9kBXByNwJgS0xGrJbMeR+nv6AW4KrRk0G5xaYgW2f/bhD6+pzmnzqtEWSsHDj2D8oe7FNzRbvITFpKPUUvXSmXTUw7LKV24rqrNIVEg4ai0ROhPpoMPcA8Ey6VjUTJx4xwgsne04GunY4uZDaomVnGC+SO6wDgJL20Kplow/3Jxj+TX1D1KQ8zrl0vxMOkqRq5fOpONZLJ988snLi190x+Wdb39HMbpHGoS488AMRy3CAahnIh10pi3u1BRXzoGEJh0DwPj04RGQc1s623Gk/n6rfiC1xIplVXe84IWHr389FXBpWygty9r1zqSj1FL10pl0XC4XCMcr73zFdaYil3Qw4KS2eqbZVlKLzuBMpIO7N6Vf8F3T8i3svKb+zssILEGAO7ysaS8JJh0lqN2aRkuscAYVsIc/Cig01ttvMdux9vhj0rFefRrK6fSk48EH3ned4fjQB/94FulIAepBKIXKzXNnIh08RB4OpDdR6Oto7U6/r9Jbm7MjwF11nK2S4P6+BLXb08R9Ja/Kvf+++26P6DNNEdBb3Xhd8Vph7fHHpGMtyw7nc2rS8dlHH708/7nPu7BnYxDJnelIQdrzIJR62xTraYcc4xadwRlIB8/C6IlLllMAACAASURBVF33LdempupfybkWdi7Rw2mMwBYImHQ8g/qW/UBIOh5//PHrOFy65G2LOnSkPJlhWnNp29r1zqRj+9p6atLBsqqvPPbY1QpnIB0s96HRaaPB0+HzEFf4likAadEZHJl0gB/l4zmYPb2GtoWdt+/WrIERyEPApONy/RAg48BWy0FD0oE9/FHAvLrbIpZIH0vcsAUzTi0f6F97/BHpiP2dFlhaZhqBU5OOEJIc0sFMxtQWyuzlmIfBw4491IvXFcpRpgPQxjmc6JrhqKSDGQ1hSBn31KGt3enXrE+WZQSWInB20sHYQN/FjaetgsYmHF4IBzZx2A4Bllfp2x3YA5+H/7XJB+MkdW9tstvCt9nOWvvL2aTjWZvlkI4p8/a4vEqDCkuphpxhztPwcZjDjbsCNcMRSQfYge0YvjUxrC3LpKM2opa3JwTOTDrou3jhBX3XlkGkA8d2zaU9W5Z5T3lDQrBL7Yf78QcgAEN+SSuMtsq3VXn2Jtek41mLHZF05BCONSvsEUkHdwjpOPfw/EbK1iYdKVR87iwInJl0QDYgHWs7fXHdgnT8yZ/8qZ/liIHp6D/Eg5uqzEbVCNS5rWYctsy7BnZ7l2HS8awF9046cHr1rAZLpsTme7oDfzTS8fkv/M112Vrqi7p76RhMOvZiKevZAoGzkg7GC80wtMB1jkz0+F9+7MeLX108Jy/HLUeA2Q5mo2oE+SdbEV7yh3A7rI+AScezmO+ZdOD00nGHG2SDD/xt1ahTVflopAO8KdOeg0nHnq1n3ZcicFbSoTFjKX410uP8vfIVr/SzHDXAbCij1gcEe5hpEOnmxqHDugiYdDyL91zSMfRA+brmeyY3Ou0tHwTMLbNmBva6FCkuJ6Sj9nMvcR6t/5t0tEbY8ntG4Kyko6cbQOjyspe+3KSj54byrG5LPqap4mHvLZ7lUP7a4zN5tkNorLc36XgW67mkI2WiLR4k35sjTyNnBuYIwaTjCFZ0Gc6MwFlJBzcb+J5QD4GbUC95yUsvv/7rv9GDOtZhBIEl7QWxPcxyqHh6fa7+e78OAiYdFXHegnTsZZZDMGtafw8zM9J5aG/SMYSMzxuBfSCwxInaor+vhSp3mntaWvLyl995ecO/+sVaxbOcRggsaS+o1MssB7qYdDSqJBNiTTomAJpzee1BiNfc4vjubbkShAO92evhd960taegNaFeXrUnq1lXI3ArAkucqLX7+1s1L/+nvqunPvdHf+RHLnf/9M909QxiOcLHTbmkvfQ0y4GFTDq2qaf/f3vn03NNUtbhj6KJ0cSIjGGpmQkxLCCZcTCALiZhoRKTcVao0cmsCImOxDWwwR2w0CWMwS2TgNshuB/4AsMneMz1DL+X+623+3Sf7urz1DnnqqSf/ld1111XVXXdd1X3c3Q6NnJnwJnaNoo7O9loHfjcAmTGA+ejbtfy6hV63sL7oH7TcW7LNf4tEdhjRF2r05HV5pHq8S+/9BcPf/XXXxlq9WUkPqPosqe/ZMzHdhkh6HQ8TS3odHTkfslBaLQOvBcjs2/5PoVBceSQh9W1r3LAWKdj5JambkcT2GNEXfJ535MDYwf9fqTAB8pf/eo/3Mz3fiOx7anL1v4y4iRpxvGefJS1TECnY5nR6hiXGoQw0J/qh3VWw9gYkY8bKRtL/wyOU9tTv4vMvyMebdDeiFunYys4090Ega1GFIW/1PO+N2ieXaN8RJ6y4XTwITmr3qPMhEc3978hsLW/jDhJGqcD3QyXI6DT0ZH1JQYhHsgYvSP96F9HhI8DDq8tsTEAMUC2G9cp/1OsNFzrdzRzdQRbH7pzdLx+6wQwol797Oc2FfMSz/tNii0kGu0jctTF6aAueLaPvtK9gPemb29xOkZc5UglZTx/6onM6HMPe52OjrV8iUGIbwkYNFjtuNWQGQgGoKlA2edWG7hH+mw9OeXhOdos4RSjtdd0OtaSMt4tEvifH/1o84rFJZ73vZnzPOS5OtJH5JQxTgfPo1t6vvauv6eWt8XpGP33MHraCE9dP9eQv07HxlpiwJnaNopblYwZaQaMp5jhX6Vgx0g4V3NOB9mEBXHWbnlta6uacYZuafn/npwO6s0BZmvrv810v/zlLx+f4//385+fXcBrdDpG/Igc8HE6cDiYUDKMSeBcpyNOrisJY9bnU2il09GR+pGDUAaLe+m8WVWYqx4cAFhkRSP7dgaP89zb67Ah55QjNKfryNdHn1lM3dU9DmfdMFQoR90wXKacUdIZJFAJ/NEn/vDhv/7zfEP3yOd91a/nMe2ffjJaiNORcW40/dTnYwLnOh2jr3JYr5cnoNPRkfmRgxCz9HTgewoYmj2DTseLNDFCaFsjGeNx7qacBq7l1brqZOB4UIa6VUeFY9KNVM4Xa8MrT0EAg/frX/va2Vkf+bw/W5mVCegzo72+hMMHS151Y7Jp73N6JQqjbSBwjtPhKscGwHeQRKejYyUfOQj5IN5fUXsZxhjer8lYEjDEcTxG+Y2UcGbf81U2DC6djrHa3gjanGNIVX2PfN7XfHoe089HWi3ntTY4UgcJTg6ExHj7c/qKqxzj1d8IGul0dKyFIwehvQZzx2Jerai9DGMMXy2AE4pjjI/y2sVRnHU6TjSAO7619WPyI5/3R1RHZp7pX6MEVpja/x6GsTrKs2gUTqPosdbpSFsbycEdheG966HTsbEFMOBMbRvFLSbbazAvZnAHEWDIgMYDcUs4yhjeokvvNDodvYkq71oIbP2Y/NqcjhG/l8i3HLWtYKjyrDaMR2Ct0+Eqx3h1N4pGOh0da+KoQSj/S7r9SLqj6nchCsM6v//BEj6DG9d4rYjzJcdOp+MyzeQozq50XKb+rjGXLR+TH/W8P4ofzzqecyOFKacjs+SOdyPV1Me6rHE6Un+ucoxXfyNopNPRsRaOGIQy62MH7ldRGLXMxPB+M4MwTgcD8imng28L4vz102QcSZR/lFcadDrGaRf3osmWj8mPeN4fyZv+zXNvpMCrVRiybWByiOetYSwCa5yOUVY5fvqTnzy2LXSe2ujz2bb8y+yxauZ6tNHp6FhXvQehOByj/beRjsiGEoXTkZUQjue2oZTupMxITsdRzp0rHZ0ayw2KWWNMtcXu/bxv5fc+Z5JlNEMehhiHbWAiaJR/bNHqds/na/oJ4+ZTT5KiJ20LpzaORbvne6I4I7xiabgMAZ2OjZxp0FPbRnEvJGNpmc472szUC4re0AUMbzZm2qe2GyrqC0V5SqcD1sk/jt4Rr4HodLxQ7V74NYEtH5Pz/L+WkFde6GsjBRhOOR04R0wAGcYisNbpeMp2hjNBu/qP73xnLHhq80hAp6NjQ+g1COFwMCulw9GxchR1kkCM/rlIDCJz/76W68xKnvMONjNhOAFxMjAwaO987DqXz5xua6/rdKwldX/xtnxM3ut5fwnaI35EHuZTTkcm3UZbmblEXY2cB05H+9/GWn15pj+l08GKxpbf3WnL4fkxBHQ6OnLtMQgxI5VvDY4yvjoWWVE3QgCnA8OffTaM9Pq6Ge2ydSxoo/kIf+p+i4fBKPFxMnA+aPOXCJQnjgdGGLpku0T+5jE2gXM/Ju/xvL8UEfr0EauHe/TH2TjFkNeKeaY4Du6h3DdtfsgRx2PKWSS3NU7H3/7NVx5fbfrVr361WkGcVFYk80rU3P6VP/6TxzirBRvxogR0OjriPvUAXZsNRhCd1gftWmLG60EgKw8xzNkz6DPTSJvEMcBowQiIoY7hzjU2ruV+65igH/eRSdtmfylHo7KhPCkfetStxuP4KfRrdfD8sgT+8at//4DBsjb0eN6vzWtvPNr9aCvnS04HYyCTHn7bsbf2+6bH+Gc1gfaP88B5DTxXed6fCkmPo4/zsMb5IB55tt9mtOc6HafIP/09nY6OddBjEKKz0mkNEhiNAEYABkA11jmPg8w+jgdGDsc1LteWBqNLlzn9jT2zweiIzuwN90Ugr/swm7om9Hjer8lnbxwmAZgsGO1VJWbNMTpPhfRPJjgMYxHAacTAj/NBfeI88Pyce87Tx4hHunzITRtgw4HhO4zqxCCPfNiYFMDBMFw3AZ2OjfVHR5vaNop7liwP2WcXPJDAYATmBhTUxPHI61nsics2tfoxQrHS3xgocZLqasgI+qnDZQlg+Kw1bK7B6chEAG07kwOXJTqfGzPXa1jnNatRnyHzJbyPOzgR9JvYQ6+99vrDl77wxRdWJOKgEI/4OBIEHIvIwPmInHbPPb/VuP42pdPRsQ7pJHtDjKC9ckwvAQksE+A1KvpcNchwltrvW6ojFWdqWboxro0AhhDP8RhEp/Tv8bw/Jb/HPVbsRv0uYq3TQd9kRZVyPPW/Yu1RJ7cqI84DTsc7b7/zwrcXrGKs6Vf8ZgZOCHHXxL9VnrdaLp2OjjW7dxDi4cqsDrOuBglI4GkITH3fgvGWDeMHx8NwmwTyjvhS6fY+75fk773PNxy01VFXCHhdhhnvtYHy5NXH9MXsdUbWUjw+3qnXq47P3RxGJ6DT0bGGtg5CzLZmCVmDpmOFKEoCBxDA0NHpOADsICLX/mbH1uf9JYqZf5E7sjGOc8dqxzmB71LaVcfqjPgPIM6h2T8uE6c6Hf253pJEnY6NtcmAM7WdK45ZKDppXueor3mcK8v4EpDA8QQyu9oaPzkf2dA7ns7158ArHWscijVxnooGbZF2OnLY4nTMlYdXJBlDfQVrjtDx17FlqAM2nb/jeV9rDjodHWtuyyDkNxwdK0BRErgAgfqxeRyQ7PPfuy6ghlkcRECn4yCwjVg+DO79q9F8+zG6s9VguIlT7BgcvhH/YcFNAL6hQuh0dKzMKaeDWc9TXr9OR8cKUJQEnpgAfZ2VS//F57EVkVWlc/ZxDKf2PIcTqtPBMa8ATW0876euc23tv91Nnr3317DSAT/49gzXUO6l8tIWsz3lqmlsE55nU1vtR9znNTff1FiqXe/rdHRsA63TkVen6JAsOdIpeYjwYMxsKbMD3DdIQAK3QYDZPvq64TgCPDPhXA2fpWOeuVNOCumQxz1CnA6cB/5F5+//7u9NvkrL835uy28QVKeEWX3+w8+WgDEXQ3TNnvZHubYGGOSD+jX7Ws61x/fidGAHUGe17WVFhjrCNqD9zW2081MTl1vr+FQ62ht6oedUe2NSpZZntN+AOVU27z0tAZ2OjvxbpyOi88DJ4JbBkk6bX3xOXPcSkMB1E6BPM2AfETJpEaOSZ0o2nisYLpxjYC+tsh6h36VkUk6eq70CdZbXQ3760/99zuCuvy8w52TU68SfMtR5nWjNK0VxMBgfMPqWjNI5Y5V2cG7AKcJhojz8Z6k1DgTxp8q75lr9IbhzdZ2KDzN4saf9x2C+tNFedaMeqKOM+5zTf9ExW/RkX1cLcFhIR9u85Oopzw/yrLrUMnksga0EdDo2kquDTD3eKM5kEpDAjRDIK1YYDL0DBktmIGOw1H1mIGPoYOxgPHBOvKc0vnqy6O10oBts4ri1M7drHQ+cirnVDK5jxDNeIC+vFmFokh+GaPKnfKln7hGnR+D3D045EuhFGZ769bCtZcXRoK2z0e7h2G7pD8TBqav9Z87436oP6dL3tsrA8KdtUA6cga2B9l3L1x7TzmBBHuR1SSdna5lMd30EdDo61hmDiUECEpAAxiOGQgb2XkTONWBwfDDE0CUz5si4BoMiM/5hWPcYRZwfETC8kA8n2BHyb3TrBNPUMUb9UmB2P7/g/Pqfvf7wr//2788cDPKmXL1nmHF4kuepFQh+O2POaVoq18j384oTbKnTOBr0C+qZrTp81H+vNoZs8tsb0BuHiX4cnbNP347eW/ZV7h7nZm85TX/bBHQ6OtavTkdHmIqSwBUTYNZwbuCPoRBjJAYQewyLaly3hnXSbEWDs8HsLrphZMSo3irvyHSUdY4h11s2PXXBSA0nDD2M0y994Yuz33Dw7H/1s587SwVWOj7zp595lMkrSkcZ+/zCc1YwsrpylqJ3Gpn6p+73OoB7+2zFT7usz4t63D432nPSGiTw1AR0OjrWgE5HR5iKksCNEKgz9nn9CWOB2UQMkrph5JwytLlH2r2BVy0wpHvJ26tPmx5ORzsWbZ5T59QdDiSz4F/7+r+cdDq2GPTU5T/989uPrzRNrZz0usbqxlFOzRS3W7hG3Wf2f095ejode/QwrQRGIHD3Tsc7b7/93EDy1ptvPvziww831Y1OxyZsJpKABGYIVIclM5c9ZyxZ6cC4xwEZJVDmrC6MohN6wP2tv3vrufEiTsHnP//nzzmP1ZGEbZ2RrseJh0OA03LUNhLHa9KFPkf/wPGc+iaiTiJM1Sv1S1vmnkECEnh4uGun4xvvvvvwqU++9PD9737vsS3gbLz+6msPn375lcW2kcGm3S8mNIIEJCCBgQjkXXGMq6M2jC+MtjWBFaAer7WsyevcODgHfGhdn/sv/cEnHt777x/NOha8phPnYmrv+/Pn1sJl4+MwnOoXc3VanRCcF4MEJHDnTgfOBSsdNeCAMKBsWe0gnUECEpDAtRGYmsXNysrePbPB+UiXWX9WMuZCZpZH/taE39uoTgf/Dcpw2wRolz1XGG+blqWTwDyBu13pwKlg4Pj2N7/1HJ25689FmjnR6ZgB42UJSODuCeBI8I48qxhTs8Nc6/EO/SVA51/osvdbiUsQNw8JSOAWCNyt0/HeD3746HSwr+Gjjz56vM6rV+cGnY5ziRlfAhK4JwKscuT3AOrrJ/V47WtYT8mNby943q/5F7lPqad5S0ACEhiJgE7HjNPBB+VtYJBxk4FtwDZgG7AN2AZsA7aB22oDrc3neX8COh1nOB1L+HkAGSQggW0E7D/buJlKAvYd24AE9hGwD+3jtza1TseM0+HrVWubkPEk0IeAD/0+HJVyfwTsO/dX55a4LwH7UF+ec9Lu1umY+2B87vocwHrdRltpeCyB8wjYf87jZWwJhIB9JyTcS2AbAfvQNm7nprpbpwNQp/5l7vs/fv9clo/fe5ydyAQSkMAjAR/6NgQJbCNg39nGzVQSCAH7UEgcu79rp4NXqGho7Y8D8gOBW4KNdgs100jgYwL2H1uCBLYRsO9s42YqCYSAfSgkjt3ftdPBv8flxwFpbNm+/MYbm34YkGqy0R7bWJV+2wTsP7ddv5buOAL2nePYKvk+CNiHLlPPd+109EZso+1NVHn3RMD+c0+1bVl7ErDv9KSprHskYB+6TK3rdHTkbKPtCFNREpCABCQgAQlIQAI3Q0Cno2NV6nR0hKkoCUhAAhKQgAQkIIGbIaDTcTNVaUEkIAEJSEACEpCABCQwJgGdjjHrRa0kIAEJSEACEpCABCRwMwR0Om6mKi2IBCQgAQlIQAISkIAExiSg0zFmvaiVBCQgAQlIQAISkIAEboaATkeHqmx/6+OtN9/c/FsfHdRRhASuksD7P37/8bdufvbBB1epv0pL4FIEpn5jynHnUvTN51YI8MPQn375lWe/00Yfom8ZjiOg07GTLb9q/qlPvvTCr5rTkA0SkMA6Ajga9CP+A5xOxzpmxrpfAq+/+toDW/rKLz788PGccUej6X7bhSVfTwCHg/Hm29/81mMi+k361XopxjyXgE7HucSa+DzkWemoIY2ZgcAgAQmcJoDj/uU33nh8+Ot0nGblXQm894MfPhpLjDM1ZKUwRlS957EEJPA8ARwMxp0aYrvRxwzHENDp2MEVp6J6yhE1dz333UtAAh8TwEDi4c8sE8c6HbYMCWwjwKoH/Qcn3iABCZxPQKfjfGbnptDpOJdYiZ8Zp9YrxoDy4V9AeSiBGQJ5PYTbOh0zkLwsgRUEYjC1KyArkhpFAndPgLGIN1eYBDMcR0CnYwfbJaeDj5IMEpDAOgI6Hes4GUsCUwQwlvyWcIqM1yQwTyCTxEwU1+9z51N4Zw8BnY4d9HQ6dsAzqQQaAjodDRBPJbCSABNcGEx15XBlUqNJQAK/JpAxiL3hGAI6HTu4Ljkdvlu7A65J745AHvgaTndX9RZ4BwHGGWZp29d8d4g0qQTulgCrha4YHlf9Oh072M59MD53fUdWJpXAzRPQ6bj5KraAnQmwwqHD0Rmq4u6aAK8psmpoOIaATsdOrnjEc/8yl39haJCABNYR0OlYx8lYEshHr75SZVuQwDYC9J2p726x6fyYfBvTNal0OtZQOhEnS9v5jyGsctBgbbQnoHlLAhMEdDomoHhJAg0BxhgMJh2OBoynEjiDAONN24cyBjlhfAbIM6PqdJwJrI3Ofz5gpYMl7mz84AwDg0ECElhPIA98v+lYz8yY90cgE10Zb9r91Ozt/VGyxBJYJsCYw8pG+hC2m+PPMrc9MXQ69tAzrQQkIAEJSEACEpCABCSwSECnYxGRESQgAQlIQAISkIAEJCCBPQR0OvbQM60EJCABCUhAAhKQgAQksEhAp2MRkREkIAEJSEACEpCABCQggT0EdDr20DOtBCQgAQlIQAISkIAEJLBIQKdjEZERJCABCUhAAhKQgAQkIIE9BHQ69tAzrQQkIAEJSEACEpCABCSwSECnYxGRESQgAQlIQAISkIAEJCCBPQR0OvbQM60EJCABCUhAAhKQgAQksEhAp2MRkREkIAEJSEACEpCABCQggT0EdDr20DOtBCQgAQlIQAISkIAEJLBIQKdjEZERJCABCUhAAhKQgAQkIIE9BHQ69tAzrQROEPjoo48efue3fnt2e/3V1x6+/93vnZAwfeutN998+NQnX5q+eeLqO2+//fDtb37rWQxkIOuWQsvmvR/88OHLb7zxrIg/++CDx/qoHJ7dvLEDykj7o8yGyxAI87l+v6a/fePddx/Yrjm0/fCay6LuEpBAPwI6Hf1YKkkCzxGI04Fz0QbuYQxjnGAYnxO2DOj3ZGxXlltY1fTXfBwDWKfj6WuRvo6T/4sPP1xU5tMvv/Lw/o/fX4w3coR77ncj14u6SeCpCeh0PHUNmP/NEjjldFBoDBCcjjoTvwbGlgFdp2MN2duKo9MxRn2mHtasavJM2LKKOUZJf6PFlmfUb1J7JAEJ3CoBnY5brVnL9eQElpyOufsYKcx25hUNBnDiJkwN6LyOkfjsWV3JCgr7ei9GTX29ivymnB+ucS8hrytFHveXZtLRF31ifJEWmdEvspGDvMgmDmlqaPOnDDVOZUOekcWeeFPO11K+4Uf6qh/HSzPX1BuvtVU92ldn0DN8KA9x23JVBvW45YFOaSvoiyzyg2V0QJ+EtEGuJQ66EJa4VJaVC3UAF/bJs+qF7DVcWhnIqrqv0ZE4sCRdqw/ywwjZlJsy1cD9cCEOMsK3xps7Ji75h+lcvFwnv7aMucee/NNWwhb9aAc4NdGVPFsnZ6qttOVF35YT+pBXjXvqeRM90aHGQ290qGGqjtt+1eqNXDjV0MqBQ1v+ti6n9KkyPZaABPoT0Onoz1SJEngkwAAeY2YKSYw2BtkEBkbSZFBlMGVwZEvAKGDgTeCcQZa4CcgkTgyk5BW5xOM+aQkxDqoMjtGFewRe+eC86pt8arrHyOVPjBjKkHgxZPIaCdfRB3nRuWXBdeJUoyxxYmBMsSFNQsthTb4YPZQbOckHOTCv9ZI86p77xCM+AVkpZ+IRJ1xT9vBpjbSkYd/WB2WpOoVNm3+tU/LjnC15sV/DJSwpT9LCJ/LS1ohHnFpva7lUvq2cNTrCibzRKfokHdfSluEQncI4/Go64lSdEndun34VPnPxch190sZyre7Tl6I399CHsrCnbITEy3nbVoiDDNgkTmRVOWGA/LRhZNOmarrISvtN/lzPtbTp9HnyQ04tCzLJn41A2rbtRKdwIk7afXRq48CfMiQNsqNj0jxm6B8JSOBQAjodh+JV+D0TYDCMMdByYKBjsOV+BmGucc5gWEOMuxg/3GcgJiRN7iVdBtkYO60M4iEjeU3dz8AdY4OBna0NXIuc9h7n3KNckZM4pIvBkTLFQEmcej1lqoZD4mWf+HPnbTkTf02+1WhGfoyoNm3yDr/Uwdx1DCz4VOMn9RqHL2nrPu2npkuetKkct7zgXo068m7rdQ2XsGy50K5Sr9GX8+QRvU5xSd9pZUce+zU6Eg99knfSo0/6UK5FL3iGP3nUkDITd00gj7Beik+ZiT/XnkiPPm1bid55jhCPY+Kl7il/y4B4XEsZiUuatl7SPil7uLTlT99M2uhJmhrIL20j+bVx4qjBIXJTjiorx+mHrRx0SJkjs/aVpHcvAQlcjoBOx+VYm9OdEYjhxEA+tTH4ZpAGTQbhqQEWYySDNYNpazCRFwMrWwbhakAwIHNejQVkxOAgf4yLaiDV8xgbU0bglD61quvg315POWr5apzKhDLGaKEclV3StLq05y2HNfnG8KnsyC+GDHpNhTbvxGlZwjkcEidthzzmAmliVE3FQV/qvDXGar0mH3StYQ2XlmXSk7aVV1nU46Rh33KJYwD/lj3x1+iYeKf0iQ6VV213uZ/9XL65n/0pGYlT98RPH6/X6/EUu6p34ta6abkmDvsqj75N2dowJZ92c+p5g9yptjmVB7pGFuXPs5I82Jb6PPen8oreOGBxwrhGXjAxSEAClyeg03F55uZ4JwRi0FVDnqJnYMXIqCGDZAbddh851VAgPYMocTEYMnjH4IlhXo2Q5El8ZCUkf+K28XPe6lTPKe9UII/oXu9H73CquiRea/BjLJAO3ZM36WJEcFwNp/Y85aCsa/NtdYhuVf9cq3vKXHXJvTbfqXiJQx5TIfenuCZ+rc9cY0+apIucyn7qWtJXFpVl7rNv2xXXaj1MlZc4U/lSfuKnruk76DAVNzpUHdfok3SVV46Tb7sPv6Sd2qMrLNB1TcAgJ99ToXJMvOhKfSTUuslxW4Z6jo5TspHXyk+7p2wcs7XPG2RNMUraMMmzkLjcI682zlKfR49alvaY9kBgD+N6n7wMEpDA5QjodFyOHMq60QAABVRJREFUtTndGYEYRlODbwbbamS0A/ccrmocZAavHTxbWTE8an6tcYi+XCMOG8cxDhj4GazbfOZ0rNfnDJBaDvKCSRvactT76BYDJYyrTOK25y2HNfm2Rmx0SN5hlOvZt3nnessS3dGjBmQu8SbN1Axv5FCHyKDMNZBfeCUfdK1hDZeWZdKTtpVXWdTjpGHfcqn3OKY8lBf56L1GR9It6ZN8Kq9T7S7xl/Zz+s2lIz4MToUpdlXvpK11s8Q1aWKQt+25yl/7vEHPtLHIZ19XOiI3TkHizenBfXRLv4t82kSOI2NpDx90XOpjS3K8LwEJnEdAp+M8XsaWwGoCMeimBkTuxYCKoTFnHBAXgyQGfzU85gbuDMwZ0KsRkgLMGWPoxUY+NcwN7pRvqoxJG30pRw3Ii6MxF4frGAZhVNPnOGk5r8dT5y2HxG91q/ludTrm6ibXMWwJsKMuakCfJYMojmtlE2OZPJIPZa6h1lfyobw1rOHSskz6uXaVMkavtM2ky/VwyfW6TxzyXqMjaZf0ifwqe21fTNp2P8emjZdzjHn6w1JImWu8qneut/mv6btpO229pJ0hM3m1cdrnTfRs+xV6cI/AnjbexqF9Tl1P2ZI27SmOTCsHnYjTXq9yptpGve+xBCTQl4BOR1+eSpPAMwIMdgyecwZ5Bvl6P7N8DO4EZDDoM1hn8MyAzv0YFzHeuRbDgLxjwFUjKkbq1IAbA7umfVSkfHMSo4Hr0RejaS7EuEDHlCGGTNKhE/rUOClHWES3nJMf10iHHoTKhvNqkJBHeEXG1nyRHUMrZXpUoPlD3VJ35EuIvrW+iEMZakAmdUAecyGzzpFFmuTHcfgl78ghDhsh+dQ65foaLi3LyJ9qV229RM/o1nJBr7SHyEWnqvsaHUm7Rh/itbzSttNW0AnWtS9Gt3afvp3+195vz6nnU3Wd+C1Hrrd6c62tm+hT6znlSx8kXfjCtsqmLSIzctPm2jgpL/mQhnhwI3BMXbSya7mTjrTEW9PnazuI7JQ3dUce5I28hHCLzrnuXgISOI6ATsdxbJV85wRi0MXAm8KRgZ99AoMhhg0DbwbuDKbEaQ0PBk0G1Bo/A2od0JMX8WLUVSMk+ZM38qYCgzbGQ/KibHUgn0oTfWv+yIjBmTScV9noEaMhcSgreSZ/9jVO8kp8ZIYlLGI01TRL+U4ZPshHXlgmv3YP51pu4tc6IT7laXmn7bRxW/ltfcAvbSVtgPLVQH5shOQz1Q6WuEyxRCZlaeW19bKGS5s/7JBD2oQ2zlSbWaMP8qZ4cS3th/wr3+gwtY+satBPxcs18lgTt+VI+uQFi4SpumnbCm2g7buwJQ/KmvKm/Yb7mucNMpCfPhJZVUd0rfeJQ14pT3Rb6vPIoc1Xvalz5NTAOddTNpgj2yABCVyOgE7H5VibkwTuksCUoXSXICy0BK6QAI4AxrpBAhKQwF4COh17CZpeAhI4SUCn4yQeb0pgCAJZYaiz/6w2TK0aDKGwSkhAAldHQKfj6qpMhSVwXQR0Oq6rvtT2fglMvYLUvqZ0v3QsuQQksJeATsdegqaXgAQkIAEJSEACEpCABE4S0Ok4icebEpCABCQgAQlIQAISkMBeAjodewmaXgISkIAEJCABCUhAAhI4SUCn4yQeb0pAAhKQgAQkIAEJSEACewnodOwlaHoJSEACEpCABCQgAQlI4CQBnY6TeLwpAQlIQAISkIAEJCABCewloNOxl6DpJSABCUhAAhKQgAQkIIGTBHQ6TuLxpgQkIAEJSEACEpCABCSwl4BOx16CppeABCQgAQlIQAISkIAEThL4fwZJMoAOIV+pAAAAAElFTkSuQmCC"></p>
<p style="text-align: center;">[Source: He Z, Zhai W, Wen H, Tang T, Wang Y, Lu X, <em>et al</em>. (2011) Two Evolutionary Histories in the Genome of Rice:<br>the Roles of Domestication Genes. <em>PLoS Genet</em> <strong>7</strong>(6): e1002100. https://doi.org/10.1371/journal.pgen.1002100]</p>
</div>

<div class="specification">
<p>In another experiment, scientists retrieved genome sequences of the wild rice <em>O. rufipogon</em> taken from a wide range of geographical sites (I, II and III) and those of the two sub-species of <em>O. sativa</em> from gene banks.</p>
<p>The pie charts, presented along with a cladogram, show the proportion of alleles for three genes which confer specific characteristics to <em>O. sativa</em>. Mutations can produce derived alleles that are different from the original ancestral alleles. The control group represents wild rice species other than <em>O. rufipogon</em>.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: reprinted by permission from Springer Nature: Nature, Huang, X., Kurata, N., Wei, X. <em>et al</em>. A map of rice<br>genome variation reveals the origin of cultivated rice. <em>Nature</em> <strong>490</strong>, 497–501 (2012) doi:10.1038/nature11532]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the reason that <em>O. sativa</em> and <em>O. rufipogon</em> are classified as different species.</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>Determine which type of rice has the lowest overall diversity index.</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 and contrast the trends for <em>O. rufipogon</em> and <em>O. sativa indica</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the proportion of the ancestral allele for the gene GS3 in the <em>O. rufipogon-III</em> population.</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>Distinguish between the proportion of ancestral and derived alleles for all three genes in <em>O. sativa indica</em> and <em>O. sativa japonica</em>.</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>State <strong>one</strong> reason for having a control group. </p>
