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</div><h2>SL Paper 2</h2><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The pumping of blood is a vital process. Explain the roles of the atria and ventricles in the pumping of blood.</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 how the structure of an artery allows it to carry out its function efficiently.</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>Describe the inheritance of ABO blood groups.</p>
<div class="marks">[9]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>atria collect blood from veins (vena cava/pulmonary);<br>collect blood while ventricles are contracting;<br>atria pump blood into ventricles/ensure ventricles are full;<br>ventricles pump blood into arteries/out of the heart;<br>ventricles pump blood at high pressure because of their thicker, muscular walls;<br>mention of heart valves working with atria and ventricles to keep blood moving;<br><span style="text-decoration: underline;">left ventricle</span> pumps blood to systems and <span style="text-decoration: underline;">right ventricle</span> pumps blood to lungs;</p>
<p><em>Both left and right ventricles with correct function required for mark to be awarded.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>thick wall to withstand high blood pressures/avoid bursting/leaks;<br>many muscle fibres to help pump blood;<br>many elastic fibres to stretch and pump blood after each heart beat;<br>narrow lumen to maintain high pressure/because blood flows along rapidly;<br>thick outer layer of collagen to give strength/prevent aneurism;<br>no valves as pressure is high enough to prevent backflow;<br>endothelium/smooth inner lining to reduce friction;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>one gene determines (ABO) blood groups / one gene for ABO blood groups;<br>genes have different/alternative forms called alleles;<br>there are three alleles (I<sup>A</sup>, I<sup>B</sup> and i) of the gene for (ABO) blood groups;<br>(ABO) blood groups are an example (of the effect of) multiple alleles (in this instance three alleles can result in four phenotypes);<br>each individual has two alleles of the gene but only one is passed to offspring;<br>alleles that are codominant both affect the phenotype in a heterozygote;<br>(alleles) I<sup>A</sup> and I<sup>B</sup> are codominant;<br>(alleles) I<sup>A</sup> and I<sup>B</sup> are dominant over i / i is recessive to I<sup>A</sup> and I<sup>B</sup>;<br>(genotypes) I<sup>A</sup>I<sup>A</sup> and I<sup>A</sup>i both give blood group A;<br>(genotypes) I<sup>B</sup>I<sup>B</sup> and I<sup>B</sup>i both give blood group B;<br>(genotype) I<sup>A</sup>I<sup>B</sup> gives blood group AB;<br>(genotype) ii/homozygous <span style="text-decoration: underline;">i</span> gives blood group O;<br>example of a cross involving ABO blood groups;</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 answered the question by trying to trace the blood flow through the heart rather than collectively explaining the roles of atria and ventricles. It was generally known that the right atrium collects blood from the body and pumps it into the right ventricle but the timing was misunderstood. Blood flow to and from the lungs was usually mentioned, including the pulmonary artery and pulmonary vein. </p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Valves were mentioned but not their prevention of backflow. The idea of ventricles generating high pressure due to thick walls was mostly lacking.</p>
<p>The only structural feature of an artery consistently mentioned in relation to its function was that the thick wall of an artery enables it to withstand high blood pressure. Many other important features such as muscle fibres to help blood movement or elastic fibres to allow an artery to stretch were ignored. Statements such as “arteries are the biggest blood vessels in the body” or “are bigger than other blood pathways” suggest that candidates lack an understanding that the relative sizes of blood vessels can vary. Very few candidates included mention of the role of a narrow lumen or smooth inner lining</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates often confused the term blood group with blood allele. The terms were used synonymously without distinction. Though the question called for a description of the inheritance of ABO blood groups, that whole realm of thought was often neglected. </p>
<p>Most marks were gained only because candidates gave the correct genotypes for the various blood groups. However, potential marks were lost here because candidates failed to use the standard notion I with superscripts and I to represent the alleles. Sometimes a Punnett square was used successfully to support an answer when inheritance was addressed. Much irrelevant information was given about universal blood donors or recipients and the related antigens and antibodies.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline what is meant by homeostasis.</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>Describe how body temperature is maintained in humans.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the need for a ventilation system and the mechanism of ventilation of the lungs in humans.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>maintaining (stable) <span style="text-decoration: underline;">internal</span> environment/conditions;<br>within (narrow) limits;<br>example (<em>e.g.</em> body temperature / blood pH / blood glucose / water / CO<sub>2</sub> concentration);<br>levels of these variables are monitored (internally);<br>negative feedback mechanisms / <em>OWTTE</em>; (<em>reject if positive feedback included</em>)<br>involves hormonal / nervous control;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>maintained close to 36.7/37°C/98.6°F ;<br>heat is transferred/distributed in body by blood;<br>hypothalamus contains <span style="text-decoration: underline;">thermoreceptors</span>;<br>hypothalamus monitors temperature/sends message to effectors/causes response;<br>(vaso) dilation of skin <span style="text-decoration: underline;">arterioles</span> warms skin/cools body;<br>(vaso) constriction of skin arterioles retains body heat;<br>skin/sweat glands produce sweat to cool the body when overheated;<br>removal of heat through evaporation of sweat;<br>shivering generates heat / increased metabolism / hair erection to retain heat;<br>example of behavioural change to warm/cool the body to thermoregulate;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(cellular) respiration drives the need for gas exchange/absorption of oxygen <span style="text-decoration: underline;">and</span> removal of CO<sub>2</sub>;<br>gas exchange depends upon a ventilation system;<br>lungs/alveoli provide surface area for gas exchange (with capillaries/blood);<br>ventilation system maintains a high concentration of oxygen in the alveoli;<br>bloodstream links alveoli to cells;<br>inhalation by contraction of diaphragm;<br>inhalation occurs with contraction of external intercostals/relaxation of internal intercostals;<br>(these) increase the volume/reduce the pressure in thorax, pulling air into lungs;<br>exhalation caused by relaxation of the diaphragm;<br>exhalation occurs with relaxation of external intercostals/contraction of internal intercostals;<br>(these) decrease volume/increase pressure in the thorax, forcing air out of lungs;</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>On question 7, candidates tended to score either high or low for the whole question. It was unfortunate that some did not read the whole question before beginning to answer it, as part (a) asking about homeostasis was followed by part (b) how body temperature is maintained. Candidates who answered (a) very thoroughly wasted time repeating themselves in (b). They may have been unconsciously drawn to the body temperature example of (b) when answering (a).</p>
<p>Most candidates could give an example of homeostasis, even though many of their definitions for homeostasis were incomplete. Errors included forgetting to mention “internal” and “within limits.” The best answers included the concept of negative feedback and control through nerves and hormones</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The majority of candidates had good knowledge of how sweating helps to control body temperature. They knew that sweat is released by the skin to cool an overheated body. In addition, some mentioned that heat removal occurs through evaporation of sweat. Since shivering, increased metabolism, and hair erection were all parts of one marking point, candidates were awarded a mark regardless of how many of these ideas were given. A common major misunderstanding involved the role of blood vessels. Too many suggested that blood vessels either moved closer or away from the skin surface for cooling or heating. Many candidates did not understand vasodilation and vasoconstriction of arterioles. Furthermore, terminology was restricted to blood vessels, veins or capillaries. Only the rare candidate used the term arteriole. Other pertinent ideas often missed included normal body in degrees °C or °F, distribution of heat by the blood, and the importance of the hypothalamus with its thermoreceptors in monitoring body temperature and effecting needed responses.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates showed surprising command of the details in explaining the mechanism of ventilation. That understanding coupled with knowing the need for O<sub>2</sub> absorption and CO<sub>2</sub> removal was enough to gain most of the available marks. However, there were flaws. For example, the diaphragm was referred to as getting flattened or dome shaped with no reference to contraction or relaxation. The idea of the thoracic cavity increasing or decreasing was replaced with lungs increasing or decreasing with no reference to pressure. A number of candidates traced the respiratory system from mouth to alveoli. Some even included diagrams. All this was irrelevant since the mechanism of ventilation was not being addressed. The high surface area of the alveolicapillary interface was not often mentioned nor was the high concentration gradient of O<sub>2</sub> in the alveoli and the importance of blood to deliver O<sub>2</sub> to respiring cells.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>pathogen</em>.</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 antibody production.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain why antibiotics are effective against bacterial diseases but not against viral diseases.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Organism (or virus) that causes a disease.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. many types of lymphocytes (B and T) exist;<br>b. produced/ stored in the lymph nodes;<br>c. each type recognizes one specific antigen/pathogen;<br>d. each type responds by dividing to form a clone;<br>e. (a clone) (B) lymphocyte secretes (specific) antibody against the antigen;<br>f. antibodies are produced as part of a specific immune response;<br>g. some reference to plasma/memory cells;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. antibiotics block metabolic pathways of bacteria / reference to a specific pathway;<br>b. viruses have no metabolic pathways / viruses reproduce using the host cell’s metabolic pathways;<br>c. (host cell’s) metabolic pathways are not affected by antibiotics / (antibiotics) do not affect host cells because they are metabolically different from bacteria;</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>A disturbing number could not give a definition for pathogen in part a. (6.3.1).</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In b, some teachers seem to have over-taught antibody production including the HL components, with the result that the students were giving very confused answers and missing out the basics. There were a few G2 comments that the command term for part b should have been "describe" rather than explain.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The reasons why antibiotics are effective against bacteria and not viruses was quite well understood, by those students who had covered it.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>All organisms take in and also release carbon compounds. Draw a labelled diagram of the carbon cycle.</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>Describe how the rate of photosynthesis can be measured.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the mechanism of ventilation in humans.</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><span style="text-decoration: underline;">CO<sub>2</sub></span> in atmosphere/air;<br>plants/producers linked to carbon in air/CO<sub>2</sub> with arrow labeled photosynthesis;<br>plants/consumers linked to animals/consumers with arrow labeled feeding;<br>plants/producers<span style="text-decoration: underline;"> and</span> animals/consumers linked to carbon in air/CO<sub>2</sub> with arrow labeled (cell) respiration;<br>plants/producers <span style="text-decoration: underline;">and</span> animals/consumers linked to decomposers/bacteria/fungi with arrow labeled death;<br>decomposers/bacteria/fungi linked to carbon in air/CO<sub>2</sub> with arrow labeled (cell) respiration;<br>plants/producers connected to carbon in air/CO<sub>2</sub> with arrow labeled combustion/forest fire;<br>decomposers/bacteria/fungi linked to fossil fuels/coal/oil/natural gas with arrow labeled (partial) decomposition;<br>fossil fuels/coal/oil/gas linked to carbon in air/CO<sub>2</sub> with arrow labeled<br>combustion; </p>