<div class="marks">[1]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using <strong>all</strong> of the data, discuss whether there is evidence that the two sub-species of <em>O. sativa</em> might have evolved independently from <em>O. rufipogon</em>.</p>
<div class="marks">[4]</div>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>cannot interbreed to produce <span style="text-decoration: underline;">fertile</span> offspring ✔</p>
<p><em>Accept converse or a good explanation</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«<em>O. sativa</em>» <em>japonica</em> ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Similarities</em><br>both show diversity<br><em><strong>OR</strong></em><br>similar pattern/peaks and troughs in the first part of the chromosome / up to «approximately» 1.5 megabases<br><em><strong>OR</strong></em><br>similar diversity between 2.4 to 2.7 mb<br><em><strong>OR</strong></em><br>both highest at 0.7 mb ✔</p>
<p><em>Differences</em><br>there are «two» major drops in diversity for <em>O. sativa indica</em> whereas none for <em>O. rufipogon</em>/much wider fluctuations in <em>O. s. indica</em><br><em><strong>OR</strong></em><br><em>O.s. indica</em> much lower at PROG1<br><em><strong>OR</strong></em><br><em>O.rufipogon</em> does not drop &lt; 2.5 whereas <em>O. s. indica</em> approaches 0<br><em><strong>OR</strong></em><br><em>O.rufipogon</em> generally higher than <em>O. s. indica</em> after 1.4-1.5 ✔</p>
<p><em>One answer from mpa and one from mpb required for 2 [max]</em>.</p>
<p><em>Accept a statement of where the drops occur.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\frac{3}{4}"> <mfrac> <mn>3</mn> <mn>4</mn> </mfrac> </math></span> /0.75/75% ✔</p>
<p><em>Do not accept 0.75% or 75 or ratios</em></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a.<em> O.s. indica</em> has more of the ancestral allele «for all three genes» ✔ <em>Accept converse</em>.</p>
<p>b. lower/higher values for ancestral/derived are not for the same genes ✔ <em>Allow specific gene examples</em>.</p>
<p>c. for <em>O. s. indica</em> the highest proportion is for <span style="text-decoration: underline;">DPL2</span> <span style="text-decoration: underline;">ancestral</span>, but for <em>O. s. japonica</em> is <span style="text-decoration: underline;">GS3</span> <span style="text-decoration: underline;">derived</span> allele ✔ <em>Allow converse for smallest derived.</em></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>any reference to comparison ✔</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. large difference in diversity index between <em>O. s. indica</em> and <em>O. s. japonica</em> «suggests independent evolution» ✔</p>
<p>b. «some of the» peaks/troughs for <em>O. s. indica</em> and <em>O. s. japonica</em> in different positions «suggests independent evolution» ✔</p>
<p>c.<em> O.s. indica</em> has a similar diversity index to <em>O. rufipogon</em> «which suggests closer relationship/recent divergence» ✔<br><em>Allow converse for japonica</em></p>
<p>d.<em> O.s. japonica</em> has very different proportions of ancestral and derived alleles compared to <em>O. s. indica</em> ✔</p>
<p>e.<em> O.s. indica</em> has similar large number of ancestral alleles to <em>O. rufipogon I/II</em> ✔ <em>Allow converse for derived</em></p>
<p>f. <em>O.s. japonica</em> has a large number of derived alleles similar to <em>O. rufipogon III</em><br><em><strong>OR</strong></em><br>«but» the number of derived alleles is greater in <em>O. s. japonica</em> than in <em>O.rufipogon III</em> ✔ <em>Allow converse for ancestral</em></p>
<p>g.<em> O.s. indica</em> and <em>O. s. japonica</em> are in different clades ✔<br><em><strong>OR</strong></em><br><em>O.s. indica</em> and <em>O. rufipogon</em> I are in the same clade ✔</p>
<p>h. evidence from one chromosome/3 genes/2 studies is not sufficient to form a conclusion ✔</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.</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>
<br><hr><br><div class="specification">
<p>The diagram shows a leaf from Dryopteris arguta.</p>
<p><img src="data:image/png;base64,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" width="184" height="243"></p>
<p>[https://commons.wikimedia.org/wiki/File:E20161208-0001%E2%80%94Dryopteris_arguta_(Reverse)%E2%80%94RPBG_(30698925004).jpg, E20161208-0001—Dryopteris arguta (Reverse)—RPBG Source: <a href="https://www.flickr.com/photos/john_d_rusk/30698925004/">https://www.flickr.com/photos/john_d_rusk/30698925004/</a> Author: John Rusk from Berkeley, CA, United States of America, licensed under Creative Commons licence: https://creativecommons.org/licenses/by/4.0/legalcode]</p>
<p>&nbsp;</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the phylum of this plant.</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>State<strong> two</strong> characteristics of plants from the phylum you stated in (a)(i).</p>
<p> </p>
<p> </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>Outline why the number of trophic levels is limited in a food chain.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Filicinophyta/Filicinophytes/Pteridophytes</p>
<p><em>Reject “ferns”</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. have roots, stem and leaves</p>
<p><em>All three, roots, stem and leaves required</em></p>
<p>b. pinnate leaves/leaves divided «repeatedly» into leaflets</p>
<p>c. have vascular tissue/xylem and phloem</p>
<p>d. produce spores/sporangia</p>
<p><em><strong>    OR</strong></em></p>
<p>    no flowers/fruits/seeds</p>
<p><em><strong>[Max 2 Marks]</strong></em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>energy losses between trophic levels</p>
<p><em><strong>OR</strong></em></p>
<p>only part of the energy in one trophic level will become part of the next trophic level</p>
<div class="question_part_label">b.</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>
<br><hr><br><div class="specification">
<p>The electron micrograph shows a palisade mesophyll cell.</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the name of the structures labelled I and II.</p>
<p> </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>Outline the function of the structure labelled III.</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 plant from which this cell was taken is in the group angiospermophyta. State <strong>one</strong> characteristic that is unique to this group of plants.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between autotrophic nutrition and heterotrophic nutrition.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how energy and nutrients are transferred in ecosystems.</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>I. cell wall </p>
<p>II. nucleus/chromatin</p>
<p><em>Both needed</em>.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. necessary for photosynthesis/converts light energy into chemical energy</p>
<p>b. contains chlorophyll to absorb light</p>
<p>c. (contains enzymes) for production of carbohydrate/glucose/starch</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. produce flowers <br><br>b. enclosed seeds/have fruit</p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img 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"></p>
<p><em>Table format not required.</em><br><em>Must be paired statements</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. energy enters ecosystems from the Sun / continuous supply from the Sun <br><br>b. light energy is converted into chemical energy and lost with movement along food chains<br><em><strong>OR</strong></em><br>energy needs to be «constantly» added «to ecosystem» as lost with movement along food chains / energy lost as heat with movement along food chains </p>
<p>c. nutrients are recycled within ecosystems / nutrients in an ecosystem are finite and limited </p>
<p>d. nutrients not lost but transformed into different compounds </p>
<p>e. nutrients «carbon compounds»/energy flow through food chains by means of feeding</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">a.iii.</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="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how detritivores obtain nutrition and the effects they have in ecosystems.</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 the role of amylase in digestion in humans.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how plants capture and use light in photosynthesis.</p>
<div class="marks">[7]</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. «detritivores» obtain nutrition from detritus/waste/dead bodies ✔</p>
<p>b. are heterotrophic ✔</p>
<p>c. removes large waste/cleans up the ecosystem<br><em><strong>OR</strong></em><br>helps control spread of disease ✔</p>
<p>d. facilitates further decomposition ✔</p>
<p>e. contribute to the supply of «inorganic» nutrients for autotrophs/nutrient cycling<br><em><strong>OR</strong></em><br>improve soil conditions/aeration ✔</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. amylase is an enzyme ✔</p>
<p>b. secreted by salivary glands/pancreas ✔</p>
<p>c. active/released into the mouth/small intestine ✔</p>
<p>d. acts on starch/polysaccharides ✔</p>
<p>e. breaks «glycosidic» bond by hydrolysis/adding water ✔</p>
<p>f. converts insoluble/large molecule to soluble/small molecules ✔</p>
<p>g. product is maltose/disaccharide/sugar molecule ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. plants convert light energy into chemical energy by photosynthesis ✔</p>
<p>b. photosynthesis takes place in chloroplasts ✔</p>
<p>c. chloroplasts «are organelles that» contain the pigment chlorophyll ✔</p>
<p>d. chloroplasts/chlorophyll «in plants» absorb sunlight ✔</p>
<p>e. «chlorophyll» absorbs red <em><strong>AND</strong></em> blue light most effectively ✔</p>
<p>f. light causes photolysis/splits water molecule ✔</p>
<p>g. carbon dioxide <em><strong>AND</strong></em> water are reactants «in photosynthesis» ✔</p>
<p>h. glucose <em><strong>AND</strong></em> oxygen are products «of photosynthesis» ✔</p>
<p>i. light <span style="text-decoration: underline;">intensity</span> is a limiting factor for the <span style="text-decoration: underline;">rate</span> of photosynthesis ✔</p>
<p>j. organic/carbon compounds/glucose provide food/stored energy «for plant itself, animals,food chains» ✔</p>
<p>k. up to one additional mark for an accurate detail from AHL ✔</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>Most candidates got max 2 for mp a (nutrition of detritivores) and mp e (recycling of nutrients). Candidates getting high marks were able to provide correct examples of detritivores and correctly link to&nbsp;their role in enriching the soil and remove dead material. The biggest problem was the notion that detritivores recycle energy.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The name, location and correct function of the enzyme was very common making 3 max the most common marks. Students who got fewer marks gave generic explanations of the process of digestion. Some students made incorrect references to amylase digesting proteins. A few candidates ignored amylase and discussed digestion in general.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Generally well done with some very knowledgeable answers from the Higher Level programme sometimes to the detriment of the more basic answers required by the standard level examination. Many candidates who attempted this response got more than 4 marks for mp b, d, g and h which were the most common. Students getting higher marks were able to focus on correct conversion of energy, efficiency of red and blue light absorption, and photolysis. Some egregious misconceptions exist among candidates such as plants are green because they absorb green light. The idea that during photosynthesis light energy is converted to chemical energy was frequently neglected.</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 section of the Singer-Nicolson model of an animal cell membrane.</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 the principles used by scientists to classify organisms.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the movement of energy and inorganic nutrients in an ecosystem.</p>
<div class="marks">[7]</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. bilayer of phospholipids with both “tails” towards the inside «of the bilayer» ✔ <em>This can be taken unlabeled from diagram</em>.</p>
<p>b. hydrophilic/polar <strong>and</strong> hydrophobic/non-polar annotation ✔</p>
<p>c. cholesterol between phospholipid tails ✔</p>
<p>d. glycoprotein ✔</p>
<p>e. integral proteins/channel proteins ✔</p>
<p>f. peripheral proteins ✔ <em>Allow this if it does not extend across the membrane</em></p>
<p><em>Elements should be clearly drawn, correctly positioned and annotated.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. use of the binomial system ✔</p>
<p>b. agreed/developed by scientists / <em>OWTTE</em> ✔</p>
<p>c. hierarchy of taxa used ✔ <em>Names of the seven taxa not required</em>. </p>
<p>d. three domains used/three domain names ✔ <em>OWTTE</em></p>
<p>e. genome/DNA sequence similarities<br><em><strong>OR</strong></em><br>amino acid sequence of specific proteins ✔</p>
<p>f. species from a common ancestor are grouped together<br><em><strong>OR</strong></em><br>included in the same clade/branch in cladogram ✔</p>
<p>g. use evidence of evolutionary origin ✔ Allow example <em>e.g.</em> fossil record comparison</p>
<p>h. shared characteristics within a group<br><em><strong>OR</strong></em><br>similar embryonic development ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. autotrophs/producers/plants obtain inorganic nutrients from the «abiotic» environment ✔</p>
<p>b. energy provided «mainly» by sunlight ✔</p>
<p>c. light energy converted «to chemical energy» through photosynthesis ✔</p>
<p>d. photosynthesis/producers/autotrophs convert inorganic carbon/carbon dioxide and water into carbon/organic compounds ✔</p>
<p>e. «these» carbon compounds/foods contain/are a source of «useable» energy «for life» ✔</p>
<p>f. carbon compounds/energy are transferred along food chains when eaten by consumers/heterotrophs ✔ <em>Allow OWTTE for mpf for passed up trophic levels</em>.</p>
<p>g. respiration returns carbon «dioxide» to the environment ✔</p>
<p>h. respiration releases stored/chemical energy as ATP/heat ✔</p>
<p>i. energy/ATP is used to carry out life functions/synthesis/growth/movement ✔</p>
<p>j. energy is lost/not recycled ✔</p>
<p>k. nutrients are recycled / example of recycled nutrient <em>e.g.</em> carbon ✔</p>
<p>l. decomposers recycle minerals/inorganic nutrients ✔</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">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>Plants have widespread influences, from food chains to climate change.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a diagram of a palisade mesophyll cell labelling only the structures that would not be present in a pancreatic cell.</p>
<p> </p>
<p> </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>Explain the process of photosynthesis.</p>
<div class="marks">[8]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the process of peat formation.</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. cell wall</p>
<p><em>Must be shown as a double line</em></p>
<p>b. large vacuole</p>
<p><em>Labelled either inside or on the membrane</em></p>
<p>c. chloroplast/plastid</p>
<p>d. starch grain</p>
<p>e. tonoplast</p>
<p><em>Allow <strong>[2 max]</strong> if any features common to both plant cells and animal cells are labelled</em></p>
<p><img src="data:image/png;base64,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" width="316" height="216"></p>
<p><em><strong>[Max 3 Marks]</strong></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. autotrophs perform photosynthesis</p>
<p>b. carbon dioxide and water are the reactants/raw materials required for «photosynthesis»</p>
<p>c. light splits water molecules/causes photolysis</p>
<p>d. «photolysis» releases oxygen as a «waste» product</p>
<p>e. light energy is converted into chemical energy</p>
<p>f. «photosynthesis» produces organic compounds/glucose/carbohydrates</p>
<p>g. photosynthesis occurs in chloroplasts</p>
<p>h. chlorophyll «photosynthetic pigment» absorbs light</p>
<p>i. different pigments absorb different wavelengths «of light»</p>
<p>j. chlorophyll absorbs red and blue light/ends of the spectrum</p>
<p>k. carbon dioxide concentration/temperature/light intensity are limiting factors</p>
<p> </p>
<p><em>Award only <strong>[1]</strong> for correct display of equation unless further annotated or explained</em></p>
<p><em>Allow up to <strong>[2]</strong> for correct use of understandings specified as AHL topic 8</em></p>
<p><strong><em>[Max 8 Marks]</em></strong></p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. formed from dead plant material/leaves/mosses/Sphagnum</p>
<p>b. formed in waterlogged sites/bogs/mires/swamps</p>
<p>c. where bacteria/fungi/saprotrophs are not active/are inhibited</p>
<p>d. organic matter not fully decomposed</p>
<p>e. «occurs» in acidic conditions</p>
<p>f. «occurs» in anaerobic conditions</p>
<p><em>Reject anaerobic respiration</em></p>
<p>g. «very» slow process/takes a long time</p>
<p><em><strong>[Max 4 Marks]</strong></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;">
[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>
<br><hr><br><div class="specification">
<p>The photomicrograph below shows the protozoan <em>Paramecium caudatum</em>.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Deuterostome, CC BY-SA 3.0<br>https://creativecommons.org/licenses/by-sa/3.0, via Wikimedia Commons.]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the genus of this organism.</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>State the domain in which it is classified.</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>Outline the method of nutrition carried out by <em>P. caudatum</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>Outline <strong>one</strong> aspect of how <em>P. caudatum</em> carries out homeostasis.</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>Apart from the ribosomes, explain the evidence for the endosymbiotic theory of the origin of eukaryotic cells.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Paramecium</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>eukaryotes</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">heterotroph</span>/<span style="text-decoration: underline;">consumer</span> as it feeds on bacteria/algae/yeast/smaller single celled organisms<br><em><strong>OR</strong></em><br><span style="text-decoration: underline;">heterotroph</span>/<span style="text-decoration: underline;">consumer</span> as it does not have chloroplasts</p>
<p><em>Heterotrophic must be qualified</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. lives in fresh water so water enters cell (by osmosis);</p>
<p>b. <span style="text-decoration: underline;">contractile vacuoles</span> collect and expel water;</p>
<p>c. homeostasis is keeping internal conditions within limit/constant / involves osmoregulation/regulating water content/potential;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. mitochondria/chloroplasts show features in common with <span style="text-decoration: underline;">prokaryotes</span>/similar size;</p>
<p>b. multiply by binary fission/in same manner;</p>
<p>c. have naked loop of DNA/circular DNA/own DNA;</p>
<p>d. surrounded by a double membrane;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>In a about half of the candidates named the genus correctly (<strong><em>Paramaecium</em></strong>), but significantly fewer could state the correct domain (eukaryota). The most common wrong answers were prokaryote and eubacteria. Only the better candidates were able to outline the method of nutrition (heterotrophy) in b and describe how homeostasis is carried out, in spite of being specifically stated in the syllabus. The endosymbiotic theory was quite well known.</p>
<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>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>Life is based on carbon compounds.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a molecular diagram of alpha-D-glucose.</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>Outline how carbon compounds are produced in cells using light energy.</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 transformations of carbon compounds in the carbon cycle.</p>
<div class="marks">[7]</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. hexagonal ring structure with O at one point (between C1 and C5);</p>
<p>b. correct orientation of OH groups (on carbons 1 to 4); <em>Hydrogens not required</em></p>
<p>c. CH<sub>2</sub>OH group shown on fifth carbon with correct orientation;<br><em><strong>OR</strong></em><br>d. 6 carbon chain with oxygen on first C;</p>
<p>e. H and OH groups correctly orientated;</p>
<p><em>Carbons do not need to be numbered</em>.</p>
<p><em>Allow boat or chair diagrams</em>.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI4AAAFVCAYAAAA5c9dQAAAgAElEQVR4Ae2dB7wVRZb/Z3dnZ3bizu7s7Ky7O+PMTvir4+jM6BhQEAGRHCRIzhkkwwMeQUSiBEFBRUEQAyhRBclJJCMZRRAloyAgOZ//51uXc1/dfn3Du/e+x+17u96nX3dXV1d1nfrdU6eqzjn1HfGDT4E4KPCdON7xX/EpID5wfBDERQEfOHGRzX/JB46Pgbgo4AMnLrL5L/nA8TEQFwV84MRFNv8lHzg+BuKigA+cuMjmv5TSwHnnnXekevXqct9998ktt9wit99+u1SrVk1GjBghBw8eDGm9V199VZo2bRoSZ9+QV4kSJeTjjz+2o8NeX7lyRebOnSudO3eWBx98UH7/+9/Ln//8ZylcuLD07t1b9u/fn+vdUaNGSevWrXPF2xGPPvqo7Nq1y47y5HXKAqdLly7yD//wD1KxYkWZMWOGbNu2TebPn2/A853vfEd+/OMfy5EjR4JEz87ONs+CEY6LoUOHCu8tWLDA8ST37eXLl6Vo0aIm/fe//3157rnnTGOvXbtWxowZI//xH/8h3/ve9+S9994LeblVq1by97//PSTOefPd735XNmzY4Iz23H1KAgfuQCPDXZzh3Llz5lfP8xdeeCH4OJnAARDk/7//+7+yefPmYBl6MXXqVPP83//93+XQoUMaLT5wgqS4MRe33nqraZhw3AFW/0//9E9Sr1694AcmEzht2rSRf/zHfxQ4jFu4du2a3H333eYb69atG0ziAydIioK/2L59u2mQX/3qV3Lp0qWwH7BlyxY5fvx48HkygYM81b59+2DebhefffaZ/OAHPzBd1ldffWWS+MBxo1QBxc2ZM8cAp0GDBnkqEeD86Ec/kiJFirge//d//xeRi9mF/fM//7MsWbLEjnK9vvfee02ea9asMc8Bzk9+8hPX8vW7kNt8GceVnIlFqvzQtm3bPGUEcJBLoh3O7o/R2bfffhssCxmKPDZu3BiMC3dRvnx5k3bRokUmCcCJVj7PfeCEo2gC8e+//74hfqNGjfKUC8D5wx/+IHRhbkenTp1MvgqcxYsXy09/+tNgQ7dr186UxzAc+WbdunVRy3/kkUfM+ytWrDBpAQ5TBm7laxyymQ+cqKTNewJ+6fwq//SnPwlCaLiwbNky+eijj4KP8yrjFCpUSJYvXy7Hjh0zczIVKlSQKVOmmPx+/etfy7PPPhvM2+3i1KlTZljOt37xxRcmiS/juFGqgOKuXr0qP/vZzwx4EJTdAvMsv/zlL82Enj7PC3DOnj0rb775pr5qzgMGDJD69eub61q1asm//du/yYkTJ0LS2DfdunUz32jP2/jAsSl0A66ffPJJ0yg0plvo37+/ed6jR4/g47wAJ/iSdQFYXnzxRRPz8ssvm/zhQm4jOzgMAjTc5q233grm4gMnSIobcwFH6dOnjzDBVqdOHWHWd/z48TJkyBAzYmFkwjKAPe0fL3DoqgBq5cqVBW5HQEBGJqL8m2++WXr16iUTJkwQAMV3/fGPfzTzOG+//XYIgXzghJDjxt0sXLjQCJtM+/Pr5ldepkwZWbp0aa6PGj58uJQuXTpXvEa88sorwpDclotWrlwpP//5z806mD2y0ndOnz4tgwYNkv/+7/825fMNLDew7OAWABUAjBQAHcsnXg8pueTgRtTDhw9HlDnc3okU9/nnn5t5H+Zijh49GimpEdIPHDggCMR+CFDAM8BJdoM1bNhQmIdBUPZD3ingCeC8/vrrppvRqf28VzP0DRYuf/jDH8pjjz1mFlJZTOVAlvJDbBTwBHCQKZAvnDo4sVUxdyrkGboq52GraeR+y4+xKZCRwLEJ4F/HRwEfOPHRLePf8oGT8RCIjwA+cOKjW8a/5QMn4yEQHwF84MRHt4x/ywdOxkMgPgL4wImPbhn/lg+cjIdAfATwgRMf3TL+LR84GQ+B+AjgAyc+umX8Wz5wMh4C8RHAB04cdHvjjTeMCut//dd/GaV2tAjRLkT774MPPogjR++94gMnj22GQjs6z9it79ixI/g2njTQJkS9FZXUdA8+cPLQwugKo/+M3rNbuHDhgtFfxi4r3TULfeC4ISBMXO3atY1CmdO6wU7+1FNPmTRjx461o9Pu2lPAQeUTfzQFfWBbhS0VTpEw4bW9ZDgRgccvtBV/97vfRbREdb7ntfuUBw62Ti1atDDdAw1yI45Vq1YZwzvK/s1vfhOxjVFL1W+0nS5FfMmDD1MaONiOI4TSEBi7vfTSSzfkQEmerofvwA9gpHDx4sUgcLZu3RopqaefpSxwAA0eJP7yl78YH4CRHBAURAvgygTgYJCnFp9u5aLwTjq6tTNnzrglSYu4lAQODYMDAEATqZEKsgVwf6IWnZ9++mnYovFUCnBwepnOIeWAA2cBNBAfb6OpFPCEynepcwK3b8MRAmkijbzc3vNaXMoBZ/r06YbwuHK70d2TszFPnjxpPJH+9a9/FRwjOAMODPBU+re//U3gUOkcUgY4gATQpIpME67Rv/zySylevLjptrD+hAtlZWVJ2bJljYcvuiiG6zgswDlTsowIw33PjYpPCeCoTJOK3ZNbw/C9+Cps3LixPPzww4J3rw4dOoT4DcQpE06Xws0yu+XrpbgbDhxbpknF7imRxgQ8//M//2M8syeSTyq+e8OBY8s0qTKCSmZDsb8Di6K49U+ncMOA4xWZJtHGRogGPHAeui387KRDuCHA8ZpMk4yGTjeZp8CBk84yTTSApZPMU+DASXeZJhp40kXmKTDgZIpMEw046SLzFAhwMlGmiQYgr8s8+Q6cTJZpYgGPV+d58hU4gCaVVCOiNeSNeI7fZS8O1fMNONo9sZtKui/4JQo4L3Zb+QIcu3tKVL1g06ZNZvGTXX7d9se0Gw0X/WjguQX0hvft2xeyAaxbuhsV57Wher4AR4fcNWrUiFs1gobmfRY+9WDqnu2XdWMxZyNj0xRuH03UOMknmuqnM8+CvPfSUD2pwNEh9x133GEUmbiPJ8BdsBLAwI2NNzB2Y38qNgJhczE2InvggQdyqSx4HTheGqonDTgq0/CrTqR7ojsiD/aL+uabb1xx9/zzz5s0Xbt2DXnudeBoZbwg8yQFOLZMk0j3BOHYSxzghNurijSAlO2b2VTeDukCHOqU6jJPUoBjyzSJjqB070w07SIFtOuwOLBDOgGHeqWyzJMQcJIl09iNX7Vq1ahGb6Rn32+EZbs7AzhsgFauXLlcx0MPPZTywrFNB65TWeaJGzjJkmmcxKLRUQaPFthjii6NjTw0ABy0CLt3757raNKkieeAo/VKRZknLuDAadTCElOWeEdPShj7zN6YeHuIFnAxAsc5f/58MGm6dVXBiokYzopdFzJgKoS4gIOFIpVgToQNw5K1jxQEefrppw0gdH/wcETq2LGj2RvTfp7OwIEeDAawAkmFEDdw6CaqV69uGrlkyZJJq8v69etNl8JGqtgxuYVp06aZNG3atAl5nI7AwecOdIbev//973P9WEIIUIA3CQEHWWLw4MGmUk888URSzHWRnZjcg1D29tBKE9yo/eAHPzDPmRi0Q7oBh25Yhfrvfe970rNnz/QBDg133333mYbEBx5bLycasIjEXokZYgzchg0bJuziq46NABXXgMwO6QacZ555xtAVWe61114zM+fsIpwKIWGOQyVYB8J5Ig2KCezixYsTrhugmDhxohklAR6WGurWrWuEw3CLnc2bNzcOkNwKx7qAkRV7jKd6YLG2c+fO8i//8i9y//33C/55CCy5pBVwqBTyCGtUgOcnP/lJiFVjqjdUKn0fk6naFf/pT38K4appCRyIz6+aobSCZ968eUlpk+3btxuHSunukHH16tWme4Z+HHTPdkhb4FBJPHPqLwaBLhleqZK9C7DdGKlyzVwYw20FDdzGnqPiO9MaOFRw3LhxZpgOEVCPwGl0IpOE6Qwc1vaQ5ZgTg164w2XV320qIu2BA3hGjx4d/PVAkCpVquT6BcX6a09n4AwdOjRIJzyaLly4MCxZMgI41F5XupX9woqZ0MprSFfgsGzys5/9LAgcJvoihYwBDt3TnXfeGSQMABo4cGAk2rg+S0fgMMRGLUR/VJx12O1KhEyQceyKs4TAZhlKIPpwnBBF07ex80gn4Bw+fFhYyGWyUmmCJUgsI9CM4Tja+Lgzu/nmm4OEgmAAaPLkyZok4jldgOMcOUEHHG7H2n1nHHBABf05C5f6K+PMVDoGadFCOgAHpSzVCbJpMHz48GjVDz7PSOBQeyYIUQuwCccSxZQpU1y9eCrFvAwczHxQrv/DH/4QUm+WExh2x8ptoEXGAofKq9qEDR6uixUr5jp3wTteBk7fvn1DAENdAc3y5cv1dxHzOaOBA5VQx3ACh3smwdhEwxm8Cpw1a9bIj370o5C60j2/8847zirGdJ/xwEFIRDfYDTzonDiDF4Hz7rvvyg9/+MNcdSxVqpSzejHfZzxwoBRqE1hs/vSnPw0hLsPUpk2bCgubGrwEHOzTUQNBl8j5w2DYbSvXa/1iPfvAsSg1aNCgXASG4Ey/qx24V4DDuhOGgk7AcB/vrLlFqswWjm1CcI37+v/8z/90JTa243RrXgAOCvyY9riBBk6DiUuiwfMch26G0RHD62QEOItTiNQGwAwH59Lcp+q+CKjL4pZfv9k+0xXTfSUjoFKL2koqhDyrjkKkDz/80IwM3n//fXMdTsFq7969IVssu1UYAJLnzp07pVKlSq7EV+X1VAQO34TrFRsses1mZ/GOoGxa8UPdvXu3zJ492/gKWrJkibFktdPo9alTp2TdunUR/QDt2bNHIu25pXlFOscMHPrvPn36uHKG3/72t7Jly5Zc5bRs2VLuueeeXPF2BLIMG6BqsJWZtAF++ctfpiTHwdYJNVn9TvuMcMxGIYkGwIJZjJ23XmPT5gx8E89R1wgXcAxRpEiRcI9jio8JOCBe+28aGqM5OAUfyWr3v/7rv5qhp1NJPR7gQCgljH2mK9MtftjmJxWOcN0r381scaIBzqGjM36AM2fONEs0jEYLFy5s6ARN7JBSwNHtAhFi3Zb+J02aZCrBKjg23RriAQ7CsFuXFU6GsMFV0NcIvc71N76BCc5kBDgKE4ZDhgxx1aDUH/OECROCxaUUcNjQC3aJzOIWaGxUJSAaDQyHIsQDHN5jfWfkyJHBCTS8ct56662unKigweIsD+DcdNNNwW9r1qyZG4nyHIeJDJwcq4dwAbmH5Ysf//jHwR9sSgEHO3EaMlJgsU4n83bt2mWSxgscLSc7O9u4LUHIdDZYqtxDG4DN97BkkpdFS62n27l///4xuXupWbOmKXvWrFkmm5QCDrO5TvnFrbLsCAcBdeIO4KAaWb58+bAHrNgWju18GX7iFi6Vj169epkfDHo1ydygvk6dOlEHFtBKJ1BReCcocG677bawNAfo+S4c021Ealy7oVmHAThLly410QDnF7/4hTRq1CjsgfAXDjh23ql6jXNLBFdbtkvGt1aoUCGmxqV8aK7uTxQ4fFM4umN1m+/AgQh0Qe+9915Ueqgcoia6iXZVUQtMgQQ0HHtzJjvgxCEWB1MsCgOct956y3yCAiclhuMAwunh00kofOTo0PHrr782j33gOKkU+z1eORC8GXhECnAOgIM7X0JKAQezDYbibIkcLmDMTwVsxz8+cMJRK3o8a19Yws6ZMyds4iNHjhgxAlGCNT9CSgGHKW4EZEYNr7/+eohhHUNvbJwZ+dxyyy0h8ooPnLBtHtMDHEcxJO/Xr5/oSFVfZLjONAlD8RdffFGjUws4fBUzxegHw1UYguILB09cOgHGsNBp6+wDJ9iecV0wtGcDWGjOgcoGI1RcnXD/85//PNdaYEpxHK01w2NmRW3rQ8xcGBK6BabD8WsTKbAO5bbOFemdVHqWX8Kx1pE1QmaGGSWpDAlomPpwm8VH1gFQmGCHC0xSAsBEQkxrVc4CGKKzvI9ahc4SO9Nkyn1+A8emIz6d0SJI1iSjnXder+MCTl4LSef0BQmcVKKjD5wEW8MHToIEzNTXfeBkassnWG8fOAkSMFNf94GTqS2fYL194CRIwEx93QdOprZ8gvX2gZMgATP1dR84mdryCdbbB06CBMzU133gZGrLJ1hv1uwi+SZOMPuUfd1fckjZpkntD/OBE0f7YCuPOTSqDqiYoJOEoj56v6hBOAP+ckqUKBHi88dOg1s3nquJi/0sVa994MTRMmrLhF4MoEH/hWuO3r1758pR7c3CeVjFMQHvJsNsOFfh+RThAycPhMUEhj0psGrFoYC9iS37oKM8hWIam5ThnlaDDxylRIae2aEPzhDJsbcq7TPa0uADRymRgWe07nQfri+++CIsBVTnt3jx4sE0PnCCpMi8C/bcgtsgz0RSl6X7Ih3uYNT1rgIH7xOYDDuPqlWr+jJOukJq7NixpnExEYoULl68aNIBHt0dUIGDII0M5DxU+d8XjiNR1qPPpk2bZgCB3XWkgCs1QMOhwrMCxx9VRaJcmj7DOxZgwLrSHjE5q4t/PdLht0bNd33gOKmUQfeAAANEQBFpbynt0vDto8EHjlIiQ8/YZ2PF+re//c11hpjnv/rVr4z9vM2VfOBkKGDsauNgiu6K5QbcrAEWRk9wGvZcx6Ekk4F28IFjUyODr9UnDd2W8xg2bFguyvjAyUWSzIxA3mGoPWPGDLO/AtwGdyThHHgzB4RjKnVF4qQaLuB4Hmli0fnOjb7316pudAt4tHwfOB5tuBv92T5wbnQLeLR8Hzgebbgb/dk+cG50C3i0fB84Hm24G/3ZPnBudAt4tPzYgXNqicydUE3q3ZQz6fXdukOk58wdEvBqrBS4IIem/C3XxFjORNntclvfObLkVGCjEH3LP3uLAjEA54wcXNEgBDA5IABEN8kvOs+TbUEcfC3rBv4iAnACwPtul0VyyFu08r/WokAU4FyW06trSlEztX6T/KLDBHl7/8XA61e3yaoBt8lN5tldUnSe7lO1QabW/r4B1E1jP5EclW1eOyMH55UJ5HdTdxl9Mog265P8Sy9QIDJwri6UccUDW/58t9E02ZyrnXfLok6BfcODHOTy2/LM7+AqNphySHH1k1ZS0oCtufQ5GAqrnFT+VapTIAJwLG5zU2vpo5wmpEaWPPO7Z+RtcHBytHQ1clBRqbbaduF/WU5vHy6Davwo0I2VHCdLcgExJHP/JoUpEAE438rOF39nGjnITXJVxALOdSDkcJQcITpUJiK+pBSff8DRjeXK3I9IYQpEAE4kWUVr5Oyqrsq384tfl3vcgIOc9IL0W3HQB42S0KPnxIAT7JZUnnHjUrZAHK7L8yj1MvizIwAnZ1jtKhhf3SwLO13fxLTocHn7NAJLDgf6/uB1ciFI2P2yrn9gA5Hw3V4wsX/hAQpEAI4lHH8ndNLu6oE3ZVw73fm2rFRbfSJQ1eAo7Hdy29v7QqqfI/tUk1afnA955t94jwIRgENlDsknY+6IILM4hNxg1+UcUZFXDjfyuY73gOL84ijACYBnx7vdcobRzMHcVE+qTZieMxl4PdccruI2R3M5R3D2J/+c7eC5+xiA47k6+R9cABTwgVMARE7HInzgpGOrFkCdfOAUAJHTsQgfOOnYqgVQJx84BUDkdCzCB046tmoB1MkHTgEQOR2L8IGTjq1aAHXygVMARE7HInzgpGOrFkCdfOAUAJHTsQgfOOnYqgVQJx84BUDkdCzCB046tmoB1MkHTgEQOR2L8IGTjq1aAHXygVMARE7HInzgpGOrFkCdfOAUAJHTsQgfOOnYqgVQJx84BUDkdCzCB046tmoB1ClJwLlmPhVX9bpHUwF8e74XkU51STaxEgNOAC8+aJLdKh7ILzHgeKCC/ifmDwXyFThXrlyVS5cu5eq+6AKuXLkily5dzvUsf6oZOVe+h5192Yj1xImTcuLECXPtd1Xh6ZZvwAE0B/Yfkk0bN5mNwHTLZRqDBvr8889l65btwn7eN7qBzp07J3v37pWVK1fKzJmzZMaMmbJy5SrZv3+/nD/ve9Zwg0/SgQMIOM6fOy9vvTlFWrZoLVu3bDVg0Q/4+uuvZeTIkdKpY1c5cuSriPt46zvJPitYAfHmzZvl2WeflRo1akq5chXMUa1aNRk1apTs2LEj5Nv1O/R9vc+0c8LAsQnItd6fPn1GBg8aKvfec798+OGK4C/32jUxv+QnnnhCSpQoJfv3H7ghwNGG3rBhg7Rt21ZKlHhEevbsJYsWLZalS5ZJ9+7dpVChQpKVlSWbNm3S5MH6BSMy9CJh4EA3BYtNwzOnz8rwYaPkoYeKCY1z+fKl64+vyYGDB0yDlC5VXvbtPSB0awUZ9HvZS7N3795Sq1Yts9Md3SayF90qstno0aOlYsWKMnDgwOAe4gX5nalcVsLA0UZwVvLMmbPy7Ijn5e6775VJk16T9RvWm+0It23bKosXL5S6detJ2TIVZf++g3K1gIGj