<p><em>Award marking points only if arrows point in correct direction.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>correct equation for photosynthesis in words or symbols;<br>measure production of oxygen;<br>example of method to measure oxygen production;<br><em>(eg count bubbles from water plant/collect oxygen data per unit of time using electronic sensors/probes)</em><br>measure uptake of CO<sub>2</sub>;<br>example of method; <em>(eg method of measuring (aquatic) pH changes/shift per unit time)</em><br>measure increase in biomass;<br>example of method; <em>(eg sample (dry) mass of crop before and after timed period)</em></p>
<p>not possible to measure water uptake since water is transpired/used in turgidity/many chemical processes;<br>another valid method if concept of rate (measurements per time) is included;<br><br></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>air enters/exits lungs through <span style="text-decoration: underline;">trachea</span>, <span style="text-decoration: underline;">bronchi</span> and <span style="text-decoration: underline;">bronchioles</span>;<br>during inspiration/inhalation external intercostal muscles contract;<br>causing ribs to move upwards/outwards;<br>during inspiration diaphragm contracts/flattens;<br>causes increase in volume of thorax/lungs;<br>decrease in pressure allows air to enter (passively);<br>during expiration internal intercostal muscles contract/external intercostal muscles relax;<br>causing ribs to move down/in;<br>diaphragm relaxes/returns to original domed position;<br>abdominal muscles contract to push diaphragm up;<br>causes decrease in volume of thorax/lungs;<br>increase in pressure forces air out of lungs; <br><em>Award [5 max] for inhalation or exhalation only.</em></p>
<p><em>(Plus up to [2] for quality) </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 spent considerable time drawing beautiful trees, rabbits, and factories but labels on the arrows that connected the various components of the carbon cycle. Some candidates never showed CO<sub>2</sub>/carbon in the air.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates could name production of O<sub>2</sub>, uptake of CO<sub>2</sub>, and an increase in biomass as methods to measure the rate of photosynthesis. This meant an easy three marks. Gaining marks beyond that became very difficult. The primary reason was that when candidates gave details about the method, they failed to mention rate, as in a unit of time for the measurement e.g. bubbles of O<sub>2</sub> released per minute. The equation for photosynthesis was rarely given by any candidate.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The mechanism of ventilation in humans was generally explained well. Some accounts were flawed when specific intercostals muscles contracting or relaxing were not identified. More serious problems occurred when candidates mixed up ventilation with gas exchange at the level of alveoli or dwelled on cell respiration.</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 human ventilation system.</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 anaerobic cell respiration in plant cells.</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 concept of homeostasis, using the control of blood sugar as an example.</p>
<div class="marks">[9]</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> Award <strong>[1]</strong> for each structure clearly drawn and correctly labelled.</em></p>
<p>trachea;</p>
<p>bronchi;</p>
<p>bronchioles;</p>
<p>lungs;</p>
<p>alveoli – shown enlarged as inset;</p>
<p>diaphragm;</p>
<p>intercostal muscles;</p>
<p>abdominal (wall) muscles;</p>
<p><em>Award <strong>[3 max]</strong> for diagrams that do not show correct connections or proportions.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>anaerobic (cell) respiration in the absence of oxygen;</p>
<p>glycolysis / breakdown of glucose molecules;</p>
<p>leads to the production of pyruvate;</p>
<p>also known as fermentation;</p>
<p>production of small yield/two ATP (molecules per molecule of glucose respired);</p>
<p>produces ethanol;</p>
<p>produces carbon dioxide;</p>
<p>occurs in cytoplasm;</p>
<p>example of anaerobic respiration in plants (<em>e.g.</em> waterlogged roots);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>maintaining the internal environment constant/between narrow limits;</p>
<p>example (other than blood sugar) of blood pH / oxygen and carbon dioxide concentrations / body temperature / water balance;</p>
<p>involves negative feedback;</p>
<p>where a variation from the normal (blood sugar level) triggers the correction mechanisms;</p>
<p>controlled by both nervous and endocrine systems;</p>
<p>blood sugar above normal stimulates insulin release;</p>
<p>insulin secreted by <span style="text-decoration: underline;">β cells</span> in the (islets of the) <span style="text-decoration: underline;">pancreas</span>;</p>
<p>insulin lowers blood sugar;</p>
<p>by converting to glycogen/fat / increased respiration;</p>
<p>blood sugar below normal stimulates glucagon release;</p>
<p>glucagon secreted by <span style="text-decoration: underline;">α cells</span> in the (islets of the) pancreas;</p>
<p>glycogen converted to glucose; causes increased level of glucose in the blood;</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>In the diagram of the human ventilation system, alveoli needed to be shown as an inset to gain their mark. This was consistent with the Teacher’s notes for A.S. 6.4.4 in the Subject Guide. Many candidates included intercostal muscles but it was difficult to show them clearly. Abdominal (wall) muscles were not shown. The quality of the ventilation diagrams was generally lower than for the membrane diagrams. Correct labels must correspond to recognizable structures.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Uncertainty as to the type of anaerobic respiration found in plants may have put off some candidates since, for A.S. 3.7.3., the Teacher’s notes only mention yeast and humans. Nonetheless, some candidates gained full marks knowing those aspects common to both pathways. Also, candidates may have associated yeast with plants, thereby describing the alcohol fermentation pathway. At least one candidate was able to cite waterlogged roots as a place where anaerobic respiration would occur in plant cells.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates did quite well on this question, showing good knowledge and understanding of homeostasis. The mark scheme provided ample opportunities for many high scoring answers. Negative feedback was frequently included but "controlled by both nervous and endocrine systems" was rarely seen.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Researchers extracted an enzyme from the human digestive system and tested its activity at different pH values on proteins extracted from the blood of cows. The results are shown in the graph below.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbEAAAEICAYAAADRFcoMAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABnpSURBVHhe7d0LdFTVvcfxn7kuFQssovWWghYQKBWLYNBeXiLVKAZRAlofLQpKgvgAE/EN+OJRQSABRFGwBkHRVCURhBa5gigPRaJRrGKwKBrJvV4gJIiAkLlnn5yB8M4kk8zsOd/PWuPM2Wcmj1lkfv7P/p99jgs4BACAheK8ewAArEOIAQCsRYgBAKxFiAEArEWIAQCsRYgBAKxFiAEArEWIAQCsRYgBAKxFiAEArEWIAQCsRYgBAKxFiAEArEWIAQCsRYgBAKxFiAEArEWIWeinn35ybwDgd4SYhSZPmqT58+Z5WwDgX8cFHN5jWGDLli36Q0J71a1XTys/eF916tTx9gCA/1CJWWbqk1Pd+107d1KNAfA9KjGLBKuwoPhTTtGy5e9RjQHwLSoxiwSrsKCdO3+iGgPga1Rilji4Cgv6deNGenf5cm8LAPyFELNQbk6Oe98rOdm9BwC/4nAiAMBahBgAwFqEGADAWoQYAMBahBgAwFqEGADAWoQYAMBahBgAwFqEGADAWiGE2HfKTUlQi6bNDns7LyNPe7xnxrI9eRk6r+kQ5RYd67fdrryMHmqRkqMibwQAEF4hhNjp6jVjhRY+0lmKH6Ls9Ru0/uvy25crMtS5uEQ7vGfGlmInjMbuC63jE9L14deT1avh8e72kdVVQvoCrZ+RrIbudpm2503TiJzv3C0AQPWFeDjxeNVrcIr3eL+4Rsma9Gg31fe2Y4cJnlkaManQ266G7Ws0Y9hM/Y+3CQCovurPiW1frczh88oPmW0v0NsZqTrnpgzNnezcN22mc1Jma9323SrKGXLoYcjWt2rE/Rd72wkaaKqUPXnKPNdsn6XLh01VZsolGpj1D+UO7+WMna3LM95XUUGORiSd7Wx3dPZ9pu3me5cV6UPvex4wfoASFeQ8rMuD3z9ptJYW7Xb3lBWt1mz3ezjjrVM1ZXWhSta9pLv6TtQ6zdPQDn/QwNfeV15OhgZ2zFDeHu9w4WF/9h4an7NUuc570dkcZt3+mWamDdGTnxfp7bQLvNd4N/dwY4WvxeFHAKg8s4p95f0c2DR3cKB5k6YH3gbMDWwKlAbWTEwq3z5rUCDri22BvV8+H0hu0jUwfMkm53WPBzLWbHW+xt5A6ZrJgR5NOgRunfuNs7Ut8MXzgwLtB80NFO4132NXoHDusMCQV98MPHdla/frtRnwdGD1plJnPC3Qxnld6qQVgU17tzrfr0+gebuJgTU/m8fXBXo8tNgZD359831/MF9wv21LAsPPKh/fWzg3cOtZrQPJz38R2Lv3m0DOoK6BHhM/cH6Lil/X+Y3XTAy0bzI4kLPpZ++x8/t5+5wvEljy0JXe71/uZ+d7Xz1xcWCJ9160n7jGedfcHYGMducGUud+62w4P+MXswKp7dICOYW7zF735xlyR/A9OLqcuXPdGwD4XdUqsYpzYmuzdUfD/3AGzRzQC5rR9zdSp+7q3qq+4pqdowvjS/U/xXvUMPk+pSU0cCqeJRo/7Hnpzskal/wbpxSsr1Z9rlXSO6/qra92OiXRBr0160T1vuQy3Txrqq4/OV4devbUeQ3rquHZbdVc8WrdpY0axtVVo2aNy3+ePf/WshdWad3MFHU5s7na9THV00Yt/Gjjgc0m9btp5L/e0chuv1Rco/PUvdOJ+nbrj9rz1dvKWthWA68/1/ktGji/x2ta/1G6Eg6a9jo+YbDmZ17hbTniGqlr395qU/itvt9e5gzs1IZPitWzZ2d1S39WExLjy593iDjVbXWZ/nz5WmUt2qAy53VfLXpb9a/qokbVr40BwDeq/5FZ93yljbrCa144SfVP/YX76LDKNmreo8M1WzdpZGp7JzA89TvoxnulCTNXadtXKzX/rAuUUN/50U6ur1NP9J7jiKvXQKd5jw/wfxv1r63xuijz3X3NJub2YXqCDm2/KFHB0hzNHH67hi7e6o6UlW7Vt+6j0MU176jkE97Q3A+3OF/oG61Y00ydmp/k7T2aX6prv79I417SsuINWjHvNF2ccOh8IwDgyGrx//t36/s3MjTinQ6a8NwtSqhb8VufpOadE9X89Zka/9w7+l3i70NrEvnlb9Q6fqtWfbjeiaijMHNTKVcobXGxmvQbs69SiqsXrzO0RcWlVThJIK6JOvX+lXIXr3UCeLXy2p+v5pV8V90AbLlUL41/VjnB4AYAVFqIn5p7VFrsVBwHcxs6RmpKXpFKNv/oDTp2lGjzrl36obhUJXnPKDVtlbqMSdcVjU5wdhYrb+pLyvNyI65lT93Z59+ak5+g3ud5Fcm+1/8oc7CurLRYP5TvcXg/y65ilexuqq43JmjH7AxNXPq9+1yVLNOUWevKH3v2fLlIUxafoWv6Xaeu9Yr0UeEud9wNk7YfacLYV7XOPSxYppKlr2h+xXPByoqU//G32hb8njuCXzkYwM/onjHLldC5SfmbWvajin/Ypd2bDz71YLeKPv5MReblcS3VO72bVs3eqAv7tIvB7k4AqGHe3FglfBvIGXDu/maOg29XTgxkjfMaO5xb+8cnBsa2O+g5B9+CDRKuvYFtSx4LXG0aLcym2wgRfO65gdSJjwdS9712cODvcx8vb7IIfp2tXwRyhl3p7W8d6DHsxcCaTeVNE/uUrg1kDejg7DfNIa8Fsu7rur8JZdOKwGR3n3m9s//5tYFS5yV7Ny0OPHxZa7e5ZMXcUQd+z+DPvveLQNaVznOGLQlscwcqNLk4N7e5I9gEclZKYPIHm8p/R8M0m/R5PvBlJRo6gmjsAIByx5n/eHkWYTtVkPWEVnS+R/1aVmZOKTaUFcxW+vLzldG/VaXL4tycHPe+V3Kyew8AfhU1kzBl3/9DGfPOqGRTRIwwjS4TKxyCBACEJMKfnWbu6WH3BOV2DxXp5ql/Vks/fJqXLNWI1s3U4vcjtfHmh3WDjypPAAinKDqciMricCIAlOMoFgDAWoQYAMBahBgAwFqEGADAWoQYAMBahBgAwFqEGADAWoQYAMBahBgAwFqEGADAWoQYrPHTTz9p5cqVemLcOF3UrZtaNG2272bGzD4A/kKIIeqZ8DLrRV6elKT33n1XXS64QK++/rrWf71h3+3S7t315vz5uv7aa1VQUOC9EkCsYwFgC/lpAeD8/Hyl33mnknr00ICUFJ1yinfV7yMIPv/OtDQWSAZ8gEoMUWva09PcQHpm+nTdc++9xwwwo23btm6VtmjRIvf1AGIbIYaoYw4f3n7bbfruu2/15sKFatmypbenckzYjZ8wQZ9++glBBsQ4QgxRZcuWLbp76FC1aXOORo0erTp16nh7QmNeR5ABsY8QQ9QoLCzU1X36uAE26NZB3mjVVQyyF2fP9kYBxBJCDFHBHEK8+667dM2114UlwIJMkI0cNUrPzZhBCz4QgwgxRJwbYEOH6sJufwxrgAWZOTLTHDLsgQfcag9A7CDEEHGjnUqpadOmNRJgQaY55MHhw91qz4QmgNhAiCGiTNPF1q1bdcfgwd5IzUlMTFTzFi00M2umNwLAdoQYIsbMUWW/8rI7Z1XVLsRQDXOqMfM9zUnRAOxHiCEizNyUmaMyc1WVOYk5XExYZkya5J5EzWFFwH6EGGpdsBPRLA0V6onM4WBW9TDLWD05ZYo3AsBWhBhqnZmTMnNTkVzb0MzBLVywgMWCAcsRYqhVZi7KzEndNXSoNxIZ5rCi6VZ8yLlxWBGwFyGGWmPCwsxFmTmp2pwHOxLTrXjKqadq0T//6Y0AsA0hhlpj5qDMXJSZk4oWaenpGpqW7q7ZCMA+hBhqhTmMaOagauN8sFCYxpK777vPXZYKgH0IMdS4iocRa+t8sFD069+PJg/AUoQYapzpRoy2w4gVmWA17f6ZGRneCABbEGKoUaa6Md2IA1JSvJHodGn37tqyeTMr3QOWIcRQo0wLu2llj4ZuxKMx1dgQpxqbnJnpjQCwASGGGpObk+O2sJtWdht07NjRvTc/NwA7EGKoEaZlfZJT1ZgWdps8NmqU+3NzAjRgB0IMNSL7lWz3Ks2RWBuxOszP26lzZ06ABixBiCHsgs0cpnXdRv3696caAyxBiCHsTKu6aVmPxnPCKoNqDLAHIYawMi3qplU9kivUhwPVGGAHQgxhYz7wTYv6/Q8+6I3Yi2oMsAMhhrAxH/jmOmHRujJHqKjGgOhHiCEszAe9+cA3H/yxgmoMiH6EGMLCrI9oY0v9sVCNAdGNEEO1mRObx48d64TYNd5I7KAaA6IbIYZqMyc2m2tyRfv6iFVFNQZEL0IM1VJYWGj1ic2VQTUGRC9CDNXy9FNPWX1ic2WZauzlOXO8LQDRghBDlZnlpVYsX+5eiyvWBRtWuN4YEF0IMVTZzKwsX1RhQVxvDIg+hBiqxE9VWFDwemNUY0D0IMRQJaYKM1ds9ksVFmSqsTfnz/e2AEQaIYaQmSrsq/Xrrbliczi1a9fOrUDNewAg8ggxhMxUYaYi8SNTeZp5wJy5c70RAJFEiCEkwSosOD/kR2YecOGCBe5KJQAiixBDSPxchQWZasysE2lWKgEQWYQYKo0qbD+zTqRZL5KlqIDIIsRQaVRh+5l1Is16kSxFBUQWIYZKoQo71MWJF7MwMBBhhBgqhSrsUMGFgT/++GNvBEBtI8RwTFRhR/ana65hKSoggggxHBNV2JG1bdvWvc/Pz3fvAdQuQgxHRRV2bCbg/55Nuz0QCYQYjspUYdddf723hcMJLkVlLhAKoHYRYjgiU4X5baX6qgguRTXvjXneCIDaQojhiEwV5qfrhVWHCXpz8jNLUQG1ixDDYZkPY6qwyjNBb05+fnfZMm8EQG0gxHBYZl1AqrDQmKWoOPkZqF2EGA5hqrDsV16mCguRWYoqqUcPLXcqWAC1gxDDIajCqi65d289N326twWgphFiOICpwkyDwgVdu3ojCIVZiqp5ixZauXKlNwKgJhFiOICpwkyDgjk0hqq5vGdPlqICagkhhn1MQ4KpwkyDAqouuLqJOc8OQM0ixLCPuTYWVVh4mKWozHl2AGoWIQaXqcJMezhVWHiYasysOUk1BtQsQgwuU4WZ9nCqsPChGgNqHiGGfVWYaQ9H+FCNATWPEINbhZkrFJv2cISXqcYyMzK8LQDhRohBL8+Zo379+3tbCCdTjW3ZvFmLFy/2RgCEEyEGDUhNpQqrQY+NGqUxzo0V7oHwI8SgxMRE7xFqgvkfhAEpKZo4YYI3AiBcCDGgFvS56iq3yYPlqIDwIsSAWmAWU77/wQc17IEHuFQLEEaEGFBL2rZt656L9/prr3kjAKqLEANqkZkbe27GDBUWFnojAKqDEANqkVkRxVyr7emnnvJGAFQHIQbUsl7JyTR5AGFCiAERYM4do8kDqD5CDIgAc+4YTR5A9RFiQITQ5AFUHyEGRAhNHkD1EWJABNHkAVQPIQZEGE0eQNURYkCE0eQBVB0hBkQBmjyAqiHEgCgQbPIYM3q0NwKgMggxIEqYJg+uAg2EhhADoghXgQZCQ4gBUcQ0eVxz7XXu/BiAYyPEgCjTr38/LVywQPn5+d4IgCMhxIAoY64CnTFpkh4fM4Zzx4BjIMSAKGSuAt28RQvOHQOOgRADotRdQ4e6c2MFBQXlAwAOQYgBUcqcO/bg8OF6yLlxWBE4PEIMiGKJiYkcVgSOghADohyHFYEjI8SAKMdhReDICDHAAhxWBA6PEAMswWFF4FCEGGAJc1hx9F//qltSUzmsCHgIMcAiHTt2dC+g+eSUKd4I4G+EGGCZOwYPVt6aNVyyBXAQYoBlzNqK4ydO1KCUVK4EDd8jxAALNW7cWNNmTNfdd93F/Bh8jRADLGXa7hPat2d+DL5GiAEWY34MfkeIARYLzo+NGTWK88fgS4QYYDkzPxY8f4xGD/gNIQbEAHP+2ICUFI0ZPZpGD/gKIQbEiL/07as2bc7R3UOHeiNA7CPEgBjSr38/937a09PceyDWEWJADHEbPSZM0KeffkKQwRcIMSDGmCAbOWqUsl95mdZ7xDxCDIhBZsX7WS++6Lber1y50hsFYg8hBsQo03pvgmzYAw8QZIhZhBgQwyoGWW5OjjcKxA5CDIhxwSCblJlJswdiDiEG+IAJsjcXLnS7Fp8YN44TohEzCDHAJ4Lt99u2bXNPiN6yZYu3B7AXIQb4iAmyUaNHq1OnTrq6Tx8WDYb1CDHAh8wSVcFFg2n4gM0IMcCnzKLBpuFj0aJFGj5sGPNksBIhBviYafgw82Snn36GLk9KUn5+vrcHsAMhBvicmScbdOsgZUyapPQ779SLs2dTlcEahBgAV9u2bd02/M8//1w39+9P0wesQIgB2CfYvTggNdVt+jAnR1OVIZoRYgAOkZiY6FZlpaUl7lwZay8iWhFiAA7LVGX33HuvO1c2OTPT7WDkBGlEG0IMwFGZubK/ZWXp/PPP1x8S2tP4gahCiAE4JlOV9UpO1gd5a9zGDw4xIloQYgAqzVxs0zR+PDN9unuI8fprr6WLERFFiAEIWcuWLTXnlVc0JC3N7WI082WEGSKBEANQZWbpKtPFaObLgmFG8wdqEyEGoFqC82XBMDOr45vzywgz1AZCDEBYVAyzX/+6IWGGWkGIAQirI4UZc2aoCYQYgBpxcJjRAIKaQIgBqFEHz5kFw4zzzBAOxwUc3mNYInglXvPBANjIBJg5z8wwiw137tzZDTsgVFRiAGqdac0355nd/+CDWrpkibsCiFnOiiYQhIoQAxAxZl1GswLIrBdfVGnpdndtRppAEApCDEDENW7c2L26tFmbMdgEcvtttzFvhmMixABEDbM2o5nrfXvpUvW94QbNnjVLF3XrxqFGHBEhBiAqmXmzqU89dcChxifGjVN+fr73DIDuRCvRnQg/MtcwW758uZ6bPt3dpqsRBpUYACuYsEpMTNzX1fhRXp7anNWaRhCfoxKzEJUYUM7Mk727bJlenjPH3aY68x8qMQDWCjaCUJ35F5WYhajEgCOjOvMXKjEAMeVI1dnixYu9ZyCWUIlZiEoMCE3wHDMTcIgtVGIAYp4JLwIsNhFiAABrEWIAAGsRYgAAaxFiAABrEWIAAGsRYgAAaxFiAABrEWIAAGsRYgAAaxFiAABrEWIAAGsRYgAAaxFiAOAD+fn5MXmhUEIMAHxg5YqVSrrkUg246eaYCjNCDAB85J0lS9SnV3LMhBkXxbSQuULtoJRUbwsAqm5CZobVF9glxHygRdNmWv/1Bm8L1cF7GT68l+FTmfdy2tPTNH7sWPdxnZPrqGu3PyotPU0tW7Z0x2zF4UQA8JHuPXro9dxcTX1qqvUBZhBiAOADFyderIVvLYqZ8AoixADAB0xwxVJ4BRFiAABr0dgBALAWlRgAwFqEWMzaraK8BZo5vJfOy8jTHm8UVeG8l6unaWDrZmrR9GxdPjxHBdvLvH0IRVnRSk1J6ei2hLdIeli5BSXeHlTL9tXKTOqogTnfeQP+QYjFqqIFeqjP7Ro5+xNvAFVVVpCtx3Ib6p4PCvTxPx9Q49eHKW36Gm339qOSytbppafXquOod7R+7XyNaLxIQ+9+XQX8/0A1FStv+uN68vNd3ra/EGKxqmGynv36XU1IjPcGUDU79dWq3brm3ivVsu7xqtvqat1z77la98J7+pLyNjRxrdT30VSd1/AEOW+kuvc8Xye3aapf8SlUDbv1fc54zVSCunojfsM/H+CoTlLLG25Wt/rBP5XjVa/BKd5jVI051J2tqc9LQ29IUH1vFKEr+36Bxv73ebrv2rOdf5n+RIgBIdmj0uJStbqxi37r10+NatmuvIxkdekzTHN2x6sBn0BVV7ZR8/76oS56oIca+fh95J8QEIqSVXphboJGprZXXW8IoairhPQF+nLVS7rTzIn1mqClJUyKhW63vn9jjj656jZd0egEb8yfCDGg0oqVl7VcLcb1U0Jd/nSqI65hR91+3y1qs2O1Pl6/wxtFpe1Zq+xHp2lm/876ren07JCut7VVb6dd4LtuZP4SgUop0bqsqVre5Xb1a8UsTjjE1Wug03SK4utxXDZkxyco7aMN7sr17m1Vhi5SvC7KfFcfpif4an6MEItlZT+q+Ad/tt2GlwmwScpuepNuT2jgbJdp+7q/a8q8jc4jVElZkT7MflN5SVfrkuYneYNA6AixWLUnT5ntL9PI/B0qnnSVfpeSoyJvF0JhAuw+/emRv+0/dNO0udr1Xqs2F57OH1AoSpZqhHvCuHM78xbl1v+L5jxxpa+bElB9rJ0IALAW/w8EALAWIQYAsBYhBgCwFiEGALAWIQbEhO+Um5JQ3vnn3oYot2iPVJSjgfvGnBtdqogxdCcCMWOnCrJSlDSpvbJXpysheMZr2TrN7N1HE9pM1XujurHgLmIKlRgQM46wwn7cL9TgtBN1wqn1dbI3BMQKQgywhrmESY4yU67SiKwsjUg6Wy2adtTArM+4QCd8ixADbFGyQlP7puvJxV8ob8MZuv3NlXrzkXZa9chDmpFX7D3JsXWyrmlRYR6s6QUaunirtxOILYQYYIv63TTybbPQaxNd0uu/1DCuvlr1TdXN8Xma/c6/969cHj9E2esrLA7LFb4RwwgxwGbH/6eatSeg4F+EGGAz90oF0hnxv+CPGb7Ev3vAOt/ordz3VVS2W0XLXlV2wYXqf2kz5495j0qLt3jPqcC7JM/uzSXi8pOINYQYYJ36+lXhDF16Zit1ue1rXTbzPl3R6H+Vm9JJSY8s9xo7KpzsfGb5JXl2zL5JCZzsjBjDyc6ATUwodXhWrV/PVlpCXW8Q8C8qMcAiZaXF+kE/anPJTm8E8DdCDLCFU4UNuuRRfaqNmtP/RmXmcYozwOFEAIC1qMQAANYixAAA1iLEAACWkv4fDphqitbOH50AAAAASUVORK5CYII=" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce from where in the human digestive system this enzyme was extracted.</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 need for enzymes in the digestive system.</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>State <strong>one</strong> function of the large intestine.</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>Explain how the structure of the villus is adapted for absorption.</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>stomach</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>enzymes speed up the digestive processes;</p>
<p>(chemical) break down of food/food particles/large molecules;</p>
<p>make soluble products/molecules small enough to be absorbed;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>to (re)absorb water/vitamins(s) (<em>e.g.</em> K and B12) / temporary storage of feces</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em><strong> N.B.</strong> for each marking point, function should accompany structure.</em></p>
<p>shape of villus has large surface area to improve absorption / microvilli increase surface area to improve absorption;</p>
<p>thin walls/epithelium to allow fast diffusion;</p>
<p>capillaries/rich blood supply (nearby) to absorb digested food products/ maintain concentration gradient;</p>
<p>lacteal in villus to absorb fatty acids/fats (and carry them away from small intestine);</p>
<p>protein pumps in membrane to carry on active transport / channel proteins in membrane to facilitate diffusion;</p>
<p>large number of mitochondria provide ATP for active transport;</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>The stomach was correctly mentioned by most students, but a few mentioned the pancreas and even the liver.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates gave generic descriptions of enzyme properties without any application to digestion, such as speeding up the process. Acceptable answers frequently included the breakdown of food particles/molecules and the notion that the products had to be soluble or small enough to be absorbed.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Not answered particularly well. For those who were correct, absorption of water/vitamins was usually cited. A few mentioned temporary storage of feces.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question required an explanation involving structure and function. The problem for a number of candidates was that they gave accurate structural details, but neglected to include any reasoning, that is explaining how the structural feature aided absorption. For example, the pencil shape of the villus provides a high surface area to volume ratio which makes absorption easier/faster. For those candidates who supported their answers with reasoning, maximum credit was easily obtained.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question">
<p>Distinguish between type I and type II diabetes.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p><em>Must be genuine differences not descriptions of one type of diabetes followed by description of other type of diabetes. If two totally separate descriptions/no paired statements are written, award <strong>[2 max]</strong>.</em></p>
<p><em><img 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" alt></em></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Information given here was frequently in error, incomplete, or just mixed up. Many candidates thought that Type I diabetes is present at birth. Sometimes, if one correct idea was given about Type I or Type II there was no contrasting idea given for the other item. Few candidates earned full marks.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the need for a ventilation system in humans.</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>Sketch the hormone changes between days 13 and 28 on the graphs below for a woman in her normal menstrual cycle.</p>
<p><img 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" alt></p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>most cellular respiration is aerobic/requires oxygen / produces carbon dioxide;<br>ventilation system exchanges gases between inhaled air and lungs/blood stream;<br>ventilation system maintains high concentration gradient of gases in alveoli/ lungs;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>estrogen line should show sharp drop after day 13, followed by gradual rise to another peak (more rounded/stretched out and lower than day 13) followed by gradual drop to level similar to day 1;<br>progesterone line should gradually rise to rounded peak, followed by gradual drop to level similar to day 1;</p>
<p><em>example of diagram</em>:</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkUAAAEtCAIAAACJU4M8AAAgAElEQVR4nO3d+3MT14IncP0VqUpqMjeMYGA2zPhefC+usBNmYKAUKsngHbNwJ5mECZXcjbJQkGHvo3KzbB5FQRfeFJWEcSWpUCnPQ7iSbJgA1ssPWbKMjR+yscHyQ1aQH/glsC0ZZKus3h/OzZlD62E9utXdR99P6Qe5LR0dvfqrc/r0OQYRAABA/wxqVwAAAEAGyDMAAOAB8gwAAHiAPAMAAB4gzwAAgAfIM0UIgmAwGAwGg9FolPzLZDKRf2W5HQAAsoG9p/wsFosgCOS60Wg0m830XyaTifzL4/Gw0ZVuOwAAZAm7TvkFAgF6XRAEk8lErmeZYXQ7AABkD3mmLLPZ7PF4yHU229g/020HAIDsIc8UJAiCxWKhf5pMJrbvURAEcnQt3fburu7jx06wl7fe/J/hcLiIzwAAQDeQZ0oxGo1kfAfNqlzzbGZmtu5SHXv565272rxtxX0eAAD6gDxTFok0ckQt1zxL9trhI9Z6q8JVBgDQJeSZsgKBAM0zyYExs9mc8vgZ3Z4MeQYAkA7yTHF07GLyOEZydC3d9mTIsxJ06t1TiwuLatcCeHP2jDA1NaV2LWSGPFOW2WxmB9/TsfgWi4XtVEy3XQJ5VoK2l1eEQiG1awG8qaqs8nJ3MB55Jj8604fBYEhuadFxIlluZyHPStDf7Noz0D+gdi2AN8gzUBnyrKQEx4In3z65ccPGzz77/N69e2pXB7iCPAOVIc9KRzgcfnbHzpoLNbt27h7oH3C5WtSuEXDllZdf7e3tVbsWMkOe6QnyrHTsf7Gy+ly1KIqxWEwURYfDGYlE1K4U8IN8rjiDPNMT5FmJcDqcz+3dx27x9fYNj4yoVR8AXUCe6QnyrEQcPHDom6+/ZbeMj0903OhUqz4AuoA80xPkWSkY6B8o21oWj8fJnzUXaqLRaDQadTic6lYMeHLxy4v8TQaLPNMT5FkpOHtGOHvmP89Z3LN7LxmvX2+1raysqFcv4ArGN4LKkGel4JmKHd1d3fRPmmduT+vMzKx69QKuIM9AZcgz7g30D2wrK2e30Dy7ebM/EBhTqV7AG+QZqAx5xr2zZ4RT755itzxTsYPMszcWDPb13VSpXsCbgwcOdbR3qF0LmSHP9AR5xr09u/e6W9zsFtrHODs352n1qlEp4BCXfdfIMz1BnvFtZmb2qSc3pDvR9cHDhza7o8hVAtAR5JmeIM/49s3X3770y5cy3ODK1Wt0HD8ASCDP9AR5xrfjx07UXKiRbLz83WXaYmtqdi0sYi00kMHVK1ej0ajatZAZ8kxPkGd8K9taNpI0qRUd3yiKYnvHjUnu1mAEVWB8I6gMecaxkZERyUh9gs2z/oGB0dFAcesFfEKegcqQZxz7/LMvjh87kbydzbNAYOzmzf7i1gv4hDwDlSHPOPba4SOXv7ucvH17eUUoFCLXp6enr7e3F7dewCfkGagMecareDy+edOWlPPD0saZKIpLS0uNTc3Fqxbwa3DQz99YWeSZniDPeNXd1S1Z8CyltbW1769cLUJ9APQIeaYnyDNenf/o/OkPT2dzS5vd8eDhQ6XrA6BHyDM9QZ7x6vl9L6Q7mNHR3sH2C3lavbNzc8WqF3BL8rniA/JMT5BnXAqHwxs3bEq3c2HHN4qi2OPz3blzp1hVA25hPAioDHnGpbpLda8feSPdfyV5NjQ8fPv2YFHqBTxDnoHKkGdcevNX5tqvatP9V5Jn4+MTXcxqnyCXRCIRiUQePHigdkWKBHkG2bJYLIYfSf5lMply2s5CnvEnHo9v3LCJnmGWTJJn9+7da3G7090Ykq2urt6/vzAxOTk0PNzj83V1dbd621q9bS5Xi7OhwdnQ8P2Vq//x/RX2Um+1ORsa3J7WVm9bd0+Pr7fP7x8aHQ1MTE4uLS2p/YTkgTzLutA0LBaLEg+nNR6Px2w2k+tGo5GNKJPJJAgCuU022yWQZ/xxt7j37N6b4QZOh5M9tBaLxaw2u/L10qW1tbV79+6Nj08MDvq7urpb3G6rzX6t3upytXR2dt2+PXjnzp1QaHx2bm5ufn5ufj4ajS4vLy8vLycSCbaQ5eXlSCQyNz8/PT0dCo0HAmN+/9DNm/2dnV0NjU3X6q2eVm//wMD4+IR+483d4sZ8xNkSBEGyX/Z4PGSXzT02tkk+eTweMesMo9uTIc/4c/Ltk+c/Op/TXa7VW1dXVxWqj+48ePhwcmqqf2Cgxe2+cvVai9tNoyscDqdbTK4Qq6urs3Nzo6MBSbxNTE7yN2JQX4qXZ5nxmnaBQIDmmSAIJpOJ/ov+mW77zMxs9blq9vLXO3ddu3Kt6E8CFFS2tSw4FszpLiW+akwikVhYXAwExrq6up0NDTa7o+NG5+hoIBwOr62tFb8+Kysr09PTQ8PDbW3Xr9VbO250jo9PINhUUaQ883g8ZJ+ejtFo5DjPyHWTyUT7IUVRFATBaDRm2D4yMiLJs51/+VeX/1+KKf5ApzraOzJ3NoqimJx2HTc6S3DVmHg8Pj4+0d3TU2+1tbjdpD20vLysdr0esbKycufOHRJs3T09d+/eVSVis5HrryhdKFKeCYLA5hk5qmSxWMh+nD3GFggEyA7dbDYbDAZyA5IKBBt77LALgu3ZowWKTDspm2EX8r4OtPsx1zxLhv5Gzpx699S6nY3PVOyQjBYpqVVjHjx8GPzhh7a26/VWG2n6rKysqF2p9dFgq7faSLCxh+i0oKqyqqO9Q+1ayEzZPEtOGpHZxZvNZtrPRttn9I40BkgUkVgiQcUedqJdeextaLF0u6QaklxUSCAQYDsSkWcgsa2sfN2fyZLxjaIojgWDfX03lauVFkQikaHhYben1Wqza7yhkxkJNrentaGxKRQa106qYXxjDjK0z1IeWmP7GyU7dLPZLNndk7uTxhnZyB6mIg07SZSyNxCL1b3JhpmYdJyMxnm67cmQZzzJprNRTJVnHK8as7a2FgqNuz2tNrujf2Bgdm5OOwFQoLn5+VZvm8PhDATGtJDNyLMcZD5+ljyCP0OeSZovJMZIU4yWwGabyWRKPjGg+HlmMplIJankcYyknum2J0Oe8eQ3v/5tzYWadW+WnGfLy8s2u0Oxeqnj/v2Fvr6b9VZbe8cNDfbOyWVhcbHjRqfN7hgeGVF3kCryLAcpG2Epj6KRLZnzjP2TjS72+BktWdKeI4qcZyaTiX2mtL1Fx+JbLBbJc0y5XQJ5xo1oNLp505aZmdl1b1n7VW3yoHNuhuyvrq6OBYMtbrezocHvHyqRpQMWFhd7fD6rze73D6n1Pn7z9bcp19vTtaKef0b21OwQCaPRyOYZacZJ8ow0X2hE0V2/5OiU5Pb0ISwWS5H7G0lOs9j2Fv1vuntlKBl5xo26S3WvHT6S991b3O579+7JWJ/iW15e7h8YuFZv7ezsyibX+RONRkmqBX/4gdf2aJEVdX4QOuKDHuKioUK2kK5FentaIDtekd6F3UjQFGTbbWazmb2l5F9KPH3lIM+48fy+F5wOZ9537/H5gj/8IGN9ionuxwdu3VLifGd9WVpa8rR63Z7W+/cX1K6L7ul4/sZAICA5zrTuWW56hzzjw+Cgf1tZeZan3C4upDh1enQ00D8wkLxd4+jRo6HhYT76S+UyPj7hcDj7+m4W7WVJ+bnSOx3nmdFolORZumGB3ECe8eH99z7IcjVqURR37dw1lXT2tO6GOM7Nz19vb3c2NGhkdJ8Gra6u9vXdtNkdodB4ER7u4IFDvb29RXigYtJxnrFnlRGS8YT8QZ5xYHFh8ektWzNMqC+RPL5R1NUQx6Wlpevt7Vo7+0qz7t9fcHtaPa3eSCSi6ANhfGNRkRElXE6ClTfkGQc++fjTN3+Vw4HblHkm6mGIYywW8/X2ORxOjHfI1Z07d8g4EeUeAnlWbIIgIM9YyDO9i8ViZVvLUuZTOunyTMtDHOPxuN8/VG+1DQ76NR66mhWNRlvc7o4bnQrN74U8KzbkmQTyTO8+/+yLV15+Nae7nD0jpFynytfbNxYMylMt+SQSiTt37tjsjh6fr0ROJlNOIpEYuHXL4XDOzs3JXnjNhZrk47J6hzzTE+SZrpHGmVw/iseCwe6eHlmKkgtZO9vT6i3l5WxkNzMz63A4b98eRJ/tupBneoI807W6S3VVlVVylbawuNjY1CxXaQWiY/PGxyfUrguHYrHY9fb2FjeHK0rLS808IwMULRZL8rIvZCB+HnlGFppRpr7qQ57pVzwef6ZiRx5vX7rT1BKJxJWr17RwdGpicrLI506VptHRQL3VJtdcKlyuOKpantHR9unm3hVzzzMyZRTyDDTok48/fX7fC3nccf+Llel2YZ5W7/T0dGH1Kkg0Gm1ru67lkSmcmZufl2vc42uHjwwO+gsvR1M00T5L+d/khdCygfYZaNDMzOzTW7bmd/pquvGNoigO3Lrl9w8VVrU8JRKJ0dGA1WYPBMZwXKeYIpFIY1PzzZv9Bb7sGN8os8x5lh/kGWjQ0beO/ubXv83vvhnybHJqSpVZQpaXl1u9ba3etuXl5eI/OqyurrZ62663txfSZ1hyeUYmoacTBNOpEZMn5kjuFST3pW0sMtei5MZ55xmZX5hWg52Mn80zdmpj+iikSmSSfjKfCJnOn5ZGqpdcMvt8c62wXJBnetTR3vH0lq15T5eXIc8ePHxYb7UVULV8jAWDVpt9dJTzuXg0LpFI+Hr7Gpua8/5JUVp5RpcvIUlgMpnofpzu9CUrsyTfl9yMPazFriOTX56xk+XTQmiG0TyjmSeKotlsJslEl5ih/6WJS9eykZRMqseuGa3irCXIM92Jx+PP7d33b//673mXcPzYiQxZaLM7lJ4YiXrw8OH19naXq6VojwiZjY4GHA5nfsuYvf/eB8GxoMwVUtv67TNyne7cs1xIjN3OhgG7Gmfh7TPyJ5uRyf2NJIlpniU/IrvcmqRkyY0lbbjiQ57pTu1Xtc/t3afcWLKOG53FGSI/OTVF1p/E0TJNmZ6ettkd/K3MmZ9s80xkdu5klTIxadHndPdVOs/YMtk8I0kmWSCUdkLSKmWTZ6Sq5GZKr22dAfJMX6ampp7esrW7q1u5hxgdDfT4fMqVL4ri2tpaX99NZ0MDdpraFA6H6622Se4m+8hDbu0zEl3s8bN0e/Yit89oINE8YzdKFrwWf2zSJd8yXZ6xTwd5BtmIx+P7X6ysPlet6KNEIhFFJ9pfWlpqanZ13OjEuWVadu/ePYfDiUhbJ8/YZg3NJEk2pLuv0nlGy2cLYfOMPpDJZJIcPxN/XCZbzDrP2CYp8gzWdfaMcPDAocJ7Gl8/8kbmhpGzoWFpaanAR0kp+MMPSs/yDnKJRCJkKYMsb3/y7ZMld/yM9s6lG+lHSBYeo9tJktES6GgLg8Hgcrno9fyGhNC6sS0n+riSatB6Sp6RZAxkyuuCINA/jUYjeUaqnBWAPNMLd4t7W1m5LFM5ZBjfSPT13ZR9tGE8Hu/u6WlqdmEmRh2JRqONTc2BwFg2Ny6t8Y1i+o615I1Fbq9IWlGlA3mmC+FweFtZubvFLUtp6+bZzMysp9Ury2MR0Wi0qdnV1dXN5ZRIfIvFYllGGvJMFEXRbDZLmiZms7nI0YI8Ay176ZcvyXjYbN08SyQSVptdrsVZ7t69W2+14fQy/coy0korz9jOOsm/aLdefr2FBWJ7AlMOreQY8kz7zn90XpbDZtTBA4fWHVjo6+0bHhkp8IESicTt24M2u0OJ1bagmLKJtKNvHcX8jZCtdCNH6AHFLLezkGcaV/tV7bM7dso1A3r2wuGwy9VSSAmrq6tkRRIswsmH7DseeYI8UwQd+SLJMzLPlvhjl+m62yWQZ1p29crVbWXloVBIlUdvaGyam5/P775LS0sNjU09Pt/a2pq8tQIVPXj40GZ33LlzR+2KFA/yTEGSPMsyw+j2ZMgzzSJhNlJwp1/eQqHx1rwOh0xOTdVbbWPBoNw1AvWRQfylc14a8kxBkjwTBIGe/cb+mW57MuSZNpEZh/NbDmZdp949lc1cxolEIo8m2uCg32Z35N2wA+1LF2lnzwhT3OUc8kxBkjyj84QR9DzudNt7e3u93jb28uo/HEaeaU1He0fZ1rKO9g6Fyl93fCMVCo23