3wonqV27trRr186AW+M5wxk3btwojRo1ktatW8v69evtxxl/nRBw3EFzTfg7e/asPP/cC3Lzzb81v9pmzZqZBqAR6tevL7ff/mepXKmqEaDzi+O4f18Oh5w9e45UqlhJnuzzpOzbG3A9Z79z+PBh6dq1q7Ro0ULY/dcPORRICDg52dhXzAoGgDNq5Bj5w+//nzRt2lT69u1rWD5sv1u3bnLfvfdLxQqPyf79B/PcVdmNa5fsdm2npfs5evSofPLJJ0bgnTVrllSsUFH6PfW0HDxwMFeXe+zYMenRo4cBzsKFC92yz9i4fAMOXdXw4aPk3nsLmd1y2Yv7yy/3mmPNmjXSuHFTKVumguzbd9AMyRndIF/EEmwwxJKefJmboWt66623ZNy4cXLmzBn56KOPpHr1xyUrq5sBkzNfpgzgkC1btjRDdefzWMpO1zRJAY5NUK45AM6wYSOlSJGHZf16hOOcfRsOHDggXbp0lTKlyxuOw7bLcAG2T6aLs/NzEj7SM2da7nWOZt68eTJgwAADAoReBGG6IuSbxo0by8yZM01azYP5G+Ief/xxM8LavXu3PvLPIpIU4LhR8vTpszJs6Eh58MGH5KOPVpqG0nQAhwYrXaqcHDx4WJYvX266skGDBsm6detMWnvCUN/TsxM83Dvj4DKAA6F28ODB0rBhQ+nSpYuRVfQZz998802pWbOWtGrVStauXWuAC3gZCTZo0EBq1qwp77zzTq65HGd5+m2Zcs434ORwnKIhwIHgAKdDhw5Stkx5ObD/oHxz7BuzYXv79u3NLxwA7dy5M6QN3MARksC6Ie2uXbsMYOAYlDV79mw5efKk6Q6Rc5jce+ONN2THjk/kjTfelCqPVZUHH3zQCO6MpJjDqVSpkgHNN998Y+XuX0KBfAEODXf50mXZtHGLTJ8+Uw4fPhIivyBfLF/+obz33mw5ffq0ecavn2l/BNZOnTpJvXr15OWXX5Yvv/wy+GuPBh64FLPSEyZMMHMzHTt2lHfffVf27dsX7JqQcZo0aWK6rDlz5ggCMN+zdetW817Pnj1N1zRx4kTTffKMfCnbDzkUSAg4Skw952QbGPKePXtOjh8/kWuhk4Y4deqUWVC0BWJGPcePHzfT/K+99poRTJnBnTZ1mpF/VE7ivG3bNsMxEHQnTZpkBF04CetLLB+88sorJh/yIw6QMLJr06aNWe4AKHAS8uL7kWl4H6Aia3GNwO5WN7uemXqdEHAgWn4QlsakO1swf4EMfWaodM/qLq+8Ms5wAIA4b958eeKJttKubXvJzu5prtu2bScvvTTWgAVQwGVofOSn559/XrKzs41wDAeiG1PAaMNTj/yoi+afbueUBI4C8tLFS7Jl8xZ5bcJr8vrrrxuusmTJUmnSpJk0adxUXp/0hsyZ84HhOO3bdzDCLOkAxaFDh8zQ++mnn5Z+/frJq6++agRvukY/JE6BhIGT+Ce452D/+ulu4ECrVq2Sp556Sh56qKjMn79ALlwIdCXIR0zQ9erVS4YOHWq6HUZF3I8YMcJwHV/AdadzvLEpCRwbNFox4pj2r1GjhpmJdqZBZmKSERUJ1fdhohHh15ajND//nBgFUhI4blWi+3n//felevXq8swzz+RKApCcYMqVyI9IGgVSAjhuDW7Hcc2I67333jMc57lRz4WAhOd2eps64eLtNP513imQEsCJ9Nna8HQ3c+fOlapVq5oVa+c7DKcZRtM9IRPpe850/n1yKJDywNFqAgSWD9DWK126tJkstGUXhuB0YSxlAKBwwQdUOMrkLT5lgEODRmvUI0eOmLWlkiVLSp8+fWTFihVmIvDDDz+UgQMGSs0aNU28z3HyBoJ4UnsKOAjIrFKzaIk6RHaPbGFdK6trljRu1Mjc01XFAsJ4iOW/k0OBlAFOzicFrsJxH4Rk5nTGj39VOnXsLK1bt5FOHTvJiy+8aExxdFXdmZ9/n1wKpCxwYqkmpisfrVgt+/buDy6ExvKenyZxCngSOMqNpk6dKsOHjZStW7cnTgk/hzxRwJPA0RqyMt69W09Zt26DiVJA6XP/nH8U8DxwenTvZYDjgyb/QOKWs6eBM378eOnRo3eQ47hV0I/LHwp4FjhwGICT3aO3UYbPH/L4uYajgKeBg46ND5xwTZu/8Z4FDmTxOU7+giNS7p4GzrhxARln/bqPI9XRf5YPFLhhwAkZBV03IOCE3wqn74qAUXFO7a9dT/Hy2HHSLStb1q1dj9VxrhBSRq6n0SPc3neLc+YUSxrnO167TwpwlFCc7WslhsbpvfNs3BRY7xpXEQ4gOMFDHpPfmiIDBw6RzZu3OLMMuY/nu6J9c0gB12/CleOW1utxSQFOOCLYxLevNb3GBUGhF9cCDATOE/B9EfgffI+LayL7vtwrmzduMQZ9+izc2W5UO024eFOEiy2VfrOdh1vacOmc73n1PmHg2ATCgoDVa4z70QHWQJpjx76R7dt3GAvN3PZKCg99w3JICCIAACAASURBVNjdBBgPnMj0Q4oqMU4nt27ZJtOnTpPx48bLlClTZPXq1cYYz8oh4qV+t541MYukqG+g/D558mSjxoFN1vbt20Nsy7HVop7YvbNqbwcMC9EPSmf1jqQCB2M2DOn69++fS5lq48ZNMmrU8zJ27MvGFDe0wQKg4L8G8xzQYBR39pxcO31Grp09LyePn5DFS5dJr569pFvXLGMPjolvj+49ZNLE14zxneYR6RxafiAl1hLYXGHQhzUp+XLu3LmzqRMAUvMarjG7mT9/vrE3t8uaMWOGDBkyRLZs2ZK2ivJJBQ6EwvdN5cqVDdFsYi5YsNC4NsFwDjPdkKDM5PqZU0BAvibXzp2Xqye/lWvHTsiZQ1/JyuUrpEnT5saT1ksvvGCsOceMGSMtm7eU+nXqGQ6B6oUGGyD2tT7XM9qEGPFhU/7oo48ahTDWwrDTQucHBwQ4hEJpjPDCCy9IuXLljMWozV15Nnz4cMH55KJFi3JxIy3P6+eEgQMBtEEADo6I0AuGVcP2aRDOC+YvlKZNmkn7dh0McGhcfuGB46KxkaILy4m7IBcvBO4vXbooV65els92fir9+z0the67XxYsWGAU2Cn/8uUrsnDBIunYoaOx+8YXDt2HMz/NW/PlnjSkpfHhHsWLFzd1wKxGdXuwycLmHEDhL4dvx64dpwTMJfEu9SQfzthyYcaDOQ9x6RgSBo6CBuIAFoCDw0XUOmlAGuDkyVPG+UDDBo1M4/LLplsDaFu3bjPHtm3bxRxbt8m2LVtl+5atsoNnm7eY7uPYieMyf+FC482iWZMmAS0/C7Q4gsTHjroqgashl/BNemBvzrHdlLnVXFPmgQMHZefOz4xN+QMPPCA7tm0PdjHUj2PPnj2G89x///1GkYxZa4ADh6I+yDMADI8YWI9ixrNkyRIfOJF+NQoeGg73rr/5zW+MyxAAVL5cOalc8TG575775a9/ucsA5+MNG2TwoIHyeLXqUrd2Xalft57Uq1tX6tata7xU4Kmibt36Uq9OfXm8ek3pltVDFi9cIjOnz5TateuaX7T79wSkJH7106ZNM14pcA6p+eq5Xp1AOXVq15F6desL80HvvzdHOnfuarjKsa+PyrWrgby0HH4E2HUBHMCJi5RC9xeSO++40yjPV6iAf+Ry5kdz2y23mbhly5YFAaj5pMs5YY5jE4JfMzLOPffcYzjPiy++aAz+cQbQ9ol2UvKRUtKhQ0f5cu+Xsn3HNiMvrFq5ypj24tXcPlatWi0rP1pp0uD9E64wa9a7xok1XUGkAJDhAoy04Hwh+a5cKauul4UrN8yKGQl+uHyFcV6ABcUJy7xGOQ6cBIEY4PAOHjJKFC9hZK1hw4YZ17Y4N6DOjz32mAHQ0qVLfY4TqaF4BoG1qypfvrzp39ENZtjKefLkt6VevQYGOF99dUTOnT9rRiiMUjjwQ8Oh9/YZD1nYic+dO890AXgCVS6n30UaAABY4A7ILuSH/GHn5SyH+/PnL5huEsuJokWLGtMblW80f9y+4Xfnvvvuk08//dQ4MYCjMgLD9Jh6al1xp+J3VUq5GM4AB3ciCMfoA9th4cLF0qxZCwMc3I/kNQAU7KratW0n5ctXkD17vggKr+SFPIO8gaMBgOoEVrTyvvrqKzOCKly4sLz55lshOsyAEOsJBGPkGuQZ/O/AWQAT4NPyOAfc+weEY3uEF+0bvPQ8qV2VchwIyrUd5s9fKE0aN5N27drnHo5bCbUBrKhgo+DZa9Jrr0vJkqXkmWeGGrclABRAPfvsSKldu47pIhFS3fKx83ReAw66RPwx16lT13jDwIEB3S9CLkNyphnojhgpvfTSS4JcA4AQzLU8zgzHcSHHqMoHjpPSLvewcAiMqzQ4gB2WLV0unTt1kd69+5iRlv3MvtYG0DjuNQ6hFxeyffv2k3Jlyxvuho0VAjmgwUcOXZUGfU/vo50BAGbGjz1WRZo1bS5P9ulrRkhYjyJYP/nkk2ammHyQcZjXwfmkzuNoeYAKp9rIUP5wPBrVRcx+BzpVz7S9Bgj6+e498u6778kHH3xgWLs+i3bmXW0Q0tIQcJ6xY8eamV0aiA1F4ASbNm2OmJ2dT7iEcAiE6b59nzI2Wy1atDRcjOUHu05wOUDz8ccfB7s1zR/A4KmUIbxTVgpXrtfik9pV2ZVXItpxybjWfDnTMHQvzBWFC5re+Vzj9ex8zj0g4nBrfN6L9C7vR3vuVqZX4pIGHDci2XFc2/fJIBBCbP/+A4V1MLe8nXHO+2jfQPpo74RLE+29aGWn+vOkAadgKxqYnBs37lXp0aPXdWV14kIn7dy+KVqDRnoe6Vk8Zbm945U4jwNnvPTo3lvWXzfI8wrR0+E7PQqcAOkDyup9ZP16X+e4oMHoA6egKZ4m5d0w4ORVXnCjd8Cuqo/4Vg5u1MnfuAIBDiDRI5nVATi+jJNMisaeV74DJxmcxa065OtbcrpRpmDi8h04btVIFEz6Plp4WVk9AnZVbgX5cflGgXwFjjYwX29fJ1obzQvrBvY237w5dEE10fz996NTIN+AQ+OyKMnWhjplrw0e/bNiS8EK/JLFy+XQwcOxveCnShoFYgLO7t17zGq3cyMN1CvRG2Y3O3RSCIAERSrWkN5/f7axTUJzDhsk3lcQhauB+9xvzqww4EPxChstthCaNOkNmTXzXaNagU5NvIF8UfjasmWr7Ppsd4jKJ9/MehhqFmgW+iHGHfJeeXmCDB48xKwEB7kGHOXyZbN5GCvTOKWGwGjKAZQePbKNagIqFmwfjYIVu9+xHRAhmI+5CawWBOGBJScjMZ5dvSpy4YKxr7p65YqcOnVaVq1aI/2e6mdWxVu1ai0tmreQHt26y9tvv21WsEPyNqVF/6cqG0891U/GvjROLpy/EHxJFbl69+5tdJmDDzL4wpXjmEazzF+faNPR6KigEqEcgzRsn1jq0UfNRqlwFPRyMUarVauWVKpUWUaOHGWsLPF4jlYg8Sh54z6fEGxgBQplgparAdBcwYbz4iW5dvSkXDn+rZw9dVrWfbxBGjdpKuXLlJERw4bLW5MnG+X1OrVqG+V31B9iUZ4Kln298QEOKhKlSpWWNq3bBTkoj+lu2RH44YcfNnunX38lo0+uwHFSpH27LlKzRm3BqM4O165ck0oVKplf/NYtW4ziEroxVatWCyw8GpYR6L5Q3GaTVOyNUMPMe7gmO3d+ajjc3Xf/XUIUwa9dkyWLFxsOhPUlAM5rADh0RZUqPSYd2ncOsc6E48BFS5UqZfbDymve6Zg+JuB06pglVatUl+nTpht9WxoGOeboV0elZImSRhcXorN2hFYcmv7OgAIWVpF16tQx9ktozaHwhOIXFo96oG6pB3GAde3qtXLo4EGZN2+uUQJnq2flGHqGK6BrjAkvhnZ0nYCL/DU/tzOGfaRDRRTtwSpVqkqL5q1Nl0c9Oeh+MchjKwAsGvwQo4zTvVsvueuue6R06TJGJxetu+bNm0uTxk3k17/6tdkgFY04iEp3BJG1QZXI3MPuARYmNBjms9sdHKr9E+2kfbv2wvbRnDu2ay+duG7fXlq1bCWDBg6WlSs+klkzZkqtWrVlyJBnAl3a9e7U9G5Xr8rl64pXcA+6VfYZR+2TjUHIC25kn7mmfFRP6UKXLl0mVatWl1tvud2ov1JPDjgloPnzn/9sFOK1Tpl8jonjZHXtKQ88UNgIuYADZWzO6PveeuuthvgYqXGvG7y7EZVREMZ2bOvML5lfOIrgS5YuNb96fvnmWBY4Y9C2ZNESWb92nezft1/enfWu1Hq8pjw7/NmImjeAFI6DnXcwz+t5kycH8Sb/JUuM7RVK72vWrJXKlatIofsLm7poXdGjZsP7u+++23BLt7plWlxMwOncqZtUrFBJMMLHWhOldA6IjcCI2QiCJaMrLCdZCsjhOAFBBy7AhB3P8fLAPd0L9lBnOZ87Z+5N3LlzcubcWXN//sxZuXD+fNCuqlb1mmZXYHLNKUNMPnRTgBFQIiCTV6SDsu3nmzZukkoVK0v9eo3M9IHWlSkHFNCLFSvmd1XXfyExAadD+65Ss2YtY+hvNxbXGN+1bNHS7NY7c8ZMw5XoivAbEwgB4NA1sTUQXRkAIth5XU+c+3R9WH712jVZu2attG3dVqpUqiJf7t0bnGthpIdVxejRo4UhM4ZxsQS7fIDMyLBixUq5hGNkJhWO3bZ1jKWsdEsTE3Dat+8s1avXkHnz5gUbG6JD7LJlykqzps0McHZs3yFP9+svlSs/ZrgT3cXhw4dkz57PzX39evWlY8dOZsIQQpKH3XjhiGu4i4gcOnhIJoyfIMWKFpNRzz1nBGHiPvtslxHIsWVCpsnlRsWRsVuZCO9MWlaoUFHatu0oZ86cDb4FV6KbRc4BOG7vBxNnyEUY4GhTBajQpUtX08XgBsSex7l06bIxUmMSjul/iL969RrBBw5bPHfv1sNwAZwTlS1b1gjRyBbkEQ/xeQ+7qu7duxv7dITaUSOfl86duxjjOIzpsOuONdjfwLfDcRg9duzYNWQ4DnDYD5Q6IN/5IcZR1YwZM42pK32+EpszHIe+n65HZ4RpXIavjFL49TNqYTSDpy7MWRINlIkMM3HiROMpq0OHTtKpU2djUYkNtwb9Tr23z27P+G4cG7z88jiZOnVG0FaK95CXGK7jTIkhvR9iBA6Eo5+n0ZyByTGeQ3gNNAzxtuDJvaZxazh9N5az5g+XW/HhKtm/74Apz5l/pHL0mZ4pl/dNfS6GevQiDXXnGZzJDzECJ9UIpY3N2tQzQ4abhUnnN2oaZzz3zmf2Pdf2vf1+uHg7TaZch5FxQqufXwRLNF8M/tl2yDePCW2vgrjzNHCYV0LnWDc6KwiC+WUEKBATcOIhViRuEulZXspSK4dYgUO5iZSdyLt5qZcX0uYbcKh8NEJHex6JgLwbAM6TMZnHkD7W8mJNF+n70v2ZK3CUyIkQ0H433HW8xNX82EI6u8d14AQmqF2zJL2+45rAiow1nfVKRl66Aic/KZHMhtGuymkCnMwylBb5kafm7cVzgQEHwrsR3y3OjZD2+/pONNtxTeeWX7LjnGU575Nd3o3OLyHgRCKO2zPi3OLjIQL5MBzPysqWtexXlYcQ6RsiPbOLCJcuXLz9bjpcJwScWAmQX8TElVr/pwfJpo25XbhFKzPa80h1491E3o+Ut1eeJRU4EJNpe45QwgYIrc+SRZzly5fL5MnvyM6du3Ith4SWHyjRjrOv3b6Hb8XkB5MZlho08J4eLEPkrmtg6YJn0crQPL14Tgg4TsKgGIXdEXZWXAdCYLjDwiQr2+zhkMh6Dw3FuhkLprNnz5ZJk96UObM/MKvzsewPpY0errHIH/usDRs2GA+k6OHgTBIVEeqkdSYNymycnSBhwZcFV9uNbbjyvBqfEHC00kpMGpPZXNy6OlfCN6z/WIYNGy6jR48xiu76bl7OlEPjsbiJ9/LadWqZvR5QMGcFHrutWBtLv9kuHwBgeMdKPrrRVapUMQ6xUbBnDy6sM5T7oGbRs2dPA141RtS8WENjIxD0e8gzHUPCwNEG4IylAwribIbBtT6DcHPnzpf69RsZF7C229dYiUpecBpUVGlIPKCPGfO8zP1gntk8DRf47MOAJYXN0exv0LLc4ngG90B14rbbbjPqINhooWDPDwHTGBxka71QkyUOtRLAqoG80b0mLRYW9rdomnQ4JwwcmwhwAlzys8kXujt2WLRoiTRr1lLat+8ouOS/di1HDcNOF+ka9VCUuO69917jVf3SpQsmH7oXTG2wFuVQh9WaF40ZDiyahsZnd5hChQqZ3e2QbVR+gaPQLaLIBSdCjQRPGYADvaCcbjmQG1sDoLTvbzuk1I1yRtmJ/arKlC4tH8yZI1/s+cKod9JtvTbxdalTu57Zy2H37l3y0YqVMm3adNO9oJZJN2MfGsf2QdhXIWNgA4WyO6Y5WIPaYAAslINsQUMjl2BVCsew87Wv9RldCpyEPRgeeughc21zCgDEBiOojcLp0J9m8rF8ufIyeNBgYz9P2aThO/nxVK9WTZb6+1VFQcz1dSk4QlbXLLnt1lulxuOPG3smLCCwa6pYsbI8UKiwAc6WLZtl4oSJBmTs2EJXEO4AiCihr1u3zgAAZfeBAweGgIavA0Q0Nt0ZCmRwArgPyuuat7MsnhEHwOhWULJnFzy6LMCi+ZI3sg8gZvcYuku6xCIPFpFiDxczQEbTsU2bNqaubJZWrkxZWb5smWDvno4h4a7K/tUDnG5ZWfKXO/8irVu1Mg2MKQwN3aB+I3m4aHGz0dnnn+82QGDEwt4JKMGHO0hDN8RoDC5EF6B6v3bZ2sgIo3QlGAhilEf+6Eq75c8zDrpYbKwAOHKSvYmIlmFvdIaQzF4ODxd9WCpVrGSEZIRn6jpgwAAj+1QoX97k6QvHYX42Slge0wCBrqqMkQlg3QzNOU+Y8JrUqlXXcJyvvw4MYeEQ4Q4Irs/0msbH9pwyVP7Qz4LL0E0wjEZe4Tnv866+r/lpvN7znG62Z3ZPKVasuOzduy9X/uhRw8XY6Iy0dFWAgx8FSu7YdGld+T5/vyptmRjOtnDs3K8qRzhuL0eP5t2PDQDFggH5Bs8XzJVod0LDI4xjs06jIYPEGhT45MfaV+EHi8js9+cYOUmfMQSHg7GNNByJbsvsV1W5cnC/Kru8kSNHGs6IYjvgTMeQcFcFUZTAWDwy6mG/KoRNDTzP2a+qnRw96tg++npC0mleetY8OGPkx64xjKoY1WA/hVAMN6DRGeXgjyeejdQAB3IU3459OlyECUVGVwjc7IdVtChuTgaZb2QYjjEi32EPx/lOTId1F2C6zXQMSQGOEgbg8IvX7aPtxl8wf5E0bdrcTNTZHEfTcLavNU87jmtmphF277zzTjPCwg4dgRnzXLgRnCHeAEiQdZifYRtpHA4g3ANIjPGY8Dt27BuTPdyNjc6Y8NThv34rMpg/HM9DKzAaYe5i6tSpIdaUEHTPni9lzpy5ZvRy9mzA7Vsesg4mpXviF87MLaMijP0YGTFbi4zj7Bq0MYMZWBf6jLMecB7kFYDBZCYz0kOHDjX2VCyb6DuMrNiTCs7ESE4Dz+FcDPUR6LU71efpck4qx6HR+PXB4kMbMDDre/Lkt9cF18T6fRqHRmT+BQ6BfEOZdregDRxPQwEeukFkJRqfrhBuZOfJpB9l2utX+px5JEZhAErj4vmOVH4nqcCJvaIR9DyjZGI3BBOCjNawHfdDwVLgBgEnOZVkSNyz55P+7jHJIWeecvE0cBBM8RYWq3lMnijjJ45IAU8DJ5rOccSa+w8TooD3gZPtb3SWEALifNmTwFEB2Wkeo/Fx0sJ/LQ8U8CRwtH5+V6WUKPiz54BjcxUfOAUPGC3Rc8DRD+fMOlG3rGx/vyqbKAV07Wng4EJuyJChxnFlAdHLL+Y6BZIOHLoSuzvRTeSJY90mL2s3ofnkbjPWhFD0Yo0K1QpCtHdiTUN+qKdysHzizFfrY8frtdZT73N/ufdjkgYciMRakdnj4ejREGLzDEUr9FjQrtNGtslHGiW0nu3n9jUNwzoROj94dEcPiH0c7HUj0kfLR/N0ls26FGBENUSVtPh2ezGTNCzqcnb+GFiERbXDqRet5aXDOSnA0QaC2Ais7NGA8Z0dNmz4WEaMeNaYn7BAGS3YjSnWFkjE01isiqPWgGIVKg+oQKCIzgKlM4Tk5XzouAfg1AFfzeT7yCOPGNsqVuJZVNXA6jyr8qieOq0c0E1GlRTQuf1INA8vn5MCHCUAv1B8D1eqVMlo/ms853nz5kvDho2MvVI0B9b2e+xddeXSZaP0zS84sMNLFaNEhd0TFhBsOsJmamXKlDF2Tm7gCcnT5QZwoSiGJcNf//pX6dfvaaO6gb7yiBEjjI4RilvoPxPGjBljzGWcilzkM2TIEGMixLfZK/YuxXo2KinAgVgEW3UU81g7LFy42ChysWNLNA29XBzCbIB2zXRN/MoxYVmxYoXprlBhgIPRSDxDYZzuMlrQb9Z0qIPAPeAyGNTt33/AqIjA3TAgnD59uvlBwNnosgBMOLsqVEdVAzBUvURL8/45KcBRMqhdFSYmEBqNQNg7+1yOfekVs1lahw4dg/IDOrno0+A8gINrvdczimHr1603OsaAA4M4uAsNqo3PGZmH8hGY6TrQpQFcukuMlqFn8ucZ9yiZIy8999xzUqRIEZOH3eDkj/ooZr1FixY1e0Uwa43FKt0yutBwW1PXzZula5cuhkORv99VKToinI1dVVaW3H777dK4UWPJ7pFtbJWys3tJjRq1pUiRosbKgXR0L3AHtvThFx7uoLHGvfKKaRTMY1ATxQTFDjQsB40NN+DMlkPo/pI2XBlYKFAuIzMAitorHAcO4xR4EY7R+EPfGYBgHlP0oYekbJky0qljR6NrjV1Wzx7ZUuzhhw2oAKcPHLulHNc0GiEUOE2CwOnZs7cBTuHCAeDw64V7YG7yxutvGPf9uPB3O0iDaS5cAeEX4KhdleMzDHh0KAwHQAaigd3yJU6f6b5ZdKPoG7vtVmzbVZHe2FUBnNKhwOmFic114MBxbM7l/F4v3ye1q1K7KkxjFy1cJEcOHZED+/fL4cNHjB+bunUbXLerClg5mF/1VRG2odYGt8/KSSAwDYCBHTvEYKFp3rUoj0D81Vdfy549XwSHzfq+fXbmr1nQzWGhgdI7CvFOTsHQG7BgW049GXlVqlBRhg8bJp/t/MwI1mx3dOTwYXmyTx/frkoJG+6s3IbnKhxjjJbLrmrhEmnerKUBTsA8JmfeJlzedjzlMKJp2LCxkR8QiAEBzgs4M/wPaAT2MjKU/a5e29+qcXrGrgrFMEx84YY6B8M7gAh5DeV1gIVwT1pMaeCIOhzX/H2nA0rVGM8Ql37ebTg+f94CadSoidmSiF+vBiW23kc6w7nGj3vVDJcZNiOLnDt3Vg4fOixjRo8xczpNmjQ1E43k45a3M07vGTYju+Bpg/khhGy6J4RwuBGyEtxG96ty2lVpPpSLVQT5AEC/q4rUotefIeMYh0e1axti268sXrREWrdqI127dA0Ox21i22nDXcNZGC3ReJji0jiMsLDjYiIQS0tkG9LFGuxvYGjPCIl8GRnWq1dPGjRoYIBUsWJFI0gjJBOw5ISzwnHUrkrLZHTG6A/h2AeOUsXlrMSHhTOaQYi1J/l4/sUXe41zpcWLFpvlB5dsYopClkEGYXaWiTaGw4yMEIThDHQxdtBvCxfHc00D4OAw2J8DDHUkgBMl5niYIFTZh1lhvgEuqxOOmg/cihEgIM8LiO1vTPXrhIVjJRYVhYC6VsW1/YwGZbTCfEsixCRP3iefJYsx/psma9euM0DVBkyE6ORPPqx9IafBRVlKcS6TADB+HJz5Hruu/lpVDC0AwWyi2a+Ei7fTJHLNMsb4cRNk587PEskm5F23b3aLs19yPnfe22nT5TphjgMhCpZQgTkjyhw3brx0795T1q2L3148WkPmtW55TR+t/FR9nhTgOCsXjXjRnjvzy7kHNDmCLyOs7B69ZP36DTlJYryyv4FrvddzpGzCpQkXHykvrz7LF+DkHzEcwBk/QbJ79I4LOHxjLA1NmljS5V+dUzNnjwEntLFfNcCJbFeV343uBJaWp2e72d3i7OdeuvYccCCuNoDTykHjtQGi3Wu6eM/kbx/x5uPF9zwJHCW0Ezgaz9kJGn0WLl6f2+dY0ipwIr0XSz72+1649iRwtCEiAQfiazq3hoj0zC19LHF2nvZ1LO96LY2ngcPsbrcshuPuo6pIjRfpWTyNSH52nvZ1PPml+jueBI4SFSfV/foNkI3X96vSxnI2oqbnrGnsuHDXbmnDxWm886x52/Fc670+99rZ08BBNXT6tJny+ed7ci1j0DDOpQBtLH0Wa2ORnsVKliJYRdd8eJ9rzU/Xsex89Vkiyyx2fqly7Vng0JCffPqJrFixUrZu3WbWrmyiqhK7bWWgjcj6EmtdbivXpNGg16THoSSafyxu6vqUpiMf4linc4IVVVbWrlhB1/z0PS+fPQecs+fOGb0Z3MiWLVtGHn20tJQsUVIaNWxoVERpJH75qIaiQ8xCpc0JeM7eEG3bts21eq0Ny5kDG6tZs96Vli1byyOPPColij9iDtQp0D9Waw1UYVlBx9YLQGo+AGPlylXSv/8AGTZshFy8mD4+jz0HHHSP69ata/Rd2JMTB5LYkLdr114er/64MVuhS1Hv5vg9toFz/Jvj0qN7D7NJByY89jObA8CpAB96NS1btpQJEybK/PkLjLpE2yfaSplSpc1GJqhawIVQO0VnByU1GzioYzRr1lzat+sUVGm1y/HqtaeAg3oo2nUlSpQwG3vgRhYOgnrDnNlzpFev3kbJCxUOtW1Cq89uSICT3a2HlCr5qNka0QkcTYtuT6NGAQNCdGtQLaUsOAo+juvVqWOsR1HW4h5DRAz2UPQiD80H4DRp0kzatG7vA+dG/EpoCKwG0MqjQZFhtHH4HroNuAsCMxwHvV84AI6q4VLIKBwoabVo1lzKlilrgOMm55DfO2+/YzT/cJSNiqodkGOeGzlSKlWsKBMnTDBag+xRhTd2dpahHLovNj9hrql2rTrSrl2nXEpmdp5eu/YMx4EzsEsd8oXTrkqJToPSxQAGgMO+UcgdcB/kGg44VvGHixm7Jxr38uUrcubMWcO1AJ8K0yOGPys1atSUOXM+CMZpOZznfvCBlC9bToYMHiyLFy2SXj17yh133GG0BjEPRuZhm0ZkMeSjjh26+BzHJmBBXQMG7KvYI4Gd7JwB7gNwSMdBw911111m/050kelKODq07yB/v+tu063AGY4fPyEbNmyUWbPek9mz5xjuxPsDBwyShvUbytIlS0O6Hi2XLqpc2XLyVN++BkQA549//KO0atXKKOx37drVnNFffvDBNYMyJAAAAyZJREFUItKxY1fDCfV9r589w3FoTDgODcEmIHY3xTWcguEwsgjXgItdfLHQRGUV1U9kFPSVO3boYDgOcgx7YPXr19/sFdotq7sx80XAfe650WYXmXAcBxCzRyeK8+yuhzcLjPkAI0NvyuOMKXSDBo2kXduAcMy36uFl8HgGOBCbfTYbN25szG+c8yLIE3RFbHGIvjDX7N/JiMcOCLc9s7ON/IOdFrZYU6a8Lbt27ZYtm7cajoHhH6YtZcuWk6FDh5lhO+XbAUV27KoYliM3IeNgFqTCsaYFmM2atZC2bTv6XZUSpaDPak2J/TY25VhOAiA26oDDwAGQaRCcucdsBosD5CNteLhPVteuhjtgoYBcw+TdqVOnzZxL06bNZMWKj0webDMEOJCLlJOQHpMY5CeeY4TIqApjPdysOO3OsUvHnqxN63Y+cAoaMFoe3RWcBbMYugU2T6WLQAB9vHoN6dK5ixnV0FUh4zDfAzewh9xwHEyIGXEx2iJtwJ5qtQwcOFgGDRosx45+Y+QlhvK4TsFeHfcmlAVA4CwAlJlk3sWWC45D16jzOApU/Ou0atVaOnfK8oGjDXkjzkzhMxpiZVw9UeB1gvs1q9cYc1yEZOy7mMCDK3GvgdlguiJMeI8ePSYnTpyUZcuWy/PPj5Yxo18wyxdXrgTSk5auDptxbLfwekFZWHECSO0umQSEs9DtEWcHJhmnvjPVzEAD/HQJnpFxbIIDBGQJ7SYQcpkMZP6GwK8dzoKg7DTQg/vQ3SAHwS0WLFgoT/bpK316PylzP5hr8gEwyjE0PXti0SXBXeiObC4GmDVPJzgog/TKiex6ePnak8CxCa4NHC3Ofq7XgG/ggIFSs2YtycrqJpMnTzEThm7eKvQd/xyggOeBk0hDwpECWyh2NcBB2GW0BAezOUpeylAg6zkv73opbVoDJ1zjaTxdHl0ZoyrmeHTuBYE5kaD5J5JHqr+bkcChUfKzcfMz71QBlA+cfGgJHzj5QFQ/y/SgQFpznPRootSshQ+c1GyXlP8qHzgp30Sp+YE+cFKzXVL+q3zgpHwTpeYH+sBJzXZJ+a/6/5j+d6ybaTQgAAAAAElFTkSuQmCC"></p>
<p><em>Allow <strong>[2 max]</strong> if linear structure drawn</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. occurs by the process of photosynthesis;</p>
<p>b. occurs in chloroplasts of plant cells/using chlorophyll;</p>
<p>c. chlorophyll absorbs red/blue light <em><strong>AND</strong></em> reflects green light; <em>Both needed for marking point</em>.</p>
<p>d. raw materials/starting products are carbon dioxide and water/shown in an equation;</p>
<p>e. water is split by photolysis;</p>
<p>f. oxygen is produced as <span style="text-decoration: underline;">waste</span>/<span style="text-decoration: underline;">by-product</span>/<span style="text-decoration: underline;">lost</span>;</p>
<p>g. glucose formed/shown in an equation;</p>
<p>h. glucose molecules combine to form starch for storage;</p>
<p>i. light energy transformed to chemical;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. autotrophs/producers convert carbon dioxide into carbohydrates/carbon compounds in photosynthesis;</p>
<p>b. carbon dioxide diffuses/moves from the atmosphere /water into autotrophs/plants;</p>
<p>c. carbon compounds are transferred through food chains/<em>OWTTE</em>;</p>
<p>d. carbon dioxide produced by respiration diffuses out of organisms into water/atmosphere;</p>
<p>e. decomposers release carbon dioxide during decay/putrefaction;</p>
<p>f. methane is produced from organic matter <span style="text-decoration: underline;">in anaerobic conditions</span> (by methanogens);</p>
<p>g. some methane diffuses into the atmosphere/accumulates in the ground;</p>
<p>h. methane is oxidized to carbon dioxide (and water) in the atmosphere;</p>
<p>i. peat forms when organic matter is not fully decomposed because of acidic/anaerobic conditions in waterlogged soils;</p>
<p>j. partially decomposed organic matter from past geological eras/fossils was converted into coal/oil/gas that accumulated in rocks;</p>
<p>k. carbon dioxide is produced by the combustion of biomass/fossilized organic matter/fuels;</p>
<p>i. hard parts of some animals/corals/molluscs are composed of calcium carbonate</p>
<p>m. can become fossilized in limestone;</p>
<p><em>As this is an “explain” question, simply drawing a labelled diagram is not enough for <strong>[7]</strong>. Diagram would need sufficient annotations to meet the command term</em>.</p>
<p><em>If carbon compounds are referred to instead of carbon dioxide, penalise once then ecf</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 the less favourite option question, generally attempted by the better candidates. In part (a) the candidates tended to gain either 3 for a correct structure or zero. A G2 comment asked whether the different forms of glucose were needed; knowledge of the structure of alpha-glucose is stated in the syllabus.</p>
<p>Most gained some marks for what was really a description of photosynthesis in part (b), and the transformations of carbon compounds in the carbon cycle was quite well known. Some students lost marks by continuing to use the term ‘carbon compounds’ instead of carbon dioxide and the specific compounds. Many went off on a tangent to write about carbon dioxide and climate change <em>etc</em>.&nbsp;Many drew some quite detailed flow charts of the carbon cycle from which some marks could be gleaned or ambiguous statements clarified.</p>
<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>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Pictured below are Louis Pasteur’s original drawings of swan-necked flasks.</p>
<p><img src="data:image/png;base64,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"></p>
<p>Describe how Pasteur’s experiments provided convincing evidence to falsify the concept of spontaneous generation.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the function of life in <em>Paramecium</em> that is carried out by:</p>
<p>cilia.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the function of life in <em>Paramecium</em> that is carried out by:</p>
<p>the contractile vacuole. </p>
<div class="marks">[1]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the advantages and disadvantages of the use of adult stem cells.</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>Explain the role of decomposers in an ecosystem.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. spontaneous generation is life appearing from nothing / from non-living / cells only come from pre-existing cells/life </p>
<p>b. broth/culture medium (for bacteria) (used/placed) in flasks </p>
<p>c. broth boiled/sterilized «in some flasks» to kill microbes </p>
<p>d. no clouding/signs of bacterial growth/reproduction / microbes did not appear «in flasks of boiled broth» </p>
<p><em>Allow bacteria or organisms instead of microbes.</em></p>
<p>e. after necks of flasks were snapped boiled broth became cloudy/growth of microbes </p>
<p>f. because microbes from the air contaminated the «boiled» broth </p>
<p>g. curved necks allowed indirect exposure to air but prevented entry of microbes</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>movement/locomotion<br><em><strong>OR</strong></em><br>feeding/nutrition</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>homeostasis <br><em><strong>OR</strong></em> <br>maintain osmotic balance / expels «excess» water / maintains «cell» water content</p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Advantages:</em></p>
<p>a. «adult stem cells» can divide «endlessly» / can differentiate </p>
<p>b. «adult stem cells» can be used to repair/regenerate «tissues» </p>
<p>c. fewer ethical objections «than with embryonic stem cells» </p>
<p>d. adults can give «informed» consent for use of their stem cells </p>
<p>e. adult source is not killed / «source» would not have grown into new human / no death of embryos used to provide stem cells </p>
<p>f. no rejection problems / patient’s own cells used </p>
<p>g. less chance of cancer/«malignant» tumor development «than from embryonic stem cells» </p>
<p>h. most tissues in adults contain some stem cells</p>
<p><em>Disadvantages:</em></p>
<p>i. difficult to obtain/collect/find in adult body/very few available </p>
<p>j. some «adult» tissues contain few/no stem cells </p>
<p>k. «adult stem cells» differentiate into fewer cell types «than embryonic cells» /OWTTE</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. saprotrophs/decomposers feed on/break down dead «organic» matter </p>
<p>b. saprotrophs/decomposers release energy «heat» accelerating decomposition/warming soil </p>
<p>c. saprotrophs/decomposers recycle nutrients / make nutrients available (to producers)<br><em><strong>OR</strong></em><br> improves soil fertility / returns nutrients (minerals/nitrates/phosphates/carbon)to soil/water/environment </p>
<p>d. saprotrophs/decomposers detoxify waste</p>
<div class="question_part_label">d.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</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>
<br><hr><br><div class="specification">
<p>In ecosystems, energy is used to convert inorganic compounds into organic matter. Energy enters ecosystems through producers.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the processes by which energy enters and flows through ecosystems.</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>Producers extract phosphates and nitrates from soil. Outline how these ions are used in the synthesis of organic molecules.</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>Draw a labelled diagram of a pyramid of energy.</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. light energy is the initial energy source for (all) organisms</p>
<p>b. producers/autotrophs change light/radiant energy into chemical energy<br><em><strong>OR</strong></em><br>producers/autotrophs convert/trap light/radiant energy by photosynthesis</p>
<p>c. producing C<sub>6</sub>H<sub>12</sub>O<sub>6</sub> /sugars/carbohydrates</p>
<p>d. carbon/organic compounds used for energy/growth/repair/storage</p>
<p>e. compounds/energy pass as food along food chains/trophic levels WTTE</p>
<p>f. cellular respiration releases energy as ATP from food</p>
<p>g. energy is lost as heat (during cellular respiration)</p>
<p>h. loss of energy at each trophic level<br><em><strong>OR</strong></em><br>only approximately 10% of energy is passed to the next trophic level / 90% is lost at each trophic level</p>
<p>i. energy lost in bones/hair when they die/not fully eaten by the next trophic level</p>
<p>j. energy lost in feces/urine</p>
<p>k. decomposers/saprotrophs remove energy from wastes/bodies</p>
<p>l. energy is not recycled</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. by photosynthesis / using energy from light</p>
<p>b. attached to carbon compounds</p>
<p>c. phosphates used to make phospholipids/nucleotides/nucleic acids/DNA/RNA/ATP</p>
<p><em>Other phosphorus-containing metabolites are acceptable if verified.</em></p>
<p>d. nitrates are used to make amino acids/proteins/nucleotides/nucleic acids/DNA/RNA/ATP</p>
<p><em>Other nitrogen-containing metabolites are acceptable if verified.</em></p>
<p>e. transported from roots to leaves (in xylem)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. drawn in steps rather than triangle</p>
<p>b. drawn to scale (should be at least 1/5 of the box below it)<br><em><strong>OR</strong></em><br>annotated with appropriate numeric values</p>
<p>c. producer</p>
<p>d. primary consumer</p>
<p>e. secondary consumer</p>
<p><em>Award no marks if a drawing has not been made.</em></p>
<p><em>“Appropriate numeric values” should indicate scale so accept percentage or numbers.</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;">
[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>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the process of inhalation.</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>Explain the process of gas exchange taking place in the alveoli.</p>
<div class="marks">[7]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the relationship between atmospheric carbon dioxide concentration and global temperatures.</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. diaphragm contracts / moves downwards/flattens ✔</p>
<p>b. <span style="text-decoration:underline;">external</span> intercostal muscles contract ✔</p>
<p>c. (muscle contraction) moves the rib cage upwards and outwards ✔</p>
<p>d. increases volume of the thorax / lungs ✔</p>
<p>e. difference in pressure/decreasing pressure causes air to flow into lungs / lungs inflate ✔</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. O<sub>2</sub> diffuses into blood and CO<sub>2</sub> diffuses out from blood ✔</p>
<p>b. blood entering the alveoli is high in CO<sub>2</sub>/low in O<sub>2</sub> ✔ <br><em><strong>OR</strong></em><br> air in alveolus is high in O<sub>2</sub>/low in CO<sub>2</sub> ✔</p>
<p>c. diffusion (in either direction) take place due to concentration gradients ✔</p>
<p>d. concentration gradients maintained by ventilation/blood flow ✔</p>
<p>e. large surface area created by many alveoli/spherical shape of alveoli for more efficient diffusion ✔</p>
<p>f. rich supply of capillaries (around alveoli) allows efficient exchange ✔</p>
<p>g. type I pneumocytes are thin to allow easy diffusion/short distances ✔</p>
<p>h. gases must dissolve in liquid lining of alveolus in order to be exchanged ✔</p>
<p>i. type II pneumocytes secrete surfactants to reduce surface tension/prevent lungs sticking together ✔</p>
<p>j. type II pneumocytes create moist conditions in alveoli ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. greenhouse effect keeps Earth warm ✔</p>
<p>b. (over-time) earth’s temperature has fluctuated naturally ✔</p>
<p>c. changes in human activities have led to increases in CO<sub>2</sub> concentration ✔</p>
<p>d. CO<sub>2</sub> absorbs infrared/long wave radiation / trapping heat ✔</p>
<p>e. increase in atmospheric CO<sub>2</sub> (concentration) correlates with/causes increased global average temperature ✔</p>
<p>f. use of fossil fuels increases atmospheric CO<sub>2</sub> ✔</p>
<p>g. deforestation removes a carbon sink / less CO<sub>2</sub> absorbed ✔</p>
<p>h. loss of polar ice causes less reflection of surface light/ more reradiation as heat contributing to (global) warming ✔</p>
<p>i. CO<sub>2</sub> is not the only greenhouse gas/ there are other greenhouse gases ✔</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 attempted by approximately 56 % of candidates.</p>
<p>Done well by many. Diaphragm contraction and external intercostal muscle contraction was commonly known along with the idea that the rib cage moves upwards and outwards. Further understanding of the consequent pressure changes in the thorax was not clear.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was attempted by approximately 56 % of candidates.</p>
<p>Some coherent, clear answers were given earning the maximum marks. However, commonly, valid ideas were given but were jumbled. Coherent writing was usually missing. The term diffusion was missing in many answers. The idea that alveoli are surrounded by capillaries to enable exchange of gases between the air in alveolus and the blood did not seem to be a mental picture for many. Concentration gradients as a reason for diffusion of oxygen or carbon dioxide between the alveoli and the blood was rarely explained. However, it seemed that everyone knew about surfactants from type II pneumocytes.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was attempted by approximately 56 % of candidates.</p>
<p>This question was actually quite narrow as reflected in the number of marks it could earn. Some candidates understood which part of the global warming topic was being asked of them and stuck to the topic. Good applications to the carbon cycle were given. Strong responses avoided deviations into consequences and how humans should behave. Several misunderstandings surfaced. For example that CO<sub>2</sub> was responsible for the breakdown of the ozone layer. Many seemed to tie ozone layer destruction and global warming information together in their explanation. Atmospheric carbon dioxide and the ozone layer were confused. Some thought that the ozone layer traps heat.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Although simple in structure, bacteria as a group show a wide range of diversity.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the roles bacteria play in the carbon cycle.</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>Describe the evolution of antibiotic resistance in bacteria.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the process of genetically modifying bacteria.</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. decomposition of dead organic material «by saprotrophic bacteria» <br><br>b. «decomposition» leads to CO<sub>2</sub> formation/regeneration due to respiration </p>
<p>c. «saprotrophic bacteria only» partially decompose dead organic matter in acidic/anaerobic conditions in waterlogged soil </p>
<p>d. results in peat formation in bogs/swamps </p>
<p>e. photosynthetic bacteria/cyanobacteria fix CO<sub>2</sub> in photosynthesis</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. problem results from excessive use of antibiotics by doctors/veterinarians/in livestock<br><em><strong>OR</strong></em><br>low antibiotic doses taken by patients (not finishing treatment) <br><br>b. natural variation exists in any population of bacteria making some resistant to a specific antibiotic </p>