tV3Psth4PN7eccPlasGaL9y7f3+h3mqT/GoprfGNULgC8+zggUNVlVXs5W9f2I8805SO9o7Nm7Y4HU7lHiL7PFtbW3O5WrI5XkLOMOvu6cEZZiUiHA5bbXZ2oCzyDHJTYJ4lQ3+jpnzz9bdPb9mq9DuSfZ6Jori0tGS12aPRaIbbzMzMYgGzEjQ5NeVwOOlaP8gzyE3m42d0Wst025MhzzQiHo+fPSNsL6/IPmnytmf33pxOABgLBlvc7pTTBycSCb9/CAfMSlYoNG6zO8gpGa+8/KpCR3xVhDxT0LrjG8mp6Om2J0OeaUE0Gn3l5Vf3v1hZnPPMYrFYrncZuHWrsalZ0kqLRCKeVq+n1ZtHgcCNQGCssak5Fotx+TFAnikow/lnFouF7VRMt10Ceaa64Fhw185dx4+d0PiRp1Bo3NnQ0D8wcPfu3XA43D8wcK3eOjoawGqcMHDrVovbrfEPcH6QZ4pgJ+WS5BOdLUxyl3TbWcgzdXm9bWVbyz7/7Au1K5KVaDQ6Ohpou95eb7X1DwxgHCNQPT7f9fZ2/n7cIM/0BHmmllgsdvrD009v2drU2Fzkh665UJN5fAdArhKJxKn//X9cLQXNkaZByDM9QZ6poqmxeXt5xZu/Mqty/mlO4xsBsvR3+//un/+5xu8fUrsickKe6QnyrMimpqZeP/LGMxU7it8so5BnoISqyiqXq8XZ0MDTBI/IMz059N9/eejAoc8/+6KjvQN9UIqKx+Off/ZF2day6nPV6o4EQ56BEsj5Z5FIxGZ3FH9FCIUgz/Tk8Cv/+L/+6dcn3z65Z/feJ5/44107dx196+jnn33R1NjMzSdSC3p7e5/bu+/ggUPBsaDadRGfqdjB3zx7oLqDBw6RSdrC4bDN7lh3jT1dQJ7pCdvfGIvFent7L3558Te//m1VZdXTW7Zu3rTlub37jh87UXOhxulwqjjXu365W9yvHT6yraz88neX1a7LH+CXCiiB/VzdvXvXarPTqUP0C3mmJ5mPn4XDYa+37eKXF9/53e8PHji0rayctOFeO3zk9Ien6y7VdXd18/ErTHaxWOzf/vXf9+zeu2vnrrpLdVyeagqQwcTkpM3u0PtRDOSZnuQ6HiQajQ70D1y9cvX8R+ff/JX5ub37Nm/asnHDpj27975+5I333/ug9qtad4s7OBbk8uTKbMzMzFafqy7bWnbwwCEVB30AqI5OHaJ2RfKHPNMTWcY3Li4s9vb2Xv7u8icff3ry7ZNVlVXbyysef+yJp7ds3bVz10u/fOn4sRPV56prv6p1Opy9vb28HrwZ6B84fuzExg2bjh87oeUBF5e/u6zrXQxo09UrV5NbY4ODfperRb+/bpFneqLoeP2Zmdne3l5rvbX2q9qzZ4Tjx05UVVY9u2Pnxg2bHn/sie3lFc/ve+G1w0fe+d3vz390vu5SnbXe6vW2hUIhHfVhxuPxjvaOs2eEPbv3bt605fSHp7V/dArjG0EJ6ebX7x8Y8LR6dRppyDM9Uev8s8WFxZGREXeLu+5SXfW56t/8+revH3mDpN22svLHH3vi8cee2FZW/uyOnVWVVW/+ynzy7ZPV56o//+yLukt1Xm9bb29vKBQqfnKEw+HBQb/T4ay5UHP82Inn9u7buGHTrp273n/vg6ZG3fSrIM9ACRnWi9FvpCHP9ESz51NHo9FQKNTd1U0y7/PPvqg+V33y7ZNH3zpaVVm1Z/fe7eUVmzdtIcn39Jat28srtpdXkEVKDx44dPzYCXKpPldNLnWX6rK8kNufevfU8WMnyMM9v++F7eUVTz7xx5s3bXmmYsfBA4fe+d3vL355sbure3FhUe2XKmfIM1BC5vXPOju79BhpyDM90WyeZS8Wi4VCoVAo1NHe4fW2Xb1ylSbTJx9/SvOMJty6l7NnBNoWJM3BjvaOUCiku69iOtvLK0KhkNq1AN5kzrNEIqHHSEOe6QkHeQa5QuMMlDA46M+cVYlEosfna3G79dIzLyLP9AV5BgDF5PcPORsa9HKqNfJMT5BnAFBkd+7csdrs09PTaldkfcgzPUGelaCO9g59HcMAXcjpczUzM+tsaOjq6n7w8KGitSoQ8kxPkGclCOMbQQmZx4Mki8fjA7duWW12v3/o3r17ylWsEMgzPUGelSDkGSgh1zwjFhYX+wcGXK6WeqtNgxMpIM/0BHlWgpBnoIT88oxaXV1NJBIy1kcWyDM9QZ6VIOQZKKHAPNMm5JmeIM9KkNPhxHgQkJ27xa331WGSIc/0BHkGAJAO8kwrTCaTwWAwGDK9I8gzAIB0kGeaYDKZBEEQRdHj8WSINORZCQqOBdWuAnCIy88V8kx9kgyj2ZYMeVaCnqnYgfmIQXZVlVUd7R1q10JmyDP1CYJgMpnS/clCnpUgjG8EJWB8IyjCZDKZzWb6pyAIRqNRFEV2LRVy+W/7/+7dd97Nfm0wXDi4/Pxnv/jo/36kejVw4ezy7H/defrD02o9+tUrV5XYlyLP1Jcuz9753e8la33904l/Mv8Pc/Zrg+HCweXP/vS/HH7lH1WvBi6cXf5i60///tDLaj36O7/7vRL7UuSZ+tLlGYAoirVf1epoASrQi2++/laDE1YVCHmmPskBM7PZnO74GQAApIM8U1/y+EaLxaJifQAA9Ah5pgl0jL7FYkFnI7AWFxbVrgJwaGZmVu0qyA95phVGo3Hd+UGgBO3auWtqakrtWgBvDh44hPPPAKB4otHo3+zag/PPQHY4/wwAisrd4n52x07kGcgOeQYAxYb5QUAJyDMAKLazZwT+1qkC1dVcqOHvuCzyDAAAeIA8AwAAHiDPADQtHo+rXQXgEJeTqCHPADRt/4uVXJ76Cup65eVXe3t71a6FzJBnAJqG8Y2gBIxvBIBiQ56BEpBnAFBsyDNQAvIMVBYKhTA6oNQcP3YCUxKD7N5/74PgWFDtWsgMeaYnBw8c4u8nFQCALJBnevLa4SPWeqvatQAA0CLkmZ4gzwAA0kGe6QnyrAQdPHAoHA6rXQvgzdG3jg4O+tWuhcyQZ3qCPCtBGN8ISsD4RlAZ8qwEIc9ACcgzUBnyrAQhz9JZW1uLRCJz8/P0MnX3LrkSDoeXl5e5nKJQLsgzUBnyrAS9fuQNHD8TRXFlZWV6enpoeLirq9vtabXZHf/x/RWb3eFsaHC5Wlq9ba3etmZXi6fV2+ptc3tanQ0NNrvjWr3V5Wrp7Oy6fXtwZmYWp29SOH4GKkOeQUlZXV0dH5/o7umx2R31Vltb2/WBW7fGxyfm5ueXl5cTicS6JcTj8fv3FyYmJwcH/Z5W77V6a1vb9eGRkYVFnKLOIeSZniDPoBQkEomJyUkSP9fb28eCQblW6F5dXZ2YnOzx+RwOp83u6PH5xscn1tbWZCkcVIc80xPkGfBtbW0tEBhraGzytHonp6YUTZqlpaXhkRHSdRkIjCHVOIA80xPkWQkqkfkbV1ZW/P4hq83ecaOzyMcL5+bn2ztu1Fttfv/Q6upqMR9aRZi/EVSGPCtB3I9vTCQSfv9QvdXW4/NFIhG1qrGwuNhxo7N0Ug3jG0EpgUDA8COLxZLuZsizEsR3ni0vL7s9rdfb2x88fKh2XURRFBcWF3t8PqvNPjQ8nM14E/1CnoFSDAaDIAj0usfjSXkz5FkJ4jjPxscnrDb7WDCodkWkotFoq7fN5WpRsb2oNOQZKMLj8RgMhkAgQP40mUzpmmjIsxK0/8XKmZlZtWshs9XV1a6ubperZWlpSe26pDUWDNZbbaOjAS4baq+8/Gpvb6/atZAZ8kx9pLORZpjJZEL7DCj+TgGORCLOhob+gQHtDymMRCJuT6vb0yrXCQPaweXkKcgzTTCbzaSbURAEGmzxeDz0qL8/9BLyDHQtEok4HM7JqSm1K5KtRCIxOhrQZr8oSCDPtMJkMrFH0URRdDqc28sr2IvxqY2XLJdUrCRAIXQXZlQkEmlxuzs7u7TfpixlyDNNCAQC5LCZwWAwm83pbob+xhJ09ozAR2dXOBy22R16DDMiHo93dnZ5Wr18jOavuVAzpdv3Ip0c8ozsbSXoKAYoBH0lybE0tpXGQp6VID7GN4bD4XqrTb9hRiQSiYFbtxqbmpeXl9WuS6EwvlEURdFoNNIGhNFozDC4HLJEfijQPwVBMJlMKW+JPCtBHORZJBKx2ux6DzNqLBh0OJx6n9EYeSaKj+YZGWieoX9MIel29zolaZOZTCa0z4DSe57FYjFnQ0MoNK52ReR09+5dm92h6/MokGei+GieiaJoMBiKnC5ms5mzPBN//GVApAszEXlWknbt3KXf4xzxeNztafX7h9SuiPzu31/Q6dgW4uCBQzj/7JE8Iw0L8ifZIwuCYDAYjEbjH0r/ERuB7L6bneGJnfOJ9mGSgexms5mUQAYBsvdiS5McgiIbSTn0jrRuZKPZbKbHBdmzmElXauZ0KT7kWQnS72TEiUSis7Orx+dTuyJK0e9wTVHPn6sMCsozEhIej4eGiqTpRmKJjT323GESJPQ2NGnI9kAg4PF4yL3YI0xs+8zj8dDrJMBoKLJtOLYHz2g0kgeiCUcewmw20woYjUY2GjNMqFhkyDPQkYFbt9rarnM5uQal60jjTz55lty0EpMmbZIMamAjir0ZLYE2p9iSyY0l403YPCOtN5bH4yEhRO9FCqF3ZyOKtM9ohUmeJTcfi3+AMB3kGehFKDTe1Ozib3KTZIg07Sj0+BklCSrJUS42mYxGI2ktsXcxm80pe/YkrShJySmnOpTkmWT0oMhM/psyzywWi2aPzyHPSlDtV7W6m5ro3r17Vpudj9PmsqHHSPvm62+LvM5cESiYZxocP6oAABVVSURBVGyKsP9lG0A0jTIMUqelkRCStM+SK5Myz9hGXjbts6xfj6JCnpUg3Y1vfPDwocPh1PXYvzwsLC7q6wQ7jG8UxazzjIRKyuBhR2RQkjHrHo+H9DeyzTJJngmCQB6UhiK5iyTPxB/7SOltaAVS5hm5PRuu6G8EFekrz9bW1lrc7qHhYbUrogJyzrhegrzU80wyPwg7Mwj7Lxok7HhFyZBICfIvtt1G4oTkGbuFfazkhzabzSkbfyJz2I8NLVoyexzuD69LUvW0AHlWgvSVZ909PZ2dXWrXQjXhcNhqs+viVOtSzzO5SI6TBQIB7Qwg1DjkWQl6pmJHKBRSuxZZGR4ZKZExIBlMTE7a7A7tH/KsqqzqaO9QuxYyK3aeJU9+odnBFxqEPCtBwbGg2lXICpkyg4OJDQs3PDLicrVoPNf18rnKiQrtM0lnI6Z/zB7yDLTp/v0Fm91x7949tSuiFb7evvaOG3yfe6dBGjo4JEHOSNPU9ByqQ56BBj14+FDXC8EoIZFIXG9vv3mzX+2KlBbt5pkoioIgIM9YyLMS5HQ4tdxzFY/HXa6W0hzQmFk8Hm9qdml2VWt3i5u/EwSRZ3qCPCtBWh7fSFohHM/QWKBYLKbZU/EwvrHYkGcSyLMSpOU86+7pwVGizMiRxUgkonZFpJBnxYY8k0CelSDN5pnfP9Tidmu5L1QjxscnGpuaV1dX1a7II5BnMqNTA0vO1DYwkxTnmmfppi/hA/KsBGkzz0KhcWdDg/bPstKIwUH/9fZ2TTVkkWdyohOFZDiZOtc8I1N+IM+AJx3tHVprA83Nz1ttdg32oWkWOdB4+/ag2hX5Txr8XBVOE+2zlP+lK8jkNHsI2mcAiopEIvVWG39TsystHo83NjWPj0+oXRGeaTfP8oM8A1BOLBZzNjRMTE6qXRFdikQiNrvj/v0FtSvCrUx5RhYqo+2klBMNE8m9gpL7kkkaJTfOO8/oXP6SKYbFR/OMnWWYXZiGzEEsCAKZUpnMrE9LI9VLLlkLMxQjz0qQdg6exeNxt6d1eGRE7Yro2MzMrMPh1MJxx8FBfwn1N9Lp5+nSl3SiRbpRslxLuvuyh7VInJCb5Zdn7Az6tBB2MRpyXbJYKEmmQCBAZ+4n/6WJS25A/5RUj110TcVZS5BnJUg740E6O7t8vX1q10L3hoaH3Z7WtbU1datRcuNB6ELSIrNDl6wuxt5m3fuKj64WXXj7jPzJZmRyfyNZ4ZrmWfIjsiufSUqW3FjShis+5FkJ0kie3b492Opt09QIPf3q7OxS/SR05NkfMokug5m8cua691Uiz9gy2TwjSebxeNjESl5QLZs8I1UlN0sX4UWAPCtBWsizUGi8obFpZWVF3Wpwg0yFNToaWP+mikGe/SEA2ONn6fbsRW6fsat00o5NupG9TrewXaDr5hn7dJBnUEyq59nc/Hy91YbR+fKKRqNWm312bk6tCiDPTHT7uuUWIc9o+WwhbJ7RBzKZTJLjZ+QGOeUZ2yRVLs+S14djIc9K0OXvLqs4fCASiVhtdm3OQKh3MzOzVptdrUmBr165WkLzEdMWGEkjdtCEIQkNgMz3paMtDAaDy+Wi1/MbEkJ7DtmWE31cSTVoPel18lwkYyBTXhcEgf5pNBrJM1LirADyKMgz0IiVlZXGpuZAYEztinBraHi4samZv3GGasln6HnyDrfI/W+SVhQ3yDhM5BloQSKRaPW2YUCj0rq6urU2FZZ+5ZxnZrNZ0jQxm81FjhYu84y8qsgzkFCrr8/X24cBjUVAzurrHyj2IVIu+5DzaZ/Rbr38egsLxPYEphxaqUdkUmYReQZJnqnYMVX0pZ8DgTENTgnPKzLrSvCHH4r5oAcPHOpo7yjmIxaBpteLKR3s+eA0zzZv2vL4Y0+wl/0vViLPSk3xxzfOzMza7A7+Bgto2dLSUr3VVszhjiU3vhGKg+2/RfsMJIqcZ5huWC1kuGPRzotAnoEikseLGtJMEYk8K0HFzLOVlZWGxibMAa+W4A8/NDY1F+e8deQZKA7tM5CouVBTnK4/MqBxcNBfhMeCdG7e7C/OMJyLX17krxWOPNMW5Bmopbunp6urW+1alLpEItHZ2dXZ2YWRpXlAnmkL8gxU4fcPeVq9qk/6DqIoJhIJT6u3r++m2hXRH+SZniDPSlARJrsi0w1rYVEuIOLxuKfVe/v2oHIPweXbjTzTE+RZCdqze6+ip77Ozc8Xc1gdZCkWiyk62dgrL7/a29urUOFqQZ7pCfKsBCk6vpGMzp+bn1eofChELBZTbrgpxjeCypBnJUi5PCPTUoRC40oUDrKIRCIOh/Pu3buyl4w8A5Uhz0qQQnlG5s5Xd0lJyAaJtEm55zxDnoHKkGcl6NS7pxYXFuUtkww3KP4cuJAfEmnytqTPnhGKPy+o0pBneoI8g8IlEom2tus3b/arXRHIwfLyMtaiWxfyTE+QZ1AgnK6rX7FYrKnZpeggfr1DnukJ8gwKgTDTO9pRjHcwJeSZniDPStDBA4dkmWcvHo+3d9xAmOkdfR/j8Xgh5Rx96yh/c3Uiz/QEeVaCZBnfSH7X9/h8CDMOJBKJHp+vqdm1tLSUdyEY3wgqQ56VoMLzjMw0gdGMnAmFxm12R96DHpFnoDLkWQkqMM/m5ucdDqffPyRjlUAjlpaWmppdPT5fHn2PyDNQGfKsBL1+5I38jp/F4/Hbtwdtdoei0z+CuuLxeI/P19DYtLCY20mKJ98+GRwLKlIn9SDP9AR5ButKJBILi4uDg36b3eHr7SvOYsegrlBo3GqzBwJjJX58FHmmJ68dPrKtrByRBkQikYhEItPT02PBYP/AQI/P1+Pztbg9DofT19tXyGAB0J2lpaVWb1tDY5MSkz3qBfJMT147fKTmQs328orjx06MjIyoXR1Qwf37C4HAWHdPT1Oz6z++v9LQ2HS9vb2v7+boaCAUGg+FxnPtdwKeTE9PNzY1t3rb7t9fULsuKkCe6Qnpb1xcWKw+V7150xbyJ5fr8gF1/NiJxYXFmZnZHp/PZneQttdYMHj//gKWk4ZkiUTizp07Nruju6dneXk53c3ef+8DHD8DNbHHz2Kx2MUvL+5/sXLjhk3Hj524/N1l2WetBdUFx4LlP/35F1982djUPDQ8jLYXZGltbc3vH7LZHQO3bqX82GB8I6gs5XiQUCj0ycefvvTLlzZu2PT8vhdOvXvqm6+/HRz0Fzh9AKgoHA5f/PLi8/te2FZWXvbnP73e1q52jUCXYrHY0PBwQ2NTQ2PT0PBwNBql/0Kegcoyj2+Mx+PdXd2ff/bF0beO7tq566knN+zZvffNX5nPf3T+6pWrg4N+NOA0rruru/pc9fP7XiBtbneLOx6PK7o+NZSI+/cX+gcGbHZHi9sdCIw9ePgQeQYqy2m8fjQa7e7qrrtUd/rD068dPvLsjp1PPblh44ZNu3bueumXL518+2T1uerar2qt9dburu5QKMT+doN0YrFY6EfdXd1eb5vX22att9Zdqqu7VFf7VW31uWp6Ofn2yePHTpDLwQOHqiqrqiqrntu7b3t5heTyi/Ltm/7kT5/dsfP99z7wetvYtvX+FytxAhnIIpFIzM7Ndff0XKu3/u0L+7///sr4+ARP42CRZ3pS+PlnMzOz3V3d33z97fmPzr//3gdkP0v2sE89ueHxx54o21q2vbxi/4uVVZVVx4+dILH3ycefkv210+Eke/CO9g66W9dIEMbj8dCjSFXp5ZuvvyXPou5S3Scff0pT553f/Z6mzisvv0pSp6qy6tkdO2nePP7YE+Ty1JMb6Mbn971Abvna4SPk7r/59W/ZPPu3f/13+ojuFjepRm9vbyiVdCdNo98YZLe2tnZ3enp0NNDZ2eVwOL+/ctXZ0OBp9XZ2dul6KhnkmVaYTCaDwWAwZHpHinA+9dTUFEkCd4ubNjhI8rG7+/0vVtLd+sYNm8i+/skn/ji55aHEZVtZOQ0Yekl+dJpM5HL0raM0t05/eJqmzsUvL9LUoYHt9baNjIzQsFH0NQdQVzwej0Qis3NzodD4xOSk2tXJH/JME0wmkyAIoih6PJ4Mkabx+UGSW0gK4W+deAAoHPJMfZIMo9mWTON5Bko4e0bQSI8u8KTmQg1/vwuRZ+oTBMFkMqX7k4U8K0EY3whKwPhGUITJZDKbzfRPQRCMRqMoijMzs5J+tlf/4fC/1P6LZGMwGJS3N0/jBZZa9Xb+5V81NDTKWKDGn6/GC+Smes/ve+Hyd5dlLDAnCg3ZRZ6pL12e7dm9VzLA4fnnnt9WVi7ZuHnjlq1/9ucyjrb4yR899fOf/UKu0sp/+nN2TGDhlz/5ifFnf7FNxgLlHcYi+9vxR48/KePzlf3tMD618ad//jN53w4ZP34/+4ttf/ITo4zVe+rJDeU//blcpf38Z7/4yR89pcrb8afGzck7k+SLvHsDetmze68S+1LkmfrS5VmWjh878flnX8hYn+3lFSH5RvSFQqHt5RVylSYq0E+yedMWGc80P/XuKXnfDnn7G2V/O2TvA9+8aYuMH7+B/gF5d53yvh2LC4ubN22RqzRRgbdD3r2B0pBn6pMcMDObzemOn6WEPCsQ8qwQyLNCIM/khTxTX/L4RovFkv3dkWcFQp4VAnlWCOSZvJBnmkDH6Fsslpw6G0XkWcGQZ4VAnhUCeSYv5JlWGI3GdecHSQl5ViDkWSGQZ4VAnskLeaZ7TodT3nX5ar+qlXGN0FgsVvtVrVyliaL4zdffppvqMD/yxg/ejgKd/+i8jM83HA5/8/W3cpUmlt7bIe/zVRryDAAAeIA8AwAAHiDPAACAB8gzAADgAfIMAAB4gDwDAAAeIM94YDAY2Bkg80ZmKiECgUDhBUrKLLCSZrPZ8KjCK0nLLKRugiCkrEy67ZlZLBaDweDxeNiNdPnyPOqZskC2zFwrSd5TdhabQCAgeWuyrye5r2TNP7bA7OuW+QOcx6uXrkDykuZxwij7vCTvSH7fFHoX9u0o5JtCT4SVvCOyfFOUhjzTN/q9KvxDFggE6LyRZrM512lK0pHx089+wQKBQOE1ZKfKNBqN+VWVfv8lu4x02zOjGcPu7MxmM/mT7A1zmg4tZYGiKHo8npzKYSuTvANN3vdlWTiJfMnekzxNUmHyCc/mNWQ/wORZ03vl9zVJV6DH46HlmEymnGZbpR9a8jJK3uXsy5GURl5G+prn/U0xmUzkOZJXjJYjyzelCJBnPJDlE8buMiRTSuYt751myqLYPy0WS7pVvLPH7vLIU86vwZdun5v9vphFasI+X7aEDMuXZ1+gWNjvjORYlRSe608NSZ4JgsBWT7IARTrJ7UXJZy/Xr0m6AiUNteyfrKQ+7LPO45vi8XjYmtBnl/c3JRAIsPdlo1qub4rSkGc8kP0XkyxpITKNA9k//SaTKbkDLSfJX8tcmz6U0nnGyqNVmlwg7drK72OTuZno8XhyarKISXlW4ApKtMwC82zdAknd8v7FZjQa6bMu/JuSLvXz/qbQNpmM3xSlIc94IG+esd0pBSLfAdIZImMNZelsTD4IpP08o91BBRZIC8lvH5o5z7LvbKSS84x9f/POs+Qe4ALzTFJggT/7jEYjfVMK/6akXJejkG+K2Wwmz07Gb4rSkGc8kDHP6NERuY6fEZnbHLmSq/loNBrp08zj0BRbH6XzjB1HkEfHVIYXP9cjQOJ6r1V+2cO+oeR1o+XncTQ35SekkK9JcoG0RZXrq0ek+9WY3zeFPdTHKuSbwr7mcn1TlIY844Hs/Y3kuyrvR5b+3Ctc4Z2NlOFR2jx+JvlXrjv3zLtIsnvKqcAMe7Q8OhvFpDwTmXEi+fWLpnyJCvmapHvNyaifPD6NGd7EPL4p6RruhXQ2Su4oyzdFacgzHigx4shoNMqbZ3I1qmTpbEyW5aCDlIp5/CyPFfLW/cmfa4EZ8iyPzkYxVZ5ReYw+SBeoeX9NMid0HnlmNpszPKNcvymCIKSsQN7fFIvFkuFNLOSbojTkGQ+UyDMZ20BE8i++/FgsFtmfLAmeAu9enDzLowG0bvtMxv5Go9GYxy/3DHnGDprIRoaPWX5fk3U/t7k+5XWHkOT0TckQfvl9UzIfPi/wm6I07dYMsqfE+Mb8jgpkKFCuGsoetJJzlfJQ5PGNuT79dQuUazxIfp2NYpo8I9XO6WMjaR1KKpPH1yRzgWLSqQXrEgSBfabJDbWcvimSG0saanl8UyTvoKShVvg3RWnIM31j5xQo8HcTe8RC9tlGZBwwKWNnoyx1Y2fZkAzSS7k9M3ZmB1qxQo5bpCww75lBxEc/J5L9ex6djexEG5Kzg/PoZnz0EM8jZ3fl8TVJVyD7kubadpQUSM8YS36P1iU5xCh5O/L4prDvheQdybVuakGeAQAAD5BnAADAA+QZAADwAHkGAAA8QJ4BAAAPkGcAAMAD5BkAAPAAeQYAADxAngEAAA+QZwAAwAPkGYBWSKZlYpF5pPKbEDIbFoslw1x/yj0ugIyQZwBawU4vyy6zKZnEVgnrTqmOPAPtQ54BaIXFYqGZIVk2WtE8CwQCmctH+wx0AXkGoEWSPFOUIAiZswp5BrqAPAPQopR5RpYIIdfpyorsWh5Go1GyJApZq4xId4QsXWcjXZGEXCF5xh7kIzWky6CQP+kjIv+gyJBnAFqUnGc0XcRHl6oSkw5xGX5cl4tdBCtdG8vj8aTsbBQEgd6XxCS5L10wml0mVLJscfIylQBFgDwD0KLs22fij00i2vyikZO85GPyepvpOhvZApOzkCZo8oOKGUeXACgHeQagRbLkmdlsXncgScrskRTI5hm5TlpgybcR1xv6D6Ac5BmAFsnVPss8qMTj8SS32GiB9F80z9gHkjwofVw0zkAtyDMALZIlz8h22kRLTq8M2WMymWj55LrBYHC5XJKTu9k8I1uUPlUOIB3kGYC2SGYJoYHBHgxjr7NjQ9jrJKuShyOyMrel6GhJMoKR9DfS0Yz0CpuRdAgJQPEhzwBANuhsBBUhzwBAHoIgYCQIqAh5BgAFoV2aOHIG6kKeAQAAD5BnAADAA+QZAADwAHkGAAA8QJ4BAAAPkGcAAMAD5BkAAPAAeQYAADxAngEAAA+QZwAAwAPkGQAA8AB5BgAAPECeAQAAD5BnAADAA+QZAADwAHkGAAA8QJ4BAAAPkGcAAMAD5BkAAPAAeQYAADxAngEAAA+QZwAAwAPkGQAA8AB5BgAAPECeAQAAD5BnAADAA+QZAADwAHkGAAA8QJ4BAAAPkGcAAMAD5BkAAPAAeQYAADxAngEAAA/+P26G30oxzLHaAAAAAElFTkSuQmCC" alt></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 found this question difficult and were unable to describe gas exchange or the high concentration gradient that results from a ventilation system.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates generally found it difficult to sketch the changes in hormone levels in the second half of the menstrual cycle. Strictly speaking, candidates are required to annotate a graph rather than draw one. Examiners gave candidates a fair leeway in their responses to ensure that candidates who had a roughly appropriate graph drawn were not disadvantaged.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The structure of part of the digestive system is shown in the diagram below.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Label the diagram to show the structure that is involved in digestion of proteins in acid conditions (using the letter A).<br> </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>Label the diagram to show the structure where <strong>most</strong> absorption of water to prevent dehydration occurs (using the letter B).<br><br> </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>Label the diagram to show the structure where <strong>most</strong> absorption of nutrients occurs (using the letter C).<br><br> </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>Explain how the structure of veins is adapted to their function.<br> </p>