<p>c. variation arises from mutation<br><em><strong>OR</strong></em><br>antibiotic resistance can be transferred between bacteria by plasmids </p>
<p>d. antibiotic kills all bacteria except those that are resistant </p>
<p>e. resistant bacteria survive, reproduce and pass on resistance to offspring </p>
<p>f. soon population is made of mainly antibiotic resistant bacteria </p>
<p>g. this is an example of natural selection «increasing frequency of characteristics that make individuals better adapted to environment»</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. genetic modification carried out by gene transfer between species <br><br>b. genes transferred from one organism to another produce the same protein/amino acid sequence </p>
<p>c. due to universality of genetic code<br><em><strong>OR</strong></em><br>organisms use same codons of mRNA to code for specific amino acids </p>
<p>d. mRNA for required gene extracted/identified </p>
<p>e. DNA copies of mRNA made using reverse transcriptase </p>
<p>f. PCR used (to amplify DNA to be transferred) </p>
<p>g. genes/DNA transferred from one species to another using a vector </p>
<p>h. plasmid acts as vector to transfer genes to bacteria/<em>E. coli</em> </p>
<p>i. plasmid cut open at specific base sequences using restriction endonuclease<br><em><strong>OR</strong></em><br>plasmid cut to produce blunt ends then extra cytosine/C nucleotides added<br><em><strong>OR</strong></em><br>sticky ends made by adding extra guanine/G nucleotides<br><em><strong>OR</strong></em><br>mention of sticky ends if not gained already </p>
<p>j. cut plasmids mixed with DNA copies stick together (due to complementary base pairing) </p>
<p>k. DNA ligase makes sugar-phosphate bonds to link nucleotides of gene with those of plasmid </p>
<p>l. bacteria that take up plasmid are identified </p>
<p>m. (genetically modified) bacteria will reproduce carrying the transferred gene </p>
<p>n. example – <em>eg</em>: as production of human insulin using <em>E. coli</em> bacteria</p>
<p><em>Accept any of the points clearly explained in an 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;">
[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>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> causes of the decrease of biomass along food chains in terrestrial ecosystems.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The table shows the global carbon budget over two decades; the years 1990 to 1999 and 2000 to 2009.</p>
<p><img style="display: block;margin-left:auto;margin-right:auto;" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAEOCAYAAABWwqXGAAAgAElEQVR4Ae29TXLcRh63WZ7oPbWffqn99FD76Zc6QJs6gJv0fix6Py16PyZ9AFM+gMn2fsTu/ajC+xHDBxCjDyCegBMP0L9SFoSqAlggWR9PRqDwlfnPzAfIzB8yE6iv7u7u7kY6CUhAAhKQgAQkIAEJPBKB/+WR4jEaCUhAAhKQgAQkIAEJVAQUoN4IEpCABCQgAQlIQAKPSkAB+qi4jUwCEpCABCQgAQlIQAHqPSABCUhAAhKQgAQk8KgEFKCPitvIJCABCUhAAhKQgAQUoN4DEpCABCQgAQlIQAKPSkAB+qi4jUwCEpCABCQgAQlIQAHqPSABCUhAAhKQgAQk8KgE/tQltt3dP3fxph8JSEACEpCABCQggS0kcHPzn1657iRAsdjXcK9U6FkCW06AhzzL2JbfBGZfAhKQwJoSuE9HpUPwa3qxTbYEJCABCUhAAhJYVwIK0HW9cqZbAhKQgAQkIAEJrCkBBeiaXjiTLQEJSEACXxK4ubkZ7e39ZcQaNx6/r/YZIuQ4+zoJSODpCShAn/4amAIJSEACEhiAwNu356ODg7+Nbm9vJ9ZOT09HJyc/VHOsj4+/H7Gvk4AEnp5A55eQnj6ppkACEpCABCQwn8DV1b9H+/t/nXi6uvrXZHt3d3ey7YYEJPC0BAbtAb26ejd6/fq7EUMdWQ4P/z7i+FAO+wyj6CSwjQTo4aFMpXyxZv/y8mIKx/X1h8oP/ru6+4SZZZt4SRs2n8KtQj1BPUU6HsodHHw9YnkI9+bNP0Zd753T0x9HLEM54p1Vx5Ou8t6Hb4baif/16+PRLJFJr+j5+fno7OysNalD3v+tEXhQAhKYIjCYAKUCojLY2dmphjr4pMz19R/VPse7VmZTqXNHAhKoCNB4IjbOz38evXz5clLGKGc0uDTMLDoJLEsAIdZ8oJlnkw4G7skhHO0E93ibo40hrrOzn6r7fzz+vRKfh4fftHmfOkb54UHt5ORktLf3YuqcOxKQwNMQGESAUllRcTDPhsohDjH69u0vVYGnUinn5cSPawlIYDEBxOXNzcfR5eU/q16eMgRljp4fyuFT9TiW6XF7ewjQ+0i9vr+/nACNQPz06dNMW4jPg4NXo8PDowowD15HR0eVCC17QZv0KRfMC6Xnc9l0Nm27LwEJ3J/AIAIUcYnYpBFscxR8Ko1SgCJYmaeT4RSGXMpeUp52OVYOuZRD+ZxPWHqGynOkgYa4HKokrtI+/gnPsdIf2/Mqs7b8eUwCD0mAezmN76zeG16uoPzNu3cXlYnk4ePHj1Vva8pXW89qWf7w11YGY2/eurRDeW/2vD11PUGdRf5IZ1kXdc1vhFVYNusXRoeaw81lnGHHtSPO2Gm7JviFV/xQ54Vvs+5r1nnYx9X3WT2sT9hm2pKerHNfZv++a/JDG0InRpvjvmZ5/vz51OkIStLR5mCJbcKGXzk/tC1MeayNH/do2XbBFk5cS50EJNCdwNICNBXDrIaRpHCOiiVzcyiwFOy8mcgwYv12Yj3EkuRTedT2/1P1pPL0i+P49fV1NcRP2L29varw5/MahKGCxTENAD9HR99WcZYVMecRz69evar8MFmdXiYrkgqdPytCYDweVynhPp3l0ninjDT99SkTNLB1z9J/RpQJylXKE3YpHzT49RDof6qyQ/w09JTNrg6blEdGSSijPKRiI2JileoJ0kIeSWemFnXJL+yo9xIONgwZ9+EU8Zn4scX1jGgMb9JDfRae1K9NQU96Ur/Vduq/zuNaYJP7Jy/tEJ68znPv378fvXgxe0ibuJp1LvZIa3mc+410z3LJa9qQ+IMJjp7T0pE3/E4zq+9V7tsujjaKNMIhnSvwJO20J8SBrXfv3vW6nl3i1o8EtoHA0gL09rYu+M2KYR68i4tfq4qubCwzrPLhw/RLC2l0S7/YZi5PKh+GIImfCeY4Kg4cFVr8UIFgozkVgGOJG6HMEzWVXZ8GoorMHwk8EIGUidzL94lmmTJBY4twYUGkIBA5VpZ5BARlBj9dXOxR9lK2aejJ48VF/ULVKtUT5JX04Ugj9VKX/BIu05IIR70Fw6YwnMeMeo2wTL+IK+s2jsVmybOs2xIO8USaSltsYz/3SPwuWpP/WhzPfjAi7wi0UmySBlxEHdvpyVwU56zz5H9IR3qb4hP7tB+0E0k7LI+P20f+hkyPtiSwiQSe5DNMeQKlgOfJdVaFTO9m01Homz2uVGDpOaFx4zyVaumYKI8flpxrDunkeBnObQmsIoH0RJZpQ3S09SR1KRMpa80XSrCJOGHUgXJGzw/iI4KF7Vnlt0xbuY0tXLP3rOxxW4V6IuK4Wd90rSeawgo71F/0HEbElFzatnPtynPEjy3Y4/CDa1479iP+EGkseeCuAvz3B1uxUR6ft009Srh5LDhHj2p60Mk3+Y8on2f/qc4hmBHWXLvyGoXfycm3U0njHpnHYMqzOxKQwITA0j2gOzvPKmN9nkCpuDKvKhVoW6M5SWVjI3GWh6kAsJWlrULIscRZhndbAqtKICKted9SZjKMyjr3dzMffctE007287CI8Czna3K+r6CIrdhuppn9Tagn2vJH/dW8lm35L4+12/n8gB17TX/lfkareFjIPNGsYZ37pIx33jY9803BO8s/vazcN8TR916ZZbM8jqgdykV8IsjhEhd+2XctAQksR2DpHtD0RlJo5zmewvHL0yJDMDw5Z64R4foI2LZ4qNiobLOkQi795tiQlVVp320JPASB9EzSe9TsUesS37JlIuXm2bNnVS8ZZZmeoQxJk4a+PaDYwsV2Wz42tZ5AyFD/9XFtnMpjEZrUo6XtaT818+a165OO0i/ijI++d3H0gHK/cA9zXfuK0OSp2U4kf7mfuqRlkZ/wyUtc6QVPx0cenhbZ8bwEJDCfwNI9oJhnDgwVQYZ6mlHy5MuC8EOo4nd/f3/K2yIBW3rmRaFUPDnO02oaZ9aJJ+dZU/nhUpmV59yWwKoS4H5mQeTNKifN8tDMS58ykTmnsZFeIMrsrKFz3pzv4yKqm3HR6NO7mvK77vVEXiALG/KFiEqvdo6X6+Y1RgCFxyx/XF9ck2euF+eof1maaeIcb4izdHXUt4jeRQ/z3JfYpacUYZe5p5kH2jW+pL15n2XaQO6nrvbm+YuYRTBzrWi7cElDkx9pWFT+5sXnOQlsK4FBBCgVJJULBZWKJYWRdd50pTAj/FgoyDRqeZplO4U8YeddEPww/y1+iYPt9MhkXfpBHBMP5xZVmvPi9pwEnoIAw+2UHe71lJWkg/18WmbWkGifMkFZSY8mZYYXL5g3SPwRhHlRiDTgPw+fKZNJ26x1RDX2WWKHOoEvYmxKPYFwjNgib2/evKnyRn2JQ4jCLPxqwTP9X+XwwFGfxaXOyz51GteI6xaeuXbxwxpbpKm0Rfo4xgtSuLKnL3V0aYNtHubTM9g8V+5jmxe2kl/OpfczeS79z9smPvKXe5O0cR/W9+Vy3yFti5f4WEgnfHDhl7S3Xa82Wx6TgAS+JDCIAMUsDRwVCwWSHgzmFrHG0XiWFRD7VHL5lhpveeat2vKJ/cvk1keocHjiTTwc5ck6wpJ1nrTjhzdqSWOZjln2PS6BVSNAbxP3NPcwZSRz91izj/jgBZ62F0zIS58yQRw07NhGqNDoRjRQ9timQU4aECOEwTV7qOZxJD+klziwhdAty+gm1BPkjzqR/NX13ee6CTbUR+SZhwj88ImmfPkj7MprF+bcD00ByHXhWoUnNnM/pG5kH66I3tji/uFYelHxW/urv9Xc9lCBuJ31sJN0s8ZuW51LWtuOl2Gb2+SNdCFqwxMOxPFQjnQSBw8OOOLnGO1J0sD1wk8YP1RatCuBTSPw1d3d3d2iTFHQeMlBJwEJPAwBy9jDcN12q/QWItgQ+xGY285k6PzzgMHDRfnwNHQc2pPAqhO4Txs2WA/oqsMxfRKQgAQ2lQDzEGkAEJtxCCN6sjPdIcdd358AI2rN6Q91j2zda3x/y4aUwPYRUIBu3zU3xxKQwIYRQGQyNFxOz6BXjjm7mY60YVl+kuyEZaZ2IfoZfr+8/K1aP0mijFQCa0rAIfg1vXAme7MI3Gf4YrMImBsJSEACElhXAvdpw+wBXderbbolIAEJSEACEpDAmhJY+kP0a5pvky2BlSPAE6ROAhKQgAQksA0EFKDbcJXN41oQ8EsTa3GZTOSaErjPEOGaZtVkS+DRCdynA8Uh+Ee/TEYoAQlIQAISkIAEtpuAAnS7r7+5l4AEJCABCUhAAo9OQAH66MiNUAISkIAEJCABCWw3AQXodl9/cy8BCUhAAhKQgAQenYAC9NGRG6EEJCABCUhAAhLYbgIK0O2+/uZ+DQm8fXs+4p9Y2lzO8UYiC/tNd3X1bnRw8HV1Hj+vX383ur29nfLG3zjyl4Oxw/r09McpP207xFf+HWSbn/scIy2ks83Vf4VY55d//+H/z5tuKC5Nu+5vDoHmPcI9R1kpXbPscL81y1jXstMlvjJutmP7+vpD81TvfWx0KeNd0tmFCwls2mqy650JA6w3gbsO7n/8j/+1gy+9SEAC9yXQtYydn/9897//7/9btTTjyrkPH/6/yam///2bO5a49+//3zviwm/cjz/+33f/83/+H3efPn3Kobuvv/5btcTWu3f/TxXnP/7xf038tG2Qtu+++z/bTt37GPZm2SVvpDVp//jxY5WXMn9Dcrl3Jgz45ATmlTHua+6xi4tfJ+nk3iIMZQbHPYYfjud+497CTxmuS9mhPBGOsheX+LiHZ7nEl3I5y9+i48TRzEvKOOmI65LOrly6lMPE63r9CMwrX7NyM5p1ojx+H8NleLclIIH5BBaVMSp5GgYarAiy0mIagaZAjOCkIcHROCI2m47GKI0hjRPpKRtV/GO7LWxpCztDCVAaWdKbhrFpN41jM51p6GAyJJcyn26vH4FZZYx7hHPNskMOy/uZ+wx/TYFImUjYrmWnrSzNCluSHkqAUtbb8tK03yWdXbh0LYdlXt1eLwKzyte8XDgEv94d2KZ+SwgwzLyzszM6OfmhNcfj8ftqGP3FixdT5/f26v0PHz5U5xl2299/OeWHnd3d56PxeFwdxxZub2+vWucH2wwBtg3/MYTPMD1rhuPYjj+GxMsh/7ahzcRRrvH36tWr0cHBq/LwZJs84Zr52d3drdJBPobkMonYjY0iQLniTyDOzn5qzRf3PI77Db/cX6Xj/stQfdeyg7+UzdjCLsv793X5y/GsmQKTaTCUp0xJocyV01C6TJehHiHPzbwkruS5Szq7ciGd8+qnxO16ewgoQLfnWpvTNSZwdHQ0evv2l3vnIA3KPAM3Nx+r0x8/1mtEaelofHFtttKIs0Yw0rjRwCI+aRwRsxxjwdF4prGuDrT8kN/Xr49bznQ71JbOZshufmoezbDubzYB7g1EUx7Erq+vqwe1Zq655/HH0qXs4A/bbeJvZ+dZa/kiTkRjHkCvrv41qQ94UKMscYzyRbmh3HG8r0v6Kbtd09mFy6J0dCmHi2x4fv0IKEDX75qZ4i0k0OzlayJIbwqNRulKkUdDSaPXrOzrhqa7yGqGL+Nrbp+f/1wJ0bJ36fLyn1U6Tk9Pm96n9hfl+fnzWiBHOCdwekbZf0wuid/1ZhDg3sXx8NfFNe/DtjBdyk4XO7HNSzyMNCBMc6/zAHh8/P1/Ren0S1QJ17YmbfXLRK9axXEzTNd04i9pm1c/Ne27v/kEFKCbf43N4RYQQFgeHh6NLi5+nQx906AwZIfwjEvDVL4pnqG8+BlqTcNIGhhGbzrEZc43z3XdJ780bOfn51VvDeFoQMu8rSKXrvnT39MRQNhxH5XC7ulSMzvmDH83p6lkf9ZwftMiwpB6gFGP8mGx6e+++13L4X3tG249CShA1/O6mWoJfEGAhuPo6NvJfEsalAzbR4Qi2vBH7w5zxficEwIRQRg/XxhuHKAx6eLm9fYkrtvbT11MzfRDbyq2yAf5ubi4+CLPj8VlZiI9sVYEeIjhwY3pH32mgDSnrLRlukvZ6WIntmeVsc/la3pEJOGaa+oKyiL1RcI2/TT3u6Yz/rqUw2Yc7m82AQXoZl9fc7dlBGgwM9eSOWHMKaN3I8PV4ECEjse/V/6ur/+o9umNTEMRv80htgyfdWlEiWeev8+2pueZ9r1cNJY0mskzgjSNchn/EFz6pk3/60eAnk/EGPdL5lsmF/U85i+nqnAvcx+ydCk7+OPezH0a+6wRgeV9W55r257l93P5mv+wSBqYK0pZv7z8bSrurunswiVp71IO49f15hNQgG7+NTaHW0KAXsDmh50RlrgMydHYNF9OoLGiIcpQeeZe8nJB6TLcl/lc5bm2bfzRQL579+U8NOamco5G7r6utvHnL15m4kUKbCcfQ3G5bzoNt/oEKAOUC3o+EZ5N8UkOeIM7ZaXMEfdhykTuuUVlB38pm7FFGWRpvime823rpClv4cdP9iOIc7xcM8WAD+mTp6urf0+Jz/jrks6kgbSXruTC8S7lsAzv9hYQmPeNppy7z/edEta1BCSwmECfMtb2HVBiyDf78pFq1nw7lG/7xeWbffl2Jt/nw1758Wn85nuhsZVvceZbobHXXPNNRMLisJ348p1EjhMX+c0Hvps22vbL7zGW54kLe8SFIz7SUNoekksZt9vrRWBeGeM+4nxZVpq5y7csy/st383Md3YJ06Xs5Bu2zXLBfZ57uRk/+ylPhM/3SGfF1yzTpb3YIey8+LqksyuXLuWwTKPb60VgXvmalRM/RD+LjMcl8IgE+hTeWQKU5FLJY4uFxqytQeUY5+KvbAST5YjX+GHd5i/+s07Dhv80yhxLA89xGsacS7hF61kClEYYe0kn8bTZHorLonR6fnUJcI+0uYis3EPNNfdeXPNebitjXctOsxzOuncTN2vEXu53/OdYeX+T/kUPimV5bOaX/bLe6JLOLlxIa5nONnZVhvxZSwLcN33dVwRY1NHL5P58v2+RX89LQAL9CVjG+jMzhAT6ELCM9aGlXwn0I3Cf8uUc0H6M9S0BCUhAAhKQgAQksCQBBeiSAA0uAQlIQAISkIAEJNCPgAK0Hy99S0ACEpCABCQgAQksSUABuiRAg0tAAhKQgAQkIAEJ9COgAO3HS98SkIAEJCABCUhAAksS6PwW/JLxGFwCEpCABCQgAQlIYEMJ9P1a0p+6cuhruKtd/UlAAvxtpZ868z6QwEMSsIw9JF1tbzsByldf5xB8X2L6l4AEJCABCUhAAhJYioACdCl8BpaABCQgAQlIQAIS6EtAAdqXmP4lIAEJSEACEpCABJYioABdCp+BJSABCUhAAhKQgAT6ElCA9iWmfwlIQAISkIAEJCCBpQgMLkDfvPlH9UbvwcHXrQm7ubkZHR7+fXR9/aH1/Koe3Nv7y+j16+8eLHnYJo5VdW/fnlfXdd2u26ry7JsuuFNueNOQpWsZSnlLONanpz/2jV7/EtgqAldX76pyxnqRo26k7k4Zo2x2CbfIruclsOkEBhWgt7e3VcHb23tRCcw2sULBHI/fbzrX3vl7+/aX0fX1H73DGWDzCUREklM+h8ays7NTiVDOzXM82NTl8l9VOO6zy8uLEQ+KOglI4EsClJeuD2m0Z/g9PDyalE0sUu4Wlc0vY/aIBLaLwKAClIaNwntyclI1kO/eLX563C7c5lYC/QlcXPxaBbq8/Ock8MnJD1VZy7nJiWKDBpCHwKOjoxEPhbiDg1fV4kNgAcpNCRQE8tBWHJq5+f79+9Hu7u6I8hh3dvZTtWkZCxHXEmgnMKgARXBSGPf3X1YNXnMYgifFPFkyRE9BxzF8QY8M++UwBg1ohn45Tphmr2pz+KP55ImN0i52yt4f7HEMO+UQZ9JWYkNcl7ZITzOPzfj29/9a9TjFDv6JDw6ss43d5hA8aSJ86S92Zq2xX+aDbdId1zyP7ZIHfnMscZfTKbjGGW5iTRpLR3jsJc2sc83jD3ss5bVrsxX/276mcbtP73gawL29vSmEL168qHpnmmVpypM7EthCAtRJlIvj4+875Z4yloe7BKANZEGc6iQggdkEBhOgFFqWo6Nvq9hevXpVNXL0isbRkOZJ8erqXyOGA+PwVzeM/xmNx79XthBAFGKGHNMAl8IQoYO4wSZ+CIcAPDz8ZiK68M+xDF0SLyKsFF2kATsvX76s/OGHvCDeSkdlw9BnbLGNnQg81sRNfHVa/lPxwE/JAZukAT8sYVbGRUVImuixIj5Y5Vjpr9wmfeHzmcfHST7IUy109yZ5wC5paYpE0huux8fHk2jwS08c9jlPONIVBzPSAcOkG1tNlqSFaxtO5BNb2NfNJxCRz/3Xdu8k9MePH6vN3d3nOVStCYfjPtVJQAI1AcrD+fnPVb2GgFzkKIeEafO7s/PM8rUIoOe3nsBgAjTD7QgJHHNiaOhyfBFpCvHr17XQYZunSsJn2JHtiFoKPQIGYUMY4sIR7uzsrCr4VCRUEPgre4Dq+al/jDJMknSR7sSPHxp2hBRLXG2/Hl7hGOkhjvhBQJE20oBfHDaxTXpKRy8xfrKU59jGP+ci2LFBmKaQLcOdn9dCMHkjPPmAAWm8uLiYsklY7CJQxuNxaaryx7n4yUns5Ykf7mXe0ntAmuOH8/QmEH9TXJLOiKH0OHz4sF4vp4XLY63pOaa3GJ7w5xrf13Gv6iQggZpA/XD+YtKeLMvl5qZ+AFzWjuElsKkEBhOgCKOIqsBCfNBQdmnoIlgSNsIk++X69vbTRDDRa1k67NAoI3awQZrYZil76sowbDft7O/vV16ur68nXhelkbwSd9Nfhjw5H/f8+XSvVI6zxh/ClrSXDjGenuDyeLYRmsRfihIEMD2R2ELw0ePItUIssyBoCNd0zTzkfERp9uEWEY54hHnTT/bLISn8lemcd70Tl2t6zuueZdZcx2bPsowkIIH+BOqRrE9To3L9rRhCAhLoQ+BPfTzP8ktDGBHCnL+m40WJ9OQ1z913/9OnT1XQNuFSD3/UT5+INoQWvYMILbYRY7yYEWGEoaadDFsmni7phAFLGwPCc66Li79mmuaF/Rz3bGHLg0CmCMCAnmE4XHyeJTEviupcM03ZJ/5ZDxqln4UR6KETAR4QuH8pe3AvxXwnA/8dMejqV38S2FQCPPBTjmgrUlcNkde0IUPY0oYENpHAIAI0Lx/Ru9Z0zOOk93FoAfrs2bMqqoi1Ml56SMvCX8ZNLyiCmCfeZg9jaSPDJ4mnPDdrm8qLeOmdmuVgscilEmzL26ywhGEh77Nc/ZTPtIQ/pipahvsR7fdxSWN6XsOttFX6KY+7vRyBz/cJ1/zLofj0snNNyh5tr8dy3A29WQSYmoRrG03IsHxbnU75o95re/CmHi7L3GYRMzcSGIbA0kPwFD6eIMvexDJpzBnETxfhVYZbtJ0h8nJYlzD0chJfOe+ztMWQNGmiES7FUnPuYeZEzrJT2sw2ghabaeBznF5X5u01j+d8c40dKrdyyB4/CEh6V5vHE54Kj7yzxPFkT5jMz0QgR7jghzR1TRf+m3HDn0qYuJlqgK3mtc5+BFHS5robARpGHuSaDtZ1I9je650HrHIaCTYyVcIGsknU/W0kwIuYTFMql7wgW7+kObtDgTLWnMKUOpj6UCcBCcwmsLQAjbhA1LW55stIET8ppG1huhyj8cQ2wgqRhcPmmzdvKkFErycNNMKvfLLFT/0poRdTT6ilHfJEryCVSxrxLmnKizQ8NRMPjrRhm3PJe1db2CAsjkqOdM1LU95WR6jiyH9ePIJVKstcM+yTVvzN6zmtjP33BzGdCpe0Yetzvo8rpqWfkiVp0PUnwHUt7wUswDXsZ91XeTDgXs41SzivRf/rYAgJNAnUX06h3fn8xw5sUyYtY01a7ktgmsDSApThbIQNjV2boyBynp4zhA49pewjfFiWcbxUg9BE8NDLV3+3cnd0eflbVQEQd96i5/y0n88f9SYNpKsWa3+u0oWoStiuaYTB1dW/q7jrtNTfwCSNecO+qy38Ew6+pLv+diZz/qbTXdqDa57cCYP4rhnUPOAV9rXNv1U9xVSUtQhdPEeVBw0EPeFJGzbLipb0EQfpxQ/XmPPz0l3mwe0vCeS61r3N9X3MnObmfZVygMiMq7/I8HzqenCvE1YnAQl0J0AdWdebn/9mOmWJMsc5FvxRL1L36iQggdkEvrq7u7ubfbo+Q6FieGITHT1DiKVmY76JeTVPq0tgk8vY6lI3ZdtEwDK2TVfbvD42gfuUr6V7QB87k8YnAQlIQAISkIAEJLDeBBSg6339TL0EJCABCUhAAhJYOwKDfIZp7XJdJLh+c3wzpxcU2XRTAhKQgAQkIAEJrAwBe0BX5lKYEAlIQAISkIAEJLAdBBSg23GdzaUEJCABCUhAAhJYGQIK0JW5FCZEAhKQgAQkIAEJbAcBBeh2XGdzKQEJSEACEpCABFaGwIMJ0HyYNx/F5l9z+E5U/pFlKAJ8bH3RB+3zgW4+EKyTgAQkIAEJSEACEnhaAo/2Fjz/7NP334C6oLm+/qOLN/1IQAISkIAEJCABCawIgQfrAV2R/JkMCUhAAhKQgAQkIIEVIzCYAM0wN8Ps/LUl/1tdurYh+MvLi8l/VBOO/xjPkD3D5dhhiL0cOk88hMU1h+Dxm/8qj82bm5syKdU26cn/teOPYfwyni8CeEACEpCABCQgAQlIYBACgwhQxBuC8O3bX6r/jD8+Pp4IyVmpxP+bN/8Y7e3tVWHyX/PYGo/fj3Z2dkYnJyeVKMQfjuMIx4ODV6PDw6NW0wcHf6vCjMe/V3Zfvnz5RVqwgZA9Ovq28lP7vamEa6tRD0pAAhKQgAQkIAEJDEZgaQHKS0X0Wh4ff18JQ1I2TyAm5efnP4/4F6Kzs59yaHR5+c/R7u7u6PT0tDq2v/9ydHLyQ2Uf0YgQ5XwZZhJ4NKrEKb2dCFf84YJN61cAACAASURBVJh3SjxxnEd8ksbMSa1tnlUvSBGPTgISkIAEJCABCUjg4QgsLUDH43GVOnoyS0fP4yyHaEUIvnr16gsviM6c52QEJKKxFpc/VL2jXwQcjUYfPnyozmGjdGU89KLimulDpNLr2pw6UNpxWwISkIAEJCABCUhgeQJLC9AkAfFWuuZ+eQ4hOcsl3O3tp4mXCEh6Kum5XMZlnmfdm/rn6tNQzAFl4VzOLxOHYSUgAQlIQAISkIAEZhMY7DNMTeHW3C+TkOHx8li2E25393l1iP2Li1+r3kmEK0PkGTpPmD7rCFzmqy4rZvvEq18JSEACEpCABCQggZrA0j2gEXHNoevr6+uZjBnuRoS+e/fuCz8MkXMuQpGXkmrhWQtGhuJnfcyeYXUEa96kj/EybRmeZ7i+dITjjXrs6yQgAQlIQAISkIAEHo7A0gIUscgb6bzVHuHHmpeM5jleWkJI5g13/PL5JMRmXjLCJoKUHk+EI8eJ782bN62mSQfi9vz8vLKDJ3pMM++T/aSX43nhCPGJ0EX0ki6dBCQgAQlIQAISkMDDEVhagJI0hCHCDRHHXEp6ERcJOcQi4egpzRxMbDE0jthEiGIHQcmb8LgIxKZwrU7+9ydv0ucbn/R+NofsiRebDO0TNz2fuMvL3yY9r6VNtyUgAQlIQAISkIAEhiPw1d3d3d0ic4i0fKdzkV/PS0AC/QlYxvozM4QE+hCwjPWhpV8J9CNwn/I1SA9ov2TqWwISkIAEJCABCUhgmwkoQLf56pt3CUhAAhKQgAQk8AQEFKBPAN0oJSABCUhAAhKQwDYTUIBu89U37xKQgAQkIAEJSOAJCHR+CekJ0maUEpCABCQgAQlIQAJrQKDvy+qd/wmpr+E1YGUSJbAyBO7zBuHKJN6ESGANCFjG1uAimcS1JUD56uscgu9LTP8SkIAEJCABCUhAAksRUIAuhc/AEpCABCQgAQlIQAJ9CShA+xLTvwQkIAEJSEACEpDAUgQUoEvhM7AEJCABCUhAAhKQQF8CCtC+xPQvAQlIQAISkIAEJLAUgUEE6OvX3414A2rWwvnHdG/fnldpub7+UEVL/Ht7f5mbBPzu7/+1CrfI71xDLSex99gMymRcXb2r8sVat74ELi8vJvcoZa3LPTUev28tl0Pf4+tL1ZRLoCZA/Xhw8PWkvBwe/n10c3OzEA/tDeUp7R/hrGsXYtODBEaDCNBwvL7+Y8TnmprL27e/xMujrF+/Pq7SsLf3onN8p6enlV/STj50ElglAjRy5+c/jyhL3KNXV/8a8dBEYzfPXV9fV6fH49+nyqX3+Dxqnts2ApQlHuhevXo1KSe7u7ujw8NvRre3tzNxIDRPT38cHR4eTcLhGVtdxOtMw56QwBYQGFSArjMvKpmdnWfrnAXTvqEEuDcRn0dH347yUMWafXo45zV0Hz9+HNGQsugkIIF2AhcXF9UJhGRcLUZv5vZmvn/PCMPu6OTkhwQbnZ39VG1TNnUSkMBsAo8uQBlGbA5zNIcr6O3JcDjDGvgv/bBNz0+GPBj+IEwc25zLEHyOt63xE7/ZJjxPsM1hSoQAfnniLR37SQvrMi2lv3nbzTxh582bf0yCcD62y7yz3RQgZXpgRyWpW18CXHvuvYODV1OZSE//PHFJI7i//3IqnDsSkEB3ApS9WY7ylYfC+MkDn/VuiLiWQDuBRxWgiE9E1d7e3hfDFXlapLFFQB0ffz/xQ4HOkAaVATY4lqF+/BIG+30dlQd2WGebhr2rQwASb4ZGWdNbVYrHRbYy/FNywU5YlOGxnWEihmFvbj5WbOIHTmV6jo+Pp8R7/LleHwLc8zs7O9W1Lh8+Ft1jhOPhhKWco7Yo3PqQMaUSGIYAbQhlrGxD3r3joZ9h+M+9omVsKV/4aTpG05odA00/7ktg2wkMKkDLRi49ggiiOMQTIi9DFBy/vPxnVcgzB/PDh/rFobLXJuKOgo5QpeC/ePF5fmd6gmZVFIl/6DWVFemh8krvFGv2OdelB5Y0MfxD3sphHOzs7j4fjcfjqWRzPPmEJZyIByasEa3N9MT/lCF31oYAw+g4ytLRUT3XjDmczO9EkM5yuf9oWKfnZ9/MDTfLnsclsKkEqH+pN8vRI+pw2irKz30cnQM6CUhgNoFBBeh0I1e/jIR4xNEY8kRI713TRURx/uXLergwvX/Np0j8UlnwdMpQN/6eykUsR3wmHfv7+9VmUzzmfHNNJcdLIlR4VIAsDJ1HQJT+nz9/Xu5OVY6Jj57U0oVpeczt9SHAwwVL+WBBo4gY5QEoowfNHFFW6N1PGcx5yiBhuN90EpDAqGpLqHfT2UG5oV7mAW9W+ZKbBCSwHIFBBei8pDSFZOk3T5i3t5+qHj0qAXp9EJiZC0rlgMPv5eVv1TA+Par0CtHbynpeHGV8Q20jCnBJY3p9EY+4T58+VetFP6QbGwyN5q1lxAU9nPdx4Zmwzf0cd70eBHjgwuXBJqnOg0bumRxftE649Kwu8u95CWw6AdoSHtjKzgRGjih75+ef3y/ow4ERLJ0EJDCbwJ9mnxr2TBrRNqsRcimwVAIsPIHSC0gFkBd7GKbGFmsWwlJ5cB4hx7zIx3IRdvT8Zvs+cSM8yUfTDvm6z5v54Zm0NPdz3PV6EHj2rP46w6zreN97L3bXg4KplMDDEKBcseTBrIyFToBZPaCUO9qito4POlPu24FQxu+2BDaZwKP1gFIYKawMnTcdBZxzbQ0p4egR5VxbQec4QhTB+tBzbppD4pmH2qygmBZAb2jX6QHYRXyX+U+l2GQ1bz9P7823L/v2kM2Lw3OPTyA9n7OuKz03bY6HMu7D5v2Z+yF228J6TALbQoB6d7aQRJjOHomi7DXbBdoplrQP28LRfEqgL4FHE6AkjDlsFNbyLVzm2FBY6e3EMdTOy0yleKMhRZAxlzHiLj2ihOEYjWwEWGVoyR8qD+JMPKQxL0rFNEM0VE6kOeklf+w3h3MSpm2dSiw2iIspBbUI7TaMj10qUdLE3L7YYk1Pqm59CXCP5bpyb+C4N3h5LcOEbbnLuXIIkXA8BHJuXsPaZs9jEthUArRNtCGp78kn9SjH+JLILEebRJks2zS2EbWUMZ0EJDCbwKMNwZOEFMj6re8/V6lCfNHDyRpHbyZDgxRiRBgOYVVPCK8LNNvYyLzQhOvz+aTK8Jyf2CIOFtLAh7+bT7sM+XM+acUk+YygnhPF5BR+EQaxkcqLOBGQnOvqsMWLSrGFjbzd2dWG/laPQK7rwcHfJvcDZSX3KSnmPqQBpTzxMMZ9xHzp+v6tyxvHuB/KcKuXW1MkgcclULZNlBdcs22iHqZzhAe3TPWinFEOecjPS32cp7xS1nQSkMBsAl/d3d3dzT5dn2EYj7cCdRKQwMMQsIw9DFetSiAELGMh4VoCwxO4T/l61CH44bOsRQlIQAISkIAEJCCBdSOgAF23K2Z6JSABCUhAAhKQwJoTUICu+QU0+RKQgAQkIAEJSGDdCChA1+2KmV4JSEACEpCABCSw5gQUoGt+AU2+BCQgAQlIQAISWDcCCtB1u2KmVwISkIAEJCABCaw5AQXoml9Aky8BCUhAAhKQgATWjYACtHHF+AB++W8YjdPuSkACEpCABCQgAQksSUABWgDkX47ybxbFYTclIAEJSEACEpCABAYkoAAdEKamJCABCUhAAhKQgAQWExhMgDJsvb//1xF/x8SS/9NNEm5ubqr/J895/Ja9jfQ+cg47h4d/n9jhP82bYTnf/H/0/N917DeH0Q8Ovh6xcJz/88Uf6/jjP9c5j8MW53QSkIAEJCABCUhAAsMTGESAIuIQbQcHr6r/jH/79pdK2EWEIhYPD7+phOR4/Hvl5+jo2xHzLUsRSvbOz38eHR0dVX7Ozn4aIQwRqy9evKiOXV39a4RYjW3CIEixQ7z8Zz1r7GC/dIR7//79KGkgvdipxeerEbZxJyc/jK6v/yiDui0BCUhAAhKQgAQkMBCBQQQoYm93d7cSbqQLYbe//3IiLhF59GKenZ1V/vDz+vVx5Y+wpSMsC+7w8Gi0s7NT2cI/bm/vRbWMx++rfYQn28fH30/CEZ59ziE6S4eoxSYOP7gPH6b9VAf9kYAEJCABCUhAAhJ4EAJLC1DEHz2cCM7SXV7+c9KLiB8EKuKxdHWv5k0lIHP8+fPn2ZysIxhzgP0MwUc8RrTGz/7+frU5Ho9zqBKepCOuaTfHXUtAAhKQgAQkIAEJPByBPy1rOkJwnpjDDwvzLtsc5+aFbwuTY4mfYfo29+nTp7bDHpOABCQgAQlIQAISeCICSwvQCMcIwbZ84Gd39/lkjmWbn+ZQeZuftmOJnzmb2W7z5zEJSEACEpCABCQggdUgsPQQPEPvCL/MyUy2eAGIHk+O4+fm5uNk2Dx+mBvK2+bzxGv8zlozjI9rxs+LRcTPWicBCUhAAhKQgAQksDoElhagZIWXeXjJKJ80ojezfnv9ZSU+87JPPqlEmPqt9fMq7DI9l7yoxNzSvM2ObeJnH+HbnBs6D/3OzrPqNMP25EcnAQlIQAISkIAEJDA8gUEEKG+o8+mii4tfq17H+pubr0a8iITjxZ+rq39XPaX5VigCkTB5u32ZrPH5JIQmApdeT+JHfCb+rrZJJ4IWIU06l+mZ7Rqn/iQgAQlIQAISkMC2Efjq7u7ublGmEXV8X1MnAQk8DAHL2MNw1aoEQsAyFhKuJTA8gfuUr0F6QIfPihYlIAEJSEACEpCABDaVgAJ0U6+s+ZKABCQgAQlIQAIrSkABuqIXxmRJQAISkIAEJCCBTSWgAN3UK2u+JCABCUhAAhKQwIoSUICu6IUxWRKQgAQkIAEJSGBTCXR+C35TAZgvCUhAAhKQgAQkIIHlCPT9WlLnv+Lsa3i5bBhaAttF4D6fsNguQuZWAssRsIwtx8/QEphHgPLV1zkE35eY/iUgAQlIQAISkIAEliKgAF0Kn4ElIAEJSEACEpCABPoSUID2JaZ/CUhAAhKQgAQkIIGlCChAl8JnYAlIQAISkIAEJCCBvgQUoH2J6V8CEpCABCQgAQlIYCkCgwjQg4OvR3t7f1kqIcsGvr29HfEW1unpj8uaerLwr19/9+QcnyzzRtyZwHj8vrrXr68/LAwTv5SNcnnq8row4XqQwBMSODz8+4j6uIt7+/a8qrdTvgh7dfWuS1D9SGCrCQwiQLeaoJmXwCMSQHR2bRhJ1vX1dZW68fj3EZ9Sy3J9/ccjptqoJLA+BChfXR7uyBFCk06Pw8OjSdniODZubm7WJ9OmVAJPQEAB+gTQjVIC9yFAQ3d6ejo6Pv6+c/CPHz+Odnd3q6VzID1KYAsJIDoZzXv16lXn3L9/z2jE7ujk5IdJmLOzn6ptRh90EpDAbAKPKkB5WmR4IkMVrN+8+cckdZznGEMapT+2m0+Tl5cXk2EPhhPZX+R4Km0OPbYN3dPQl2lsi5807u//deIP29ha5Jrh2qYM4Cfxk172SwcL4osf1mUayzzBN/6oXJtDQ3Ar80FcxIn90jWZNNNU+nV7eALwHo/Ho7dvf+llnEZwf/9lrzB6lsA2EqAORXweHHQXoJSvvb0XU7jywIc41UlAArMJPJoAzdDh3t7eZKiCxjRDGGUSz89/rioChguvrv41urn5OCWIaIwRVvQE1X7+PXr3bpg5NwgtRFmGLBmqRNAdHn4zSSLx4+/o6Nsq/trvTSUCJ55aNhKOCo50k/8ci3fiouIiXvwwtENcpXAkLfjjPAvxs98Ujdje2dmp/GCPbbjhF0c+2S/zAcecT5qomPFLepNurhFhdY9DYH9/vyoLXMOurr5HbqqHNx4q8iDidetKUH/bRID67fXr485ZTvlCcDbdzs6zLzpNmn7cl8C2E3g0AXpxcfHFUAVCbHf3edWzU14IjiO8cDxd0oODgI0wurj4tTqWyoIK4Pi4e8VRxtXcppeJRj6VCtuIYEQejt5HBCFpLOM/Ozur0ojom+UQbdjNcA02yBvirnQM4URoIA5xHz7UL5zglzScnJxMgmATgVIy4mQZF/Z4uodhhoZID3zLfDQ5Eh/+EfukF8eafc4Rp+7hCTR7WbrEmGvDtc8DTf3QsvhhqYt9/UhgkwgMPVJAx4lOAhKYTeDRBCiiChGHaEHA1SLu61YB8/z586kUR4xxkEYVAfby5fSwIqKo9DdloMcOIg37SWczaMRbM34EAvHPGnYhHOKvWcldXv6zEgeJBxsRvxxr5imT3TkXjvRQtgnfpmgpbZFHFvJbuibHCN+Iz/hF8OIQ7LrVJMC9lh7rMoVcc+5H7nGdBCQgAQlI4CkI/OmxIkXsMHTMmoaRofijo6PRxYq1gekNZCiaRhphhyCkJ5Jz6YVlGLNtKDPnm1xzvBSBTT9d9xGcpA2BiRBEDMOzTYTOsnl7+2nWqanjSTfzRNvcp0/d7LSF9djTEOBewfGCkk4CEngYAozu6SQggdkEHk2AItYQM5mLmCQxDMx8mVVyCM0IUXqJEKP0NiJEIyCZL9TsFZyXh4SLoJvnd945RGYtjKfjbxPD8+yE+SIBmXQ3r9s8255bDwLPnq1WuVsPaqZSAjUB6kbaBDpVmo4H/OYIVNOP+xLYdgKPNgTP0DlPhBE0gEeM9RVkFGoKffOlI0RZX1ukIfPkZt0IDHlnvmV6b/GboemEI25e9ECotjl6fck76SwdwpGXQ5rHSz/lduJtDuXne4+l33nbMGRpDqE3Ob54Ub/h2UxfvlhQvhw1Lz7PPT6Buvf+y3sr90qmUTx+yoxRAptBgHq42YbQTrCk7tyMnJoLCQxP4NEEaApqBAsFNJ8u6jocnOzzAgyFPkPO2OL7iIscFQJCcV44PlXEgs04bCMe6fFEtCFKsRE72CQv+CFtsxznsJtw5AEesGkKylk2UqnRcxxH3KkE+4jwLhzJK6IfYZ1rR1zsk+Y+vcBJr+vHIcC14349P//8Yhz3Bw9vua6PkxJjkcBmEmD6E3V6OQLFNm0BZUwnAQnMJjCYAKVhy2deyjW9gjheQkKwIJY4f3Dwt2reIoWUsH2EE2Gwx9vw2GJ+Ii9WUOjnOYbVeQO9Hk7n25nffPESDi8FMUeu/DYmNjlOY44jbuwk/uTx8vK3uWlI/AlXi91Xle156S7PZXoAIjacyXferI8QLcPM2p7HMXklLF8BQGh+vnZfV9cSJrrVIZD7Og8K3Be5J3OvcF/TaHIP6yQgge4E0sZRb8dRL1L3UuZSxvBH+VrUHsWGawlsK4Gv7u7u7hZlnoLF27S6zSfA0zwihUo182A3P9dPn0PL2NNfA1Ow2QQsY5t9fc3d0xK4T/karAf0abNu7PchQM8tb9SXvc/1nNR6msF9bBpGAhKQgAQkIAEJLCKgAF1EaIPPZwgdIcrTC0s5bLvBWTdrEpCABCQgAQk8IYFH+wzTE+bRqGcQ4OWiiNAZXjwsAQlIQAISkIAEBidgD+jgSDUoAQlIQAISkIAEJDCPQOeXkOYZ8ZwEJCABCUhAAhKQwPYS6Puyeuch+L6Gt/cSmHMJ9CdwnzcI+8diCAlsLwHL2PZee3P+8AQoX32dQ/B9ielfAhKQgAQkIAEJSGApAgrQpfAZWAISkIAEJCABCUigLwEFaF9i+peABCQgAQlIQAISWIqAAnQpfAaWgAQkIAEJSEACEuhLQAHal5j+JSABCUhAAhKQgASWIjCoAL26ejd6/fq7yb/q8FYUf/XI8aEc9vnnnlV2/J86+b6+/rDKyeyctrdvz6truin56ZzxFfIIe+4pylSW09MfF6ZwPH4/8Z9wrFe9DC3MmB4kMDAB6rnyX+G6tl33DTdw8jUngbUjMJgApTFEHPJXjnyyieX6+o9qn+MU0m1xCG4a/k1xr18fV9eTf07SPT6BPNAQM2WKsvX27S+jy8uLSpTOS9H19XV1ejz+fVIuUzbnhfOcBLaJwJs3/xidn/88Ojn5YVJOyD9t17y6nLqetu/w8OiLcJRbnQQkMJvAIAKUhhCBSeE9O/tpEhtilIYS4ULhvr29nZxzQwIS6Ebg4uLXquxQtihTuIODV6Pj4++rxnFez/THjx9Hu7u71dItNn1JYLsI0C7RhlGmEJJx/E0x5e3i4iKHvli/f88Iw27V9uVk2sB5wjV+XUtgmwkMIkARlxRUesra3NnZWVWwSwGKYN3f/+tkeJChj7KXlKdKjvFkmqHDciif8zl+cPD1F8P8zSFL4irtkxbCY6eMo81WM0+koxwOLdOOPRYctniCjiP+coiHc+VTMv6xG9v4DbMyv6S7LZ1UoiXTxFemgfjYDzv8E26eww7+I3SImyX2OVcymGfLc/0JpFeGhq7NlfdQ8zyN4P7+y+Zh9yUggf8SoO1iVCDCsQlmUflqjgzlgQ9xqpOABGYTWFqAUjhZmoWwjJJzNKJpQBEuCKo0rBR+enM4VopMxFdtvx5y5AkVx3GGFjMcube3NzVUQhhEHC5+jo6+rewTd+nYTwWUKQMI0gi/0i/bHK8F6+5kyCVpR8iRJxbc1dW/qh5gtglT5rkeEiWd30zFhWAgP6kQa2H/XcWlHEbleJlO4maffBIWv+/evZuyTdqJDz6xhX/CLRKhVYaKH8QoFWzscG2a16/w7uYDEKB3Ezer7HG96/JD+fzL5KGD662TgATmE6DsUIaoj9tcylfatdLPzs6zquyVx9yWgASmCSwtQG9vP1UW2wrhdFSf9xhSRLBEUHImQx8fPky/uPPqVS06S7/4Pzk5mQxH8uRK/OfntbhECOEY/keo4eidxUZzKgDhIhjxS3xULLOGTzjO+RcvPs+HzBzJ5KGKsPhBrCHw8Bc/xEvPMJUcaSodohBHejmPKOdYyfjo6GgqndhAiKQXGr/Hx9M90nDBHvHGVsmlTEOX7XJIGBGOa16/Lnb0059A7gvukVzLppX0WHNf50GMhxPC5gGtGcZ9CUigJpB6mbr2Pu7mpn5AvE9Yw0hgGwh0/i/4IWHQa4aj9/HTp1rAzuqBa3v6pMFt9vowzJje07oX8cVEfCbtL1/WfvAXQdu0E8GaMM018RB/ehfZjq2m3+yPx+Nqk/hLR9yEJz2lCOZYHNuIBkRvhDXbJS8EBcvJSS1cE5Z0lfmBC/aaeUZMkwbOdx2uxW6ZzjKexO/6YQhw/etpFM9nDhsSM9eSe6fpeMhKr3ceiJp+3JfANhOgbaKOpV5u1pfbzMW8S2BIAkv3gDLUgEMAdXWIHeYNIqhoTHH0VnZ1ibP0jwDCVpY2QZRjibMM33UbG5eXv1XDMjwhZz4l61kMIrITfxkXeVmUHjgxhBrRiZ1yvlJ6oUu7bdvEQxoz/zPrUti2hfPYahHgXuOalz38fVKYh7oM4fcJq18JbDoB2ifqREaHMqJ0nzzv7j6/TzDDSGBrCCzdA5oetQz3zSLHEyV+6ZWj94WnSuZIxs0Sbzm/aI24QphlaRN1OVb23C2y23ae8DwZs2ATIUr+yEOZp4R99qwW6Yk/x1kjJOZVVPRKYpuKML2khIsYZTuCPEK3tF9uw4a42tJY+nN7NQlwf1F2GNrjIWjZ+zj35Wrm1lRJ4PEJUNdGfJb1bVtK6vqUEaovO1+o1+05baPmMQl8JrB0DyimmGuIuKLwtjkKNAsNJkIVv/v7+1NeFwnY0jMNcFPMlcPHDD0mnjJc3kocsmKgEqKiQljPmvOTvCb+pIk0UnmlRyrHy3W+41jOOeV82XsFV5YM9Sc8TEpO9ZDsl+y4NuUb9wnvenUI8MDBFwu4nldX/+4kPimP9HJzH5Qu91Tuy/Kc2xLYRgKUK+ZFUxdSny8Sn2GUtib7rKnTWZp1dunHbQlIYDQaRIAivuiho/DSQxPRk0JNQ0iBRvixIJYY5siTY4Y8uCAJO+/i4KcehqyH76k4OJZKI+vSD2kgHs4R/30dNmjUS7HNMRp5OOAQpbhUROSZuXaESc8l5968eVOlJemtAjV+IhLKb9FhJ/GHFy8BIWhzHPunp6dT1vKiUDldgPQQhnNJ91Qgd56cANcoowb5NmGXRHHPca/n5TzCcL8wf5lzQz6IdUmPfiSwqgRoQ6jDqYv7DLszr7+uyz9/WYKySl3q/OpVvdqma1UIDCJAyQwFl3mJFMZ88oU1jrlqZaGu5649m3yzkgYyb3mnd2YeoFrI7k3iwS8Nc4Qla/ZxSQtv3vetXNrSgMgknzTimUOJoEPAZV4mfngy5jgLjnPEX/cE//m/eSedv80VfuSVsIjLxEdPKrZw6QmlssMf+cQfvWW8bEJFWHKh94xj+V5onvjL61MZ9mdlCOThg3sg93PuBdZ56Mi9xQMRjuuc+yv+ue40mrlXVyaTJkQCT0SA8kLZwqUMpbywTjvGwxv7fAM5jrqeujgdE5zHH+WL8qeTgARmE/jq7u7ubvbp+gyFqu1t2kXhPP+0BHgYQHAMIbyfNiebH7tlbPOvsTl8WgKWsaflb+ybTeA+5WuwHtDNRrv6ueMpPVMRklqGguj9dCgoRFxLQAISkIAEJLAKBBSgq3AVBkhDc8oBTyPlEOwAUWhCAhKQgAQkIAEJDEJg6c8wDZIKjSxNgLmiEaFLG9OABCQgAQlIQAISeEAC9oA+IFxNS0ACEpCABCQgAQl8SUAB+iUTj0hAAhKQgAQkIAEJPCABBegDwtW0BCQgAQlIQAISkMCXBBSgXzLxiAQkIAEJSEACEpDAAxIYRIDyCaB8cP0B0zoxzYeAy48BT064IQEJSEACEpCABCSw8gQGEaArn0sTKAEJSEACEpCABCSwMgQUoCtzKUyIBCQgAQlIQAIS2A4CDyJA+QtIhuT5GHoW/qWH43EZRud/rPP/1qzzv9bxx3/04jd2+HcfnQQkIAEJSEACEpDA+hJ4EAF6ePjN6Pb2tvr/eP5Dfjz+vdpvzhNFXL5//746j7+Dg1ej09MfR1dX7yqiEZ/8ow/n6+VmxHGdbQt4ZwAAEEVJREFUBCQgAQlIQAISkMB6EhhcgF5eXlQ9nScnJxMi/B/5/v5+JRwRpqU7O/up+stIjh0ff1+d+vChFpjn5+f//TvJf06CvH37y8T/5KAbEpCABCQgAQlIQAJrQ2Dwv+I8PDwasdBLSW8m7vr6ejQev/8CCj2biNM49ktHGP5isnT44VhTyJZ+3JaABCQgAQlIQAISWF0Cg/eAklXmezJvczweVzl/+fLl6PXr43tRaIpSjLQdu5dxA0lAAhKQgAQkIAEJPDqBwXtAeYmInkuGypnTGXffl4faejrbjiUe1xKQgAQkIAEJSEACq01g8B7QzN/c3385lXOG4fs6BCxD+U3B6UtIfUnqXwISkIAEJCABCawOgcEF6IsX9ZzN8/OfJ7nk7feIxqaYnHhq2chLSeXb8wzv97HRYtZDEpCABCQgAQlIQAJPSGBwAcpcTxaG4vPtTuZsnpz8UGUzQrRLnnlB6fKyfgO+tFUO7Xexox8JSEACEpCABCQggdUh8NXd3d3douQg/vgGp04CEngYApaxh+GqVQmEgGUsJFxLYHgC9ylfg/eADp8tLUpAAhKQgAQkIAEJbBIBBegmXU3zIgEJSEACEpCABNaAgAJ0DS6SSZSABCQgAQlIQAKbREABuklX07xIQAISkIAEJCCBNSCgAF2Di2QSJSABCUhAAhKQwCYR6PwW/CZl2rxIQAISkIAEJCABCQxHoO/Xkjr/FWdfw8NlSUsS2HwC9/mExeZTMYcSGI6AZWw4llqSQJMA5auvcwi+LzH9S0ACEpCABCQgAQksRUABuhQ+A0tAAhKQgAQkIAEJ9CWgAO1LTP8SkIAEJCABCUhAAksRUIAuhc/AEpCABCQgAQlIQAJ9CShA+xLTvwQkIAEJSEACEpDAUgQGFaA3Nzej09MfR7wNleXg4OvR27fnSyWyDPz69Xejvb2/lIdWbhsOh4d/H11ff1i5tN0nQeSD6znkdbxPOrY5DNeAeyrlijVlbZHLvdg33CK7npfAphGgfqNtSVmhvF1dvVuYzWa5THjry4Xo9LDlBAYToBTU/f2/jq6vr0fj8e8jPtvE8urVq6qhRDhui4PFePx+Y7K7t/eiupavXx9vTJ7WKSMRkaT5+vqP6lq8ffvL6PLyohKl8/JCubu9vR1dXf1rKtybN/+YF8xzEtgqApSH8/OfRycnP1TlJJ8dpPwsqsvrh8OjSbi0fdaXW3ULmdl7EBhEgNJAUoD391+OLi//Odrd3Z0khULIgijr8jQ5CeiGBCRQEbi4+LUSkWdnP412dnaqYwcHr0bHx99XjeOsnnbKJeeOjo5GPETgCMeyqFGtPPsjgS0gwAMaD3OUi8PDo0mOacsobxcXF5NjzQ3KGOFfvKjLV/O8+xKQwGwCgwhQnhwphMfH7T1kNJTNp0GGJ+gxzXAFQx/lkAXDixxD2MZPKWDLoX6G+ctzZLc5ZElcpX3Si13slHG02WriI65y2KVMO/ZYcNgqe36Jvxzi4RwVWBz+sRvb+CWduDK/pLstnVSiJdPEV6aB+NgPU/wTbp6DJf7Dj7hZYp9zJYN5tjzXn0B6ZcoHu9JKeQ+VxyMy9/b2ysNVY0mYWcJ1yrM7EthwAohMei15wGtzs8oXflPG6HzRSUAC/QgMIkAphBTiWYWQczSiPGHiEC4IqjSsFH5EKsdKIYn4ovBzniHHhOc4Q/0ZjqSBRVSlMiAMIg4XP0dH31b2I6Kqk/9NSyog/LKNII3wi7+sOV4L1t3JkEvSjpAjTyw4hj1JN44wZZ7raQqk85upuMgD+UmFSHrIG1zKqQ3NdBI3cZBPwuL33bt3U7ZJO/HBJ7bwT7hFIrTKRPGDeHn//v3EDtemef0K724+AIGPHz9WVtO72Ywi53d3n0+d4t7BzWtYpwK4I4EtJED5oM5sPsCVKChjqYvzUN/WOVCGcVsCEqgJDCJAKaRp1LqAZUgRwRJBSZgMfXz4MP3iDnNIcaVf9k9OTiZx8uRK79D5ef2yE0IIh/hLuuiBxUZ6aysPo1EVLoIRv8RHfiJm4y9rjnO+HHLBNqIveYjfrBFrCDz8xQ/pPTs7q0QAaSodohBHeqkEEZ8cK3vAGFYt04kNhEh6mvHb7JGGC/aIN7ZKLmUaumyXQ8KIcFzz+nWxo5/+BHJfcI/kWva1gg2dBCTQTiD1MnXtLEdHCI72iDaAhXq37BCZFdbjEth2Ap3/C35IUPS+4eiN/PTpU7U9qweu7emTBrfZ60Pva3pP617EFxPxmbS/fFn7wV8EbdNOBGvCNNfEQ/zpXWQ7tpp+sz8ej6tN4i8dcROe9JQimGNxbFOpITYjrNkueSEkWE5OauGasKSrzA9csNfMM2KaNHB+Vi92bGaN3TKdZTzx4/phCHD962kUz2cOGz5MzFqVwHYQoG2ijqVebtaXJQHmiTZdHgoZWUpb1/TjvgQkMBoN0gOK+KBR7OoQOwxXIKgSLkPVXWzs7Dz7wlvSgD2WNkGUY4nzCyMdDmDj8vK3aliGJ+RaCPy5Ws/qUYrITvxlNORlUXrgxBzLiE7slPOVbm9rEV/abdsmHtKYoaKsS2HbFs5jq0WAe45rXvbw3yeF5QPEfcIbRgKbSID2iTqR0aGMKPXNJ6KVunZR3d7Xrv4lsEkEBukB5YmPJ8Z5PWgUagokBZonQwoocyTjZom3nF+0pqAjzLK0FfwcW7bhJTxPxizYRIiSf/JQ5ilpfvasFsyJP8dZIySac/TK8zDFNtzSS8r5iFG2I8gjdMvw5TZsiKstjaU/t1eTAPcXZefm5mP1ELToPn7+vJ77if+yFyf34aLwq0nBVEng4QhQ10Z8lvXtfWJMW3SfsIaRwDYQGKQHlPl/FLbMwWyCQ3zSa4NjPiQN4P7+/pS3Pm/k0qCmEY2RUvwyjJx4cp41L83gysa4PH+fbfJNRYUIJ11tLnlN/PFDGhEVbdMMPvup5xiVc045lxdM2EZIsGSoP2FhUnKCSxu79LCWfmPD9WoQ4IGDLxZwja6u/j01/WFWCjOdIvPU4o95uty3Q5aD2HYtgXUkQLnixVXqQurzruKTkam88Frmm7o95a887rYEJPCZwCAClMaMIWEED4WxFJP10+R3VWGkF49GD7GUHlGSkiEPtruIIPzUw5D1sD9xciyVRtalH55siYdzy/T8YIOha+zFcYy8I0Jx8MAhLmuB+aJ6+Ygw6bmse7PeVGlJeqtAjZ+I1/JbdNhJ/OHFQwDccxz7p6enU9byohBcOI8jPYTJQ8RUAHdWggDXKKMG+TZhl4Rxn1Pe6KFPmeReZcnLcF3s6EcCm06ANoQ6nLq4z7A79SbhWOIor2V7lOOuJSCBaQKDCFBMIr4Y2kV88RmKzC+kV45CXU7WrueuPZt8s5Ke07zl3eytmU5uvUejSq8hT5/Eg8N+hCXrxBc/vHnft3Jpi5t8IrZ5CSl5RNBREWVeJn54+uU4C45zxI8gJ1z9vU7S+dtEsLbFR14Ji4BIfPSkYguXnlAEBf7IZ+zzRj/Xo+RC7xnH8r3QPPH3qXTb0umxhyOQhw/ugdzPuRdY56Ej9xYCM67+4sHzSZnkfuT+zP0Tf64lsK0EKC95QEsZKssXZQ6HqOQ47VtcpkbxgJgwtA1lexS/riUggWkCX93d3d1NH/pyj4LFm9i69SJALydCcwjhvV45X7/UWsbW75qZ4vUiYBlbr+tlateLwH3K12A9oOuFavNSy1N6piIkd/VT+a7DrQHiWgISkIAEJCCBlSCgAF2Jy7B8IppTDngaYah90RD/8jFrQQISkIAEJCABCfQjMMhnmPpFqe+HIMBc0YjQh7CvTQlIQAISkIAEJDAUAXtAhyKpHQlIQAISkIAEJCCBTgQUoJ0w6UkCEpCABCQgAQlIYCgCCtChSGpHAhKQgAQkIAEJSKATAQVoJ0x6koAEJCABCUhAAhIYioACdCiS2pGABCQgAQlIQAIS6ERAAdoJk54kIAEJSEACEpCABIYioAAdiqR2JCABCUhAAhKQgAQ6ERhMgF5eXkz+b5qPoPOvPOV/UpMa/hqS/6LmPAv/qZv/4E1q+V/r/E85fvDPf/CWrumHfwHK/2HjL//n20wT/wxUOtJHOpOepp3Sr9sSkIAEJCABCUhAAsMQGESAIvQQd3t7e9V/xud/4xGP4/H7KqWIyMPDbyrBOR7/Xvnjn3rKv49ERCIej46+rc7X/m4qP8lu/PD/5sTDcnz8fRWuKXgvLi5GZ2dnlZ+zs59GpBP7ONKTv6ps2sGfTgISkIAEJCABCUjgYQgMIkDPz38e8U88iLw4/pVnd3d3dHp6Wh1C1NEDiljkOO74+LgSgjmHODw4eDV6/fq4Oo8/BCS9pOnhvLj4tfKDv7jDw6Nq88OHDzlUrY+Ojqp0sYMf7I3H4+ocwhgR+uLFi0kY4kWMxt7khBsSkIAEJCABCUhAAoMRWPqvOBGHCMuTk2+/SNT+/suq15Hz79/XPaEci2MbwYdLr+PLl5/PcxxhS08p4RGI9IriEKSfPn2qthO22il+6JEt3c7Os8kucSNI3717VwlRtktRO/HohgQkIAEJSEACEpDAoASW7gFFXM5yCEfc7e2nSuSxnWPNMJnnWQ+L13NEMzeTcznPMDvH6S3Nsbdvf2maW7hPOi4vf6umDdCDm7mprOflaaFhPUhAAhKQgAQkIAEJzCWwdA8oPYezXATi7u7zifDkWJsIzTHE5LyeyHqu6YvR1dW/JtHeVzCSduaSspAuhCg9q9gr7U8ickMCEpCABCQgAQlIYGkCS/eAMkSeoexmaphnyTnEZYbW81ISfhF69GbyIlKG5pvzOBGGvJ1OjyfD/ezv7+9PRdV8k37qZMcd0ogQRfze3HzsGEpvEpCABCQgAQlIQAJ9CSwtQImQF4sQgfROxiEqEZh5MSkvAfFmenos80Y6LyMhVPFDD2ReOEJsMiSOOCSOiF2G4WOD7djBf1eXofzERTiOIZDn9cB2ta8/CUhAAhKQgAQkIIF2AoMIUIQjQvP6+nryTU2iYzg9PZuISOZcIjTznU9EZOkHG/RC8qY7PaP0fOIIR/jY5GWi2Dg/P68+24Rd4u/qEJnEx0tImWuK2EXoRjR3taU/CUhAAhKQgAQkIIHuBL66u7u7W+QdgZa31Rf59bwEJNCfgGWsPzNDSKAPActYH1r6lUA/AvcpX4P0gPZLpr4lIAEJSEACEpCABLaZgAJ0m6++eZeABCQgAQlIQAJPQEAB+gTQjVICEpCABCQgAQlsMwEF6DZfffMuAQlIQAISkIAEnoCAAvQJoBulBCQgAQlIQAIS2GYCnd+C32ZI5l0CEpCABCQgAQlIYDaBvl9L6iRAZ0fnGQlIQAISkIAEJCABCfQj4BB8P176loAEJCABCUhAAhJYkoACdEmABpeABCQgAQlIQAIS6EdAAdqPl74lIAEJSEACEpCABJYkoABdEqDBJSABCUhAAhKQgAT6EVCA9uOlbwlIQAISkIAEJCCBJQkoQJcEaHAJSEACEpCABCQggX4EFKD9eOlbAhKQgAQkIAEJSGBJAv8/bZwIy9nnraAAAAAASUVORK5CYII="></p>
<p style="text-align: center;">[Source: © International Baccalaureate Organization 2019]</p>
<p> </p>
<p>Using the table, explain causes of the changes in carbon flux over the two decades.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest how climate change can influence the natural selection of organisms that live in the Arctic oceans.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. «cell» respiration/loss of CO<sub>2</sub>/biomass consumed to provide/as a source of energy ✔</p>
<p>b. loss of energy «as heat» between trophic levels means less energy available for building biomass ✔</p>
<p>c. waste products «other than CO<sub>2</sub>»/loss of urea/feces/egesta ✔</p>
<p>d. material used/CO<sub>2</sub> released by saprotrophs ✔</p>
<p>e. undigested/uneaten material «teeth, bones, <em>etc</em>»/detritus buried/not consumed<br><em><strong>OR</strong></em><br>formation of peat/fossils/limestone ✔</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. increased CO<sub>2</sub> flux to the atmosphere due to increased burning of fossil fuels by industry/transportation / cement production ✔</p>
<p>b. «land use change leading to» decreased rate of forest burning<br><em><strong>OR</strong></em><br>better fire suppression leading to decrease in CO<sub>2</sub> release<br><em><strong>OR</strong></em><br>example of land use changes that uses less fossil fuel<br><em><strong>OR</strong></em><br>increase in land covered by forests/plants / forests recovering from historical forestry<br><em><strong>OR</strong></em><br>any other reasonable explanation of land use change that would lead to decreased rate of carbon flow to atmosphere ✔</p>
<p>c. carbon storage in land decreased as less photosynthesis due to fewer forests/more construction<br><em><strong>OR</strong></em><br>release of methane due to «drying of» wetlands/sealing of land with concrete/buildings/roads ✔</p>
<p>d. carbon storage in ocean increased due to more photosynthesis/algae/greater concentration of CO<sub>2</sub> in the atmosphere<br><em><strong>OR</strong></em><br>increased diffusion/rate of dissolving of CO<sub>2</sub> into ocean from the atmosphere<br><em><strong>OR</strong></em><br>limestone/carbonate accumulation «more snails» ✔</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. individuals in a population will show a variation of adaptations to climate change ✔<br><br>b. organisms that resist temperature changes<br><em><strong>OR</strong></em><br>current changes of the ocean/melting ice/more acidity/changes in food chains will survive better ✔</p>
<p>c. reproduce more and pass on their characteristics ✔</p>
<p>d. organisms with less adaptation will disappear with time ✔</p>
<p>e. example «<em>eg</em> polar bears have less ice to be able to catch prey/seals and are starving the ones that manage to find other food sources will survive» <em>OWTTE</em> ✔</p>
<p>f. changes will occur within species<br><em><strong>OR</strong></em><br>new species may appear «over time» ✔</p>
<p><em>Accept any valid example of an Arctic ocean organism.</em></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>A large proportion of students looked at this question and immediately reeled off an answer in terms of energy (as in many previous years). Few made the connection between biomass and energy, for example in respiration CO<sub>2</sub> is lost from the food chain during respiration, or that urea has mass <em>etc</em>.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>3a(ii) was the question most discussed on the G2 comments. The expectation was that the students would address each of the four arrows, with an explanation for each. Good candidates did this. Others just combined everything into a general essay on climate change. Weaker candidates just restated the figures without any explanation of them at all. Whilst it is appreciated that none of the candidates was around between 1990 and 1999, references to the Industrial revolution were out by well over a century. This question would have benefitted from a larger answer box.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In 3b weaker candidates seemed to think that they needed to give a detailed description of climate change and filled up most of the box with it. Better candidates were able to state that animals who could cope with warmer surroundings, would survive to breed and pass on their characteristics, while those who could not would perish, and give an example such as the polar bear. There were some G2 comments that Arctic foodwebs were not on the syllabus. It is doubted that any IB student does not know that it is cold in the Arctic, but because of climate change it is warming up slowly.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the structure and function of starch in plants.</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>Outline the production of carbohydrates in photosynthesis.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the processes in the carbon cycle that affect concentrations of carbon dioxide and methane in the atmosphere and the consequences for climate change.</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>Structure</em>:<br><br>a. «starch» is a polysaccharide/is composed of glucose molecules </p>
<p>b. contains amylose which is a linear/helical molecule </p>
<p>c. contains amylopectin which is a branched molecule </p>
<p><em>Function</em>:</p>
<p>d. storage of glucose/energy in plants </p>
<p>e. storage form that does not draw water</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. light is absorbed by chlorophyll<br><em><strong>OR</strong></em><br>chlorophyll absorbs more red and blue light <br><br>b. «absorbed» light energy is converted to chemical energy </p>
<p>c. some of the energy is used for production of ATP </p>
<p>d. water molecules are split/photolysis </p>
<p>e. produces oxygen «as waste product»/hydrogen/NADPH </p>
<p>f. plants absorb/fix CO<sub>2</sub> «from air or water» </p>
<p>g. ATP/energy is needed to produce carbohydrates/starch</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. CO<sub>2</sub> is produced from respiration in organisms/combustion of biomass/fossil fuels <br><br>b. CH<sub>4</sub> is produced by anaerobic respiration of biomass/«methanogenic» bacteria </p>
<p>c. CH<sub>4</sub> is oxidized to CO<sub>2</sub> and water </p>
<p>d. CO<sub>2</sub> is converted into carbohydrates/organic compounds by autotrophs/producers/photosynthesis </p>
<p>e. CO<sub>2</sub> can be converted to calcium carbonate/fossilized into limestone </p>
<p>f. «partially» decomposed organic matter/biomass can be converted into peat/coal/oil/gas/fossil fuels </p>
<p>g. CO<sub>2</sub> and CH<sub>4</sub> are both greenhouse gases/increase greenhouse effect </p>
<p>h. both absorb long-wave radiation from the earth and retain the heat in the atmosphere </p>
<p>i. increased CO<sub>2</sub> concentrations in the atmosphere correlate with increased combustion of fossil fuels </p>
<p>j. rising average global temperatures correlate with more greenhouse gases in the atmosphere </p>
<p>k. cattle production/rice paddy/defrosting of tundra increase CH<sub>4</sub> in the atmosphere<br><em><strong>OR</strong></em><br>increasing CO<sub>2</sub> leads to acidification of marine/aquatic environments </p>
<p>l. the global temperature increase influences/disrupts climate patterns</p>
<p><em>OWTTE</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;">
[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>
<br><hr><br><div class="specification">
<p>The growing human population has an increasing demand for energy derived from crop plants. At the same time, increasing droughts that are part of climate change make it difficult to grow crops in some parts of the world.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline energy flow through a community in a natural ecosystem.</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>Explain how natural selection can cause traits such as drought resistance to develop in wild plants.</p>
<div class="marks">[7]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest possible benefits <strong>and</strong> risks of using genetic modification to develop varieties of crop plant with traits such as drought resistance.</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;">
<ol style="list-style-type:lower-alpha;">
<li>communities are made up of populations of different species;</li>
<li>plants receive energy from the sun/light;</li>
<li>convert it to chemical energy through <span style="text-decoration:underline;">photosynthesis</span>;</li>
<li>chemical energy is stored in organic/C-compounds;</li>
<li>the energy is passed to other organisms through feeding / reference to food chain;</li>
<li>respiration (of plants and animals) converts the chemical energy (of C-compounds) to other useful forms of energy;</li>
<li>eventually the chemical energy is lost as heat energy;</li>
<li>energy is non-recyclable/lost from a community/ecosystem;</li>
<li>energy losses between trophic levels limit food chains/mass of top trophic levels/only about 10 % of energy is transferred;</li>
</ol>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>(natural selection occurs if) there is variation in degree of drought resistance among members of a population/same species;</li>
<li>variation is caused by mutations (when changes occur in the DNA/nucleic bases/chromosomes);</li>
<li>variation during meiosis occurs (with separation of chromosomes);</li>
<li>variation occurs during sexual reproduction (as different alleles combine);</li>
<li>some variations make some plants more drought-resistant;</li>
<li>example of variations: deeper roots/more storage tissue for water/thicker cuticles/less opening of stomata/other verifiable variations;</li>
<li>these variations let some survive and reproduce better/have more offspring<br><em><strong>OR</strong></em><br>(these variations) confer selective advantage;</li>
<li>these variations/characteristics are passed onto offspring which survive better;</li>
<li>natural selection increases the frequency of these characteristics;</li>
<li>eventually leads to changes/evolution in the species / more drought-resistant plants;</li>
</ol>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>      Benefits</em>:</p>
<ol style="list-style-type:lower-alpha;">
<li>increase crop growth/food productivity;</li>
<li>with limited water/ less water is used;</li>
<li>increase amount of land available for food production in dry areas;<br><em>Risks</em>:</li>
<li>these plants may out-compete other species in the community/may cause extinction of some species/affect the food chains in the community;</li>
<li>the modified gene/recombinant DNA may pass to other organisms;</li>
<li>more grain requires more nutrients from the soil so its quality may diminish/monoculture issues;</li>
<li>GMO may have health effects in consumers / OWTTE;</li>
</ol>
<p><em>Must include at least one benefit and one risk for <strong>[3 max]</strong>.</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 well attempted with an average score of 3. The question was about energy, but weaker students also tended to include biomass. Fortunately, very few students failed to grasp the idea that the energy is lost from the ecosystem and not recycled.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The inclusion of ‘drought resistance’ in the stem of the question should have been a suggestion to include it, but many answers were far to general with a vague attempt to explain Natural Selection in general without explaining how the initial variation in the population came about. There were quite a few ‘Lamarckian’ answers with claims of individuals adapting to cope with the change. The average for this question was only 2.8, putting it as one of the most poorly answered.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Again, drought resistance was in the stem, but not always used. There were many general ‘rants’ about GMO crops without setting out the facts.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Boreal forests stretch across Canada, Russia and Scandinavia. This northern ecosystem accounts for 29 % of the world’s forest areas. The long, cold winters favour tall evergreen trees with either needles or scale-like leaves. These trees are wind-pollinated and their seeds are not enclosed in a fruit. The photograph shows a typical boreal forest in winter.</p>
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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Identify the dominant plant phylum in the boreal forest.</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 style="text-align: left;">In some areas there are gaps in the boreal forest where trees fail to grow and peat tends to accumulate. Suggest reasons for this.</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 style="text-align: left;">An increase in global temperatures poses a critical threat to boreal forests. Explain the consequences of climate change to this northern ecosystem.</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 style="text-align: left;">The boreal forests are situated close to the north pole and even in summer the intensity of sunlight is lower than at the equator. Sketch a graph showing the effect of light on the rate of photosynthesis, labelling the axes.</p>
<p style="text-align: left;"><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>coniferophyta/conifer/coniferous/gymnosperms/pinophyta ✔</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. waterlogged soil/poor drainage<br><em><strong>OR</strong></em><br>acidic soil<br><em><strong>OR</strong></em><br>anaerobic conditions/soil ✔<br><br>b. organic matter is not «fully» decomposed «leading to peat formation»<br><em><strong>OR</strong></em><br>decomposers/saprotrophs less active/fewer in cold «temperatures» ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. higher temperatures so more transpiration/droughts/dehydration/water shortage ✔</p>
<p>b. more forest fires ✔</p>
<p>c. more/new pests/diseases because of the changed conditions ✔</p>
<p>d. competition from trees/plants «that colonize/spread to boreal forests» ✔</p>
<p>e. trees/«named» organisms «of boreal forests» not adapted to warmer conditions<br><em><strong>OR</strong></em><br>trees/«named» organisms migrate/extend range due to the warmer conditions ✔</p>
<p>f. trees die so there is loss of habitat for animals ✔</p>
<p>g. faster decomposition/nutrient cycling «so conditions in the ecosystem change» ✔</p>
<p>h. standing water/floods due to more snow/permafrost melting ✔</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. <em>x</em>-axis labelled as light intensity/amount of light <em><strong>AND</strong></em> <em>y</em>-axis labelled as rate of photosynthesis/rate of oxygen release/rate of carbon dioxide uptake ✔<br><br>b. curve starting at/slightly to the right of the <em>x</em>-axis origin and rising rapidly and then more slowly and plateauing but never dropping ✔</p>
<div class="question_part_label">d.</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>
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