<div class="marks">[2]</div>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Cells defend the body against pathogens. Outline how some of these cells ingest pathogens in the blood and in body tissues.</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;">
<p><em>Award <strong>[1]</strong> for each of the following correctly labelled.</em></p>
<p>stomach (<em>labelled A</em>)</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for each of the following correctly labelled.</em></p>
<p>large intestine (<em>labelled B</em>)</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for each of the following correctly labelled.</em></p>
<p>small intestine / ileum (<em>labelled C</em>)</p>
<div class="question_part_label">a (iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>valves to avoid backflow;<br>thin wall allows them to be pressed flat by muscles to move/carry blood under low pressure;<br>wide lumen (for a given blood vessel diameter) for slow flowing blood;</p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>attraction to foreign protein/pathogen / chemotaxis;<br>membrane invaginates / engulfs foreign matter / phagocytosis/endocytosis;<br>formation of vacuole/vesicle;<br>(phagocytes) can squeeze out of walls of capillaries; <br><em>Accept clearly annotated diagrams.</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>Candidates knew the role and location of the stomach.</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Marks were lost when candidates mixed up the identity and role of the small and large intestine (A.S. 6.1.4, 6.1.5). </p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Marks were lost when candidates mixed up the identity and role of the small and large intestine (A.S. 6.1.4, 6.1.5). </p>
<div class="question_part_label">a (iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was similar to past exam questions about structure and function of veins (A.S. 6.2.5). An easy mark, gained by most candidates, was that valves in veins prevent backflow of blood. Thin walls allowing muscle pressure to move blood or wide lumens to accommodate slow moving blood were cited less often. There was also glaring confusion with capillaries such as “veins have thin walls for diffusion of oxygen molecules” or “veins have walls of one cell thickness so exchanges can occur.”</p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question required an outline of how some cells can ingest pathogens in the blood and in body tissues (A.S. 6.3.4). “Outline” meant only a brief account or summary, with or without a diagram. Quite a few candidates scored the maximum of two marks. They knew that phagocytes can detect/recognize/identify foreign protein or pathogens which can then be engulfed through phagocytosis. Unfortunately, more than a few candidates thought that antibodies engulf pathogens.</p>
<div class="question_part_label">b (ii).</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of the human heart showing the attached blood vessels.</p>
<div class="marks">[6]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the action of the heart in pumping blood.</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>Nerves connecting the brain and heart contain neurons that control heart rate. Explain how a nerve message passes from one neuron to another neuron.</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><em>Remember, up to TWO “quality of construction” marks per essay.</em></p>
<p><strong>NB</strong>: <em>Drawings must be correctly proportioned and clearly drawn showing </em><em>connections between structures. The drawing may show the heart without </em><em>contraction or in any stage of contraction. Award [1] for any correctly </em><em>labelled part that has been drawn to the stated standards.</em><br>a. atria/right atrium/left atrium – <em>shown above the ventricles and must not be bigger than ventricles</em>;<br>b. ventricle/left ventricle/right ventricle – <em>shown below the atria, must have thicker walls than atria</em>;<br>c. vena cava/superior vena cave/inferior vena cava – <em>connected to right atrium</em>;<br>d. pulmonary artery – <em>shown from right ventricle (to lungs);</em><br>e. pulmonary vein(s) – <em>shown (from lungs) to left atrium</em>;<br>f. aorta – <em>shown as large artery from left ventricle out of heart</em>;<br>g. AV valves/atrioventricular valves / mitral/bicuspid and tricuspid – <em>named correctly and shown between both atria and ventricles and labelled at least on one side</em>;<br>h. semilunar valves – <em>shown in aorta/pulmonary artery</em>;<br><em>Valves need to open in correct direction.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Remember, up to TWO “quality of construction” marks per essay.</em></p>
<p>a. (both) atria collect blood (from veins);<br>b. sinoatrial/SA node sends impulses to muscle/fibres initiating contraction;<br>c. blood is pushed to ventricles by contraction of atria/atrial systole;<br>d. AV (atrioventricular) valves are open (as atria contract);<br>e. semilunar valves are closed so that ventricles fill with blood;<br>f. ventricles contract / ventricular systole;<br>g. AV (atrioventricular) valves close (and preventing backflow);<br>h. blood is pushed out through the semilunar valves/into pulmonary artery and aorta;<br>i. when ventricles relax/diastole, semilunar valves close preventing backflow of blood; <br><em>Do not accept the description of blood flow without a clear action.</em><br><em>Do not accept general statements such as systole = heart contraction and </em><em>diastole = heart relaxation.</em></p>
<p><em><strong>[4 max]</strong> if suggests that left and right sides are contracting at different times or </em><em>simultaneous contraction not indicated.</em><br><br></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Remember, up to TWO “quality of construction” marks per essay.</em></p>
<p>a. nerve impulse reaches the end of the presynaptic neuron;<br>b. (depolarization causes) calcium channels in membrane (to) open;<br>c. calcium diffuses into the presynaptic neuron;<br>d. vesicles of/containing neurotransmitter move to and fuse with presynaptic membrane;<br>e. (neurotransmitter) released (by exocytosis) into synaptic space/cleft;<br>f. (neurotransmitter) diffuses across the space/synapse;<br>g. (neurotransmitter) attaches to receptors on postsynaptic neuron;<br>h. receptors cause ion channels to open and sodium diffuses into the postsynaptic neuron;<br>i. the postsynaptic neuron membrane is depolarized;<br>j. (depolarization) causes a new action potential;<br>k. (neurotransmitter) on postsynaptic membrane is broken down;<br>l. (neurotransmitter) is reabsorbed into the presynaptic neuron;</p>
<p> </p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>There were some G2 comments that the whole of this question could be answered with only SL knowledge. This is true. However part c proved difficult for all but the top students.</p>
<p>The diagrams of the heart were of very varied quality. A diagram was asked for, i.e. the chambers and correctly positioned blood vessels, not an artistic impression with the blood vessels mysteriously floating outside the heart. Very few showed the atria with thinner walls than the ventricles.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were some G2 comments that the whole of this question could be answered with only SL knowledge. This is true. However part c proved difficult for all but the top students.</p>
<p>Perhaps it is the fault of descriptions of the heart action in terms of how a blood cell would pass through the heart, but very few were able to explain that both atria contract at the same time etc. Weaker candidates seemed to think that the blood just flowed through the heart, instead of explain the movement in terms of muscle contraction.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The question writer was obviously trying to show the connection between the heart and nerves with the opening sentence. Unfortunately weaker students did not read beyond the first line and did not realise that the question was about synapses. There were many irrelevant essays about nerve impulse propagation and also the action of the SAN and AVN. Well prepared candidates could explain concisely the train of events triggered by the arrival of the nerve impulse at the presynaptic knob. The word "message" was questioned by several teachers. It was presumably used to imply that it does not pass across the synapse as an impulse.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Explain the propagation of electrical impulses along a neuron including the role of myelin.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>Neurotransmitter attaches to receptor site, initiating transmission</p>
<p>Nerve impulses are action potentials propagated along the axons of neurons</p>
<p>Resting potential is more negative inside/–70 mV/ more positive outside the membrane<br><em><strong>OR</strong></em><br>a resting potential has greater concentration of Na ions outside than K ions inside the axon</p>
<p>«volted gated» channels open and Na ions diffuse in</p>
<p>Causes depolarization of the membrane/–70 mV to +40 mV</p>
<p>Local currents affect adjacent channels/cause action potential</p>
<p>Depolarization is followed by repolarization of the neuron </p>
<p>«voltage gated» channels open and K ions diffuse out/repolarize the membrane</p>
<p>Na-K pumps restore Na/K balance/resting potential</p>
<p>Myelin around the neuron insulates the axon<br><em><strong>OR</strong></em><br>speeds the transmission</p>
<p>Myelin permits saltatory conduction<br><em><strong>OR</strong></em><br>permits jumping from node to node</p>
<p><em>Award <strong>[6 max]</strong> if no mention of the role of myelin.</em></p>
<p> </p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Nerve impulses – Most candidates knew the purpose of myelin. Unfortunately many could explain little else. Well prepared candidates gave very clear answers. The confusions between sodium and potassium and diffusion and pumps were rife.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between ventilation, gas exchange and cell respiration.</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 process of aerobic respiration.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Respiration and other processes in cells involve enzymes. Explain the factors that can affect enzymes.</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>ventilation is moving air into and out of lungs/inhalation and exhalation;<br>involves (respiratory) muscle activity;<br>gas exchange involves movement of carbon dioxide and oxygen;<br>between alveoli and blood (in capillaries) / between blood (in capillaries) and cells;<br>cell respiration is the release of energy from organic molecules/glucose;<br>(aerobic) cell respiration occurs in mitochondria; <br><em>To award <strong>[4 max]</strong> responses must address ventilation, gas exchange and cell respiration.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>during glycolysis glucose is partially oxidized in the cytoplasm;<br>(small amount/yield of) ATP produced;<br>(two) pyruvate formed by glycolysis;<br>pyruvate absorbed into/broken down in the mitochondrion;<br>requires oxygen;<br>carbon dioxide is produced;<br>water is produced;<br>large amount/yield of energy/ATP molecules (per glucose molecule);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>collisions between enzyme/active site and substrate;<br>enzyme activity increases as temperature rises;<br>more frequent collisions at higher temperatures;<br>each enzyme has an optimum temperature / enzymes have optimal temperatures;<br>high temperatures (above optimum) denature enzymes;<br>each enzyme has an optimum pH / enzymes have optimal pHs;<br>increase <span style="text-decoration: underline;">or</span> decrease from optimum pH decreases rate of reaction/activity;<br>extreme pH alters/denatures the tertiary/3D protein/enzyme structure;<br>increasing substrate concentration increases the rate of reaction;<br>higher substrate concentration increases chance of collision;<br>until plateau;<br>when all active sites are busy; <br><em>Accept clearly annotated graph.</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>As candidates distinguished between ventilation, gas exchange and cell respiration (A.S. 6.4.1), certain ideas keep reappearing and others were infrequently expressed. Among the former were inhalation and exhalation; movement of carbon dioxide and oxygen; and release of energy from organic molecules. Less common were involvement of muscle activity for ventilation; exchange between alveoli and blood or between blood and cells; and that cell respiration occurs in mitochondria. “Ventilation is moving air into the lungs” was not enough for a mark, nor was “cell respiration is release of energy from food” which was too general.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>With this question on aerobic respiration (A.S. 3.7.2, 3.7.3), many candidates easily earned four of the six available marks. These were that aerobic respiration requires oxygen, produces carbon dioxide, produces water and produces a large yield of energy/ATP. Additional marks were earned with commentary on glycolysis, since it produces the pyruvates that are eventually broken down aerobically. </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Factors that affect enzyme activity (A.S. 3.6.1-3.6.4) is another topic that has appeared repeatedly on past IB exams. Furthermore, the topic is often visited during IA investigations. Details on how changes in temperature and pH affect enzyme activity formed the heart of most answers. Denaturation of enzyme structure that alters the active site was usually included in those answers. The effect of substrate concentration on enzyme activity was less common. Higher quality answers mentioned collisions between enzyme and substrate and linked enzyme activity to the frequency of collisions at different temperatures or substrate concentrations. Many written passages were supported with annotated graphs that also earned marks. However, some candidates confused the graph for enzyme activity vs temperature with the graph of enzyme activity vs. substrate concentration. They show a plateau in the temperature curve and declared that the plateau represented denaturation of the enzyme at that temperature.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>four</strong> molecules transported by the blood.</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 control of the heartbeat.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the cause, transmission and social implications of AIDS.</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. example of a nutrient <em>e.g. glucose</em>;</p>
<p>b. oxygen/O<sub>2</sub>;</p>
<p>c. carbon dioxide/CO<sub>2</sub>;</p>
<p>d. nitrogen/N<sub>2</sub>;</p>
<p>e. hormones;</p>
<p>f. antibodies;</p>
<p>g. urea;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. is myogenic;</p>
<p>b. pacemaker / SA node / <em>OWTTE</em>;</p>
<p>c. stimulates atria to contract;</p>
<p>d. leading to contraction of ventricles;</p>
<p>e. (autonomic) nerves can alter the pace;</p>
<p>f. (by secretion of) epinephrine/adrenaline/norepinephrine/noradrenaline increase the pace;</p>
<p>g. (by secretion of) acetylcholine reduces the pace;</p>
<p>h. adrenal glands release epinephrine/adrenaline;</p>
<p>i. carried by blood to heart;</p>
<p>j. to increase pace;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em> cause: [4 max]</em></p>
<p>a. AIDS caused by <span style="text-decoration: underline;">HIV</span>;</p>
<p>b. penetrates (T) lymphocytes;</p>
<p>c. (envelope) (glyco)protein and cell receptors involved;</p>
<p>d. reverse transcriptase enables DNA to be produced from viral RNA; <em>(reject DNA transformed into RNA)</em></p>
<p>e. number of lymphocytes reduced over years;</p>
<p>f. results in lower immunity;</p>
<p>g. other illnesses develop (as result of lower immunity);</p>
<p>h. AIDS is the observed syndrome when final stages of infection develop / <em>OWTTE</em>;</p>
<p><em>transmission: [3 max]</em></p>
<p>i. HIV transmitted through blood/sexual contact/body fluids/placenta/childbirth/ breastfeeding;</p>
<p>j. distribution/transmission uneven around the world;</p>
<p>k. transmission risk increased depending on society’s traditions/beliefs/behaviour;</p>
<p>l. (rare minority of) individuals do not have cell receptors and do not develop AIDS;</p>
<p>m. condoms/latex barriers only protection against transmission through sexual contact;</p>
<p><em>social implications: [3 max]</em></p>
<p>n. treatment expensive;</p>
<p>o. discrimination against victims;</p>
<p>p. moral obligation of wealthy countries to help poorer countries;</p>
<p>q. economic consequences / loss of wage earners <em>etc.</em>;</p>
<p>r. increase in the number of orphans;</p>
<p>s. comment on traditions/beliefs/behaviour; <em>(if not already awarded in transmission) [8 max]<br></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>Generally this question was answered well. Weaker candidates did not give an example of a nutrient. The weakest candidates wrote about red blood cells, white blood cells and water being carried in the blood.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some candidates mentioned that the heart is myogenic but most based heartbeat control on the pacemaker. Answers included stimulation of the atria but not the subsequent contraction of ventricles. Many did not seem to understand that the two atria contract simultaneously followed by simultaneous contraction of the two ventricles. Descriptions of neural control and hormonal control varied greatly. The idea that secretion of acetylcholine by nerves can reduce the pace was never given. A few candidates only knew heart anatomy so drew a diagram and described flow of blood through the heart, to no avail.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The AIDS question was generally answered well. Though the marks gained were spread over cause, transmission and social implications, there were gaps. Many candidates did not seem to understand how HIV affects lymphocytes. There was almost no mention of reverse transcriptase enabling DNA to be produced from RNA. Despite much detail about how the virus is transmitted, few candidates mentioned the uneven transmission of HIV throughout the world. Many candidates wrote in depth about the social implications of AIDS. Often, the ideas were exceptionally well-expressed.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the relationship between the structure and function of blood vessels.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the mechanisms involved in the ventilation of the lungs.</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>arteries carry blood under high pressure;<br>they have a thicker elastic wall/narrower lumen;<br>they have muscles that control pressure / help move the blood;</p>
<p>veins carry blood under lower pressure;<br>they have thin walls with less elastic tissue/muscle/wider lumen;<br>have valves to prevent back flow;</p>
<p>capillaries have walls which are <span style="text-decoration: underline;">one cell thick</span>;<br>to allow easy diffusion across their wall / ultrafiltration;<br>(some) capillaries have pores/clefts;<em><br>Award <strong>[5 max]</strong> if capillaries are not referred to.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>external intercostal muscles contract;<br>internal intercostal muscles relax;<br>pulling the rib cage upwards;<br>diaphragm contracts and flattens;<br>increase in volume of thoracic cavity;<br>this reduces pressure;<br>so air enters the lungs;<br>internal intercostal muscles contract / external intercostal muscles relax;<br>diaphragm relaxes;<br>abdominal muscles/organs/liver push diaphragm upwards;<br>decrease in volume of thoracic cavity;<br>increases the pressure;<br>so air leaves the lungs; <br><em>Award any of the above points if clearly drawn in a diagram.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The structure of the blood vessels was outlined well, though some candidates lost marks here as they referred to e.g. the arteries, rather than the artery walls as being thick. A number of answers simply listed the features of the vessels without linking these to their function as required by the question.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This section was generally very well done with candidates outlining the sequence of events in the ventilation of lungs. Weaker answers did not distinguish between internal and external inter-costal muscles which have opposing roles in ventilation.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The human circulatory system is structured to serve the organs and tissues of the body efficiently.<br> </p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the exchange of materials between capillaries and tissues.</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 structures and functions of arteries and veins.</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 what happens in alveoli.</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. molecules move by <span style="text-decoration: underline;">diffusion</span> / move down a concentration gradient</p>
<p>b. nutrients move into tissues</p>
<p>c. gas exchange / Oxygen and carbon dioxide exchange between tissues and blood/capillaries</p>
<p>d. (nitrogenous) wastes/excess water move from cells/tissues into blood/capillaries</p>
<p>e. hormones leave capillaries in target tissues/to attach to receptors on cells / (endocrine) organs/gland tissues release hormones into the bloodstream</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. arteries and veins have three layers in their walls<br><em><strong>OR</strong></em><br>walls of arteries and veins have tunica externa, media and intima</p>
<p>b. pressure is high in arteries/pressure is low in veins</p>
<p>c. arteries receive blood from ventricles/heart / carry blood away from heart</p>
<p>d. lumen of artery is small to keep pressure high</p>
<p>e. arteries have thick (muscular) walls (with elastic fibres) to withstand pressure</p>
<p>f. elastic fibres recoil in response to ventricle/heart contraction</p>
<p>g. muscle / elastic fibres help maintain pressure between heartbeats<br><em><strong>OR</strong></em><br>muscle / elastic fibres help propel blood toward capillary beds</p>
<p>h. veins receive blood from capillaries/capillary beds / carry blood to heart</p>
<p>i. large lumen of veins so there is less resistance to blood flow</p>
<p>j. valves in veins keep blood flowing toward heart/prevent backflow</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. <span style="text-decoration: underline;">gas exchange</span></p>
<p>b. oxygen <span style="text-decoration: underline;">diffuses</span> from air to blood and carbon dioxide <span style="text-decoration: underline;">diffuses</span> from blood to air</p>
<p>c. oxygen binds to hemoglobin in red blood cells</p>
<p>d. pressure inside/volume of alveoli increases/decreases / air enters/exits alveoli during inspiration/expiration/ventilation</p>
<p>e. blood flow through capillaries / concentration gradients of gases/oxygen/CO<sub>2</sub> maintained</p>
<p>f. type II pneumocytes secrete fluid/surfactant / secretion of surfactant to prevent sides of alveolus adhering</p>
<p><em>Accept answer in a clearly annotated diagram</em>.</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[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 control of the heartbeat by the nervous and endocrine systems.</p>
<p> </p>
<p><br> </p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the principles of synaptic transmission.</p>
<p> </p>
<p><br> </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>myogenic muscle contraction;<br>contracts without stimulation;<br>pacemaker/sino-atrial node/SAN in (wall of) right atrium;<br>pacemaker/sino-atrial node/SAN initiates contraction;<br>nerves (from brain) transmit messages to pacemaker;<br>to alter/increase/decrease the rate of the pacemaker;<br>medulla of the brain controls heart rate/beat;<br>epinephrine/adrenaline is hormone produced by adrenal gland;<br>epinephrine/adrenaline accelerates heart rate/beat;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Ca<sup>2+</sup>/calcium ions enter presynaptic neuron;<br>release of neurotransmitter/acetylcholine;<br>from pre-synaptic membrane/neuron;<br>diffusion/movement across cleft/gap;<br>to post-synaptic membrane/neuron;<br>binding of the neurotransmitter to receptors/binding sites;<br>change in membrane permeability;<br>sodium ions flow into post-synaptic neuron;<br>depolarization of post-synaptic membrane;<br>initiation of an action potential;<br>removal of the neurotransmitter;<br>by enzyme / cholinesterase;<br>inactivated neurotransmitter returns to pre-synaptic neuron;</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>The terms myogenic and pacemaker were clearly explained on occasion in 7(b). However, there was also confusion about the concept of being “myogenic” and the pacemaker as the structure which initiates the heartbeat. Sometimes candidates traced the pathway of the control signals through the heart in great detail rather than explaining how the nervous system and endocrine systems can control the heartbeat. When addressed, correct reference was made to adrenaline but usually not to the role of the medulla or nerves</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part 7(c) was generally answered well, sometimes with nicely annotated diagrams. Most candidates had a good understanding of pre and post synaptic neurons, the role of Ca<sup>2+</sup> ions and the concept of polarization/depolarization. Very few candidates mentioned removal of the neurotransmitter by enzyme or cholinesterase. Otherwise, accurate detail showed good knowledge and understanding. <br> </p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Blood transports molecules throughout the body. State where the blood absorbs oxygen.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>alveoli / lungs</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Most of the candidates obtained the mark for this answer.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>List <strong>two</strong> functions of membrane proteins.</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>Explain why digestion of large food molecules is essential.</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 why antibiotics are effective against bacteria but not against viruses.</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>Outline the use of polymerase chain reaction (PCR) to copy and amplify minute quantities of DNA.</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. hormone binding sites / receptors;</p>
<p>b. (immobilized) enzymes;</p>
<p>c. cell adhesion;</p>
<p>d. cell (to cell) communication;</p>
<p>e. passive transport/channels;</p>
<p>f. active transport/pumps;</p>
<p>g. facilitate diffusion;</p>
<p>h. carry electrons;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. many molecules are too large to be absorbed (by the villi) / small molecules are soluble and can be absorbed;</p>
<p>b. large food molecules are broken down so they can be reorganized/rearranged;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. antibiotics block/inhibit specific metabolic pathways/cell functions found in bacteria;</p>
<p><em>Accept specific examples of inhibition such as cell protein synthesis, cell wall formation</em></p>
<p>b. viruses must use host/eukaryotic cell metabolism / viruses do not have their own metabolic pathways;</p>
<p>c. host/eukaryotic cell metabolism/pathways not blocked/inhibited by antibiotics;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. strands of DNA (fragments) split/denatured with heat;</p>
<p>b. complementary nucleotides added to split stands (when cooling);</p>
<p>c. with the use of (DNA) polymerase (and primers);</p>
<p>d. process/heating and cooling cycle is repeated (until enough DNA is obtained);</p>
<p><em>Accept example of PCR application e.g. paternity cases or forensic investigations</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;">
<p>Functions were asked for, not named structures. “Channels” and “pumps” by themselves were too vague to gain marks.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The idea of food breakdown to a small enough size for absorption was the easier mark achieved by many. Some candidates wrote that food had to be “digested” but “digestion” was written in the stem of the question and too vague for credit.</p>
<p>The idea of food breakdown for eventual reorganization/rearrangement rarely appeared in any answer, perhaps indicating a conceptual gap in candidate understanding of digestion.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There was a complete misunderstanding of this question. Almost no candidate seemed to realize that the question was asking for how the PCR can copy and amplify minute quantities of DNA. Thus, the process was either unknown or ignored so marking points were immediately lost. In contrast, almost every candidate knew forensic science as a use of PCR, thereby salvaging one mark.</p>
<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="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>one</strong> disaccharide and the <strong>two</strong> monomers from which it can be synthesized.</p>
<p><strong>Disaccharide:</strong></p>
<p> 1:</p>
<p><strong>Monomers:</strong></p>
<p>1:</p>
<p>and 2:</p>
<p style="padding-left: 30px;"> </p>
<p> </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>Discuss the roles of the enzymes secreted by the pancreas during digestion.</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>Compare and contrast cis-fatty acids and trans-fatty acids.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. disaccharide name</p>
<p><em> eg: lactose, </em><em>glucose and galactose</em></p>
<p>b. both monomers that make up mpa</p>
<p><em> eg: maltose, </em><em>glucose and glucose</em></p>
<p><em> eg: sucrose, </em><em>glucose and fructose</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. amylase breaks down/catalyzes/hydrolyses starch to maltose</p>
<p>b. lipase breaks down/catalyzes/hydrolyses fats to fatty acids and glycerol</p>
<p>c. proteases/peptidases break down/catalyze/hydrolyze proteins into smaller<br>polypeptides/dipeptides/amino acids</p>
<p><em>Award [2] if all three enzymes and substrates named correctly and one further mark for all three products named</em><br><em>correctly.</em></p>
<p><em>Allow specific enzymes</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both are <span style="text-decoration: underline;">unsaturated</span> fatty acids</p>
<p><em><strong> OR</strong></em></p>
<p> both have two carbon atoms joined by a double bond</p>
<p>b. in cis-fatty acids the two H atoms are on the same side while in trans-fatty acids they are on opposite sides</p>
<p><em><strong> OR</strong></em></p>
<p> cis-fatty acids are healthier than trans-fatty acids</p>
<p><em><strong> OR</strong></em></p>
<p> cis-fatty acids have a lower boiling/melting point than trans</p>
<p><em><strong> OR</strong></em></p>
<p> cis-fatty acids have a kink «in the chain» but trans do not</p>
<p><em>Accept answer 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>Outline the role of hydrolysis in the relationships between monosaccharides, disaccharides and polysaccharides.</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>Describe the use of biotechnology in the production of lactose-free milk.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the importance of enzymes to human digestion.</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>monosaccharides are single sugars <span style="text-decoration: underline;">and</span> disaccharides are two sugars <span style="text-decoration: underline;">and</span> polysaccharides are multiple sugars;<br>hydrolysis is the addition of water to split a molecule into smaller fragments;<br>–OH and –H are added to the fragments;<br>disaccharides are split/digested into two single sugars;<br>polysaccharides are broken/digested into smaller fragments (<em>e.g.</em> diasaccharides);<br>process depends on enzyme control (in organisms);</p>
<p> </p>
<p> </p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a particular yeast (growing in natural milk) contains lactase;<br> biotechnology companies can grow/culture the yeast;<br>lactase (an enzyme) is extracted from the yeast;<br>natural milk contains lactose/milk sugar;<br>when added directly to milk, lactase converts lactose into simpler forms;<br>same effect when milk is passed past immobilized (on surface or beads) lactase;<br>simpler forms of sugar (glucose and galactose) are easily absorbed (in the small intestine);<br>a commercial market exists for lactose-free milk / lactose-free milk is example of biotechnology’s economic impact;<br>some people are lactose intolerant/cannot digest lactose in milk/have lost lactase activity in intestinal cells;<br>consuming lactose-free milk allows lactose intolerant people to be nourished by milk without discomfort (abdominal cramps and diarrhoea);<br>many Asians are lactose intolerant whereas less common among other groups (northern Europeans and some Africans);<br>biotechnology produced in one part of world is more useful in another;</p>
<p> </p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>food must be in a small enough form to leave the gut and enter the bloodstream;<br>physical breakdown is not enough / chemical breakdown is necessary;<br>enzymes are required for the chemical breakdown of food;<br>enzymes increase the rate of digestion;<br>enzymes are biological catalysts;<br>enzymes allow digestion to occur at body temperature;<br>enzymatic digestion is a sequential process <em>e.g.</em> from protein to peptide to amino acid;<br>specific location for each reaction with specific conditions/environments <em>e.g.</em> stomach high acidity;<br>most enzymes work extracellularly / some enzymes work intracellularly;<br>variations in pH throughout digestive tract promote the activity of different digestive enzymes / different enzymes have different optimal pHs;<br>amylases digest carbohydrate to monosaccharides;<br>proteases digest proteins to amino acids;<br>lipases digest fats to fatty acids and glycerol;</p>
<p> </p>
<p> </p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Candidates generally understood the process of hydrolysis but had difficulty applying it to the relationship between monosaccharides, disaccharides and polysaccharides.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The production of lactose free milk was well understood by many candidates, but most left out basic points such as the fact that lactose is found in milk and that lactase is the enzyme that breaks it down. Sometime these fundamental points, which are worth marks, are skipped. Candidates should fully explain their answers and not take any response for granted as "too obvious for a mark‟.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This section was generally well done with candidates demonstrating a good understanding of enzyme function in the context of the human digestive tract. The best responses named specific enzymes, the location of release and the substrate and products of the reaction catalysed. As in 5 (b), many candidates did not indicate that enzymes are biological catalysts and that they increase the rate of digestion. Candidates should fully explain their answers and not take any response for granted as "too obvious for a mark‟.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the properties of water that make it a useful component of blood.</p>
<p> </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 relationship between structure and function of arteries, capillaries and veins.</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>Outline how leucocytes defend the body against pathogens.</p>
<div class="marks">[6]</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. water is a polar molecule / hydrogen bonding;<br>b. (makes it) (versatile) solvent;<br>c. example of dissolved substance (eg salts/proteins or other example);<br>d. (water is) fluid/liquid at body temperature;<br>e. example of transported material (eg nutrients/metabolic wastes/gases/hormones/blood cells or other example);<br>f. high heat capacity/specific heat allows water to carry heat without warming up;<br>g. (allows) blood to move heat (for warming/cooling/homeostasis);</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Arteries:</em> <strong>[3 max]</strong><br>a. thick walls to withstand high pressure/maintain blood flow/pressure;<br>b. collagen fibres/elastic fibres/connective tissue (in outer layer) give wall strength/flexibility/ability to stretch and recoil;<br>c. (smooth) muscle layer (contracts) to maintain pressure;<br>d. narrow lumen maintains high pressure;<br>e. smooth endothelium for efficient transport/reduced friction;</p>
<p><em>Capillaries:</em> <strong>[3 max]</strong><br>f. wall has one layer of cells allowing (fast) diffusion of substances;<br>g. pores to allow lymphocytes/plasma to exit / to increase permeability;<br>h. extensive branching increases surface area for exchange of materials;<br>i. small diameter allows them to fit between cells/perfuse tissue;<br>j. narrow diameter increases oxygen diffusion <span style="text-decoration: underline;">from RBC</span>;</p>
<p><em>Veins:</em> <strong>[3 max]</strong><br>k. thin walls allow (skeletal) muscles to exert pressure on veins;<br>l. thin outer layer of collagen/elastic/muscle fibres provide structural support;<br>m. wide lumen allows great volume of blood to pass;<br>n. valves prevent backflow; <br><em><strong>NB</strong> Every structure requires a function for the mark.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. leucocytes/phagocytes/macrophages can recognize pathogens/foreign matter;<br>b. (phagocytes) engulf pathogens by endocytosis/phagocytosis;<br>c. migration to tissues/squeezing out of capillaries;<br>d. each pathogen has specific antigens;<br>e. leukocytes/lymphocytes produce antibodies by reacting to specific antigen/ pathogens;<br>f. antibody joins to (specific) antigen inactivating/destroying them;<br>g. lymphocyte makes a clone/copies itself;<br>h. thus increasing the total number of (specific) antibodies;</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 troubled the rote learner who was unable to apply a general idea to a specific case. Candidates knew key properties of water but could not specifically relate them to blood. Most candidates correctly answered that the polarity of water molecules makes water a good solvent but forgot to give examples of dissolved substances in blood or materials that blood transports. High specific of water was cited but not how blood temperature can remain steady because of it.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates only wrote about the direction of blood flow through arteries, the heart veins. They completely missed out on the link between structure and function. Other candidates who did write about structural features of blood vessels failed to relate the features to function. Many confused the size of lumen with the degree of pressure in the vessels. Understanding of capillary structure and function appeared to be less than that of arteries or veins. Pores to increase permeability and allow lymphocytes to escape, extensive branching to increase surface area for exchange, and small diameters to allow capillaries to penetrate spaces between cells are examples of ideas often missed.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates knew that leucocytes can recognize pathogens and engulf them by phagocytosis/endocytosis. More knowledgeable candidates mentioned production of antibodies with specificity to antigens on pathogens. Further details about antigen inactivation and lymphocyte cloning to amplify antibody production were seen only in the very best answers.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Ecologists sometimes display data from an ecosystem using a diagram called a pyramid of energy. Describe what is shown in pyramids of energy.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the control of body temperature in humans.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. pyramid of energy shows the flow of energy from one trophic level to the next (in a community);<br>b. units of pyramids of energy are energy per unit area per unit time/kJ m<sup>–2</sup> yr <sup>–1</sup>;<br>c. bar width is proportional to the energy stored (in the biomass) in that trophic level;<br>d. the first/lowest trophic level is producers;<br>e. second level is primary consumers/herbivores;<br>f. third level of secondary consumers/carnivores;<br>g. only a small amount (10 to 20 %) of energy of one level is passed to the next;<br>h. bar width/energy stored in the trophic level decreases (proportionally) as you go up each level;<br>i. pyramid shows that there is a limit to the length of food chains; <br><em>Award any of the above marking points to a correctly drawn and clearly labelled pyramid.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. normal body core temperature constant/36.5 to 37.5°C; (<em>accept single values within this range</em>)<br>b. regulated by negative feedback/homeostatic mechanisms;<br>c. hypothalamus is the centre of thermoregulation;<br>d. hypothalamus sends impulses to the body to increase/decrease temperatures;<br>e. release of sweat (by sweat glands in the skin) if skin temperature rises;<br>f. evaporation of water cools the body; (<em>concept of evaporation must be mentioned</em>)<br>g. heat is transferred by blood;<br>h. transfer of heat from body core in blood to surface;<br>i. if temperature rises, increased flow of blood/heat to the skin/vasodilation of skin blood vessels/arterioles; (<em>do not accept veins, arteries or capillaries</em>)<br>j. if temperature drops, decreased flow of blood/heat to the skin/vasoconstriction of skin blood vessels/arterioles; (<em>do not accept</em><br><em>veins, arteries or capillaries</em>)<br>k. shivering increases heat production (in muscles);<br>l. example of one behavioural mechanism; <em>(eg reducing activity (to lower body temperature) / reducing exposed surfaces (to reduce heat loss)</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The pyramids of energy were not always shown in the correct energy proportions for each step. As in many of the text books this error is also found, we decided to accept it and award the corresponding mark. Many of the marks were awarded for correctly drawn and clearly labelled pyramids.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Among the most common errors were to mention dilation of arteries capillaries or veins instead of arterioles and shivering was not always associated to heat production. The concept of evaporation was not always mentioned. Few were able to account for the role of the hypothalamus.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of the adult male reproductive system.</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>Describe the role of sex chromosomes in the control of gender and inheritance of hemophilia.</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 ethical issues associated with IVF.</p>
<div class="marks">[6]</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>Award <strong>[1]</strong> for each of the following structures clearly drawn and correctly labelled.</em><br><em>Adjacent structures mentioned in each marking point must be recognizable in the drawing for the mark to be awarded, but need not be correctly labelled.</em><br>testes/testis – shown inside scrotum;<br>scrotum – shown around testes;<br>sperm duct/vas deferens – shown connected to urethra;<br>penis/erectile tissue – penis shown with erectile tissue inside;<br>urethra – shown linking bladder / upper side of prostate gland to end of penis;<br>epididymis – shown connected to sperm duct;<br>seminal vesicle – shown branched off sperm duct (not off the urethra);<br>prostate gland – shown positioned where sperm duct connects with urethra;<br>bladder – showing urethra leading away;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>two sex chromosomes are X and Y;<br>one sex chromosome inherited from each parent;<br>XX results in female;<br>XY results in male;<br>sex determined by sperm/father;<br>sex-linked genes are those located on the sex chromosomes / usually refers to genes on X chromosome;<br>recessive sex-linked traits appear more frequently in males since they only have one X chromosome;<br>hemophilia is an example of a gene located on the X chromosome/sex-linked;<br>female carriers are heterozygous / X<sup>H</sup>X<sup>h</sup>;<br>males with hemophilia are X<sup>h</sup>Y / normal males are X<sup>H</sup>Y;<br>sons (of carrier females) have 50 % probability of showing the trait (even if father is normal);<br>daughters (X<sup>h</sup>X<sup>h</sup>) of hemophiliac father and carrier mother can be affected / daughters who receive an affected X from each parent will have hemophilia; <br><em>The points above can be gained by annotated Punnett squares.</em><br><em>Candidates may introduce a lettering system for haemophilia genotypes which does not include H and h. Accept other letters for superscripts, but same alphabetical letter should be used throughout, dominant form should appear as upper case letter and recessive as lower case letter.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>To award full marks, discussion must contain both pro and con considerations.<br></em></p>
<p><em>pros/positive considerations: <strong>[3 max]</strong><br></em>chance for infertile couples to have children;<br>decision to have children is clearly a conscious one due to difficulty of becoming pregnant;<br>genetic screening of embryos could decrease suffering from genetic diseases;<br>spare embryos can safely be stored for future pregnancies/used for stem cell research;<em><br></em></p>
<p><em>cons/negative considerations: <strong>[3 max]</strong><br></em>IVF is expensive and might not be equally accessible;<br>success rate is low therefore it is stressful for the couple;<br>it is not natural/cultural/religious objections;<br>could lead to eugenics/gender choice;<br>could lead to (unwanted) multiple pregnancies with associated risks;<br>production and storage of unused embryos / associated legal issues / extra embryos may be used for (stem cell) research;<br>inherited forms of infertility might be passed on to children;<em> <br>Accept any other reasonable answers.</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>The drawings of the male reproductive system were generally poor. Organs were suspended and not connected to one another in many drawings, while in others they were improperly connected. The relative sizes of structures showed little sense of proportion.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates usually knew the role of sex chromosomes in controlling gender but were weak explaining how sex-linkage affects the inheritance of hemophilia. Some stated that dominance changed depending on the gender of the person; others put the gene on the Y chromosome. Punnett squares were evident but had irrelevant crosses. Confusion was apparent over whether hemophilia was a recessive trait, and subsequent lettering systems for genotypes were unclear and muddled.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Since this question involved a discussion of ethical issues associated with IVF, both positive and negative arguments should have been included. This did not always happen. Some candidates limited their answers to only negative arguments such as why IVF was not natural or why it was against religious beliefs and did not expand this. Several candidates wrote about the process of IVF while others confused IVF with artificial insemination or even cloning. Fortunately, there were a few candidates who wrote thoughtful and balanced discussions.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the source, substrate, products and optimal pH condition for lipase in the human digestive system.</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 use of <strong>named</strong> enzymes in gene transfer using plasmids.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the effect of changes of pH, substrate concentration and temperature on enzyme activity.</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>eg</em> <em>source:</em> pancreas;<br><em>substrate:</em> triglycerides / lipids / fats / oils;<br><em>product:</em> glycerol <span style="text-decoration: underline;">and</span> (three) fatty acids; (<em>both needed</em>)<br><em>optimal pH:</em> 8; (accept answers in the range of 7 to 8)<br><em>Accept other correct examples</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. plasmids are removed/obtained from bacteria;<br>b. endonuclease/restriction enzymes cut the plasmids at target sequences;<br>c. DNA fragments of other organism are cut with the same restriction enzymes;<br>d. in both DNA and plasmid, complementary sticky ends/staggered cut are produced;<br>e. DNA segment added to the opened plasmid;<br>f. spliced together by ligase;<br>g. reverse transcriptase makes DNA copies of mRNA / DNA polymerase to increase the amount of DNA;<br>h. recombinant plasmids inserted into new/host cells;<br>i. cultured/cloned to produce the new genes/more genetically modified cells; <br><em>Award [3 max] if no specific enzyme names are given.</em><br><em>Do not accept the word “enzyme” on its own.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>pH:</em><br>a. enzymes have an optimal pH/work best at a given pH;<br>b. activity increases as pH gets closer to optimal pH;<br>c. extreme pH denatures enzymes;<br>d. by breaking bonds / changing enzyme shape/structure / active site shape/structure;</p>
<p><em>substrate:</em><br>e. as substrate concentration increases, activity increases;<br>f. as substrate concentration increases, the collisions between substrate and enzyme increase;<br>g. up to a maximal level of action / reaching a plateau;<br>h. all active sites are saturated/occupied;</p>
<p><em>temperature:</em><br>i. enzymes have an optimal temperature (where they work most effectively);<br>j. activity increases as it gets closer to optimal temperature;<br>k. high temperatures stop enzyme activity due to irreversible changes in structure / denaturation;<br>l. by breaking bonds / changing enzyme shape/structure / active site shape/structure; <br><em>Award any of the above points in an annotated graph.</em><br><em>Award up to <strong>[8]</strong> if all three addressed and <strong>[6 max]</strong> if only two addressed.</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>Clear answers were given by most of the students that had the knowledge.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some students got confused with other biological techniques, making reference to PCR for example, apart from explaining correctly some steps in gene transfer. There was often no mention of reverse transcriptase.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most of the students scored marks for this answer, some of them confused the graphs of temperature and pH with the one of substrate concentration, consequently their explanations were incorrect. A number of students incorrectly wrote that the enzyme denatures once it reaches its optimal temperature or pH, so marks were not awarded.</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 molecular structure of a 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>Some proteins in membranes act as enzymes. Outline enzyme-substrate specificity.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Membranes of pre-synaptic and post-synaptic neurons play an important role in transmission of nerve impulses. Explain the principles of synaptic transmission.</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>Award [1] for each of the following clearly drawn and correctly labelled. </em></p>
<p>phospholipid bilayer;<em> (double row of opposing phospholipids, tails to inside) </em></p>
<p>hydrophilic/phosphate/polar (heads) and hydrophobic/hydrocarbon/fatty acid/nonpolar (tails) <span style="text-decoration: underline;">labeled; </span></p>
<p>integral protein; <em>(embedded in the phospholipid bilayer) </em></p>
<p>protein channel/channel protein; <em>(integral protein showing clear channel/pore)</em></p>
<p>peripheral protein; <em>(shown on surface or slightly embedded on either side) </em></p>
<p>glycoprotein<em>; (with carbohydrate attached on outer side)</em></p>
<p>cholesterol; <em>(shown embedded in bilayer and smaller than the hydrophobic tail)</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>enzyme shape is specific to (particular) substrate;<br>lock and key analogy/model;<br>example of specific enzyme and substrate;<br>has specific 3-D/tertiary configuration/3-D/tertiary shape essential to functioning;<br>active site on enzyme binds to substrate;<br>substrate and active site complementary/fit together;<br>(substrate and active site) are complementary due to structure/chemical attraction;<br>enzyme-substrate complex forms;<br>denaturation changes enzyme’s binding ability (to specific substrate);<br><em>Award [6] for the above points clearly shown in an annotated diagram.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>synapse is gap between adjacent neurons;<br>(arriving) action potential depolarizes pre-synaptic membrane;<br>opens (voltage-gated) calcium channels in membrane;<br>causes influx of calcium ions;<br>causes synaptic vesicles to fuse with pre-synaptic membrane;<br>vesicles release/exocytose neurotransmitter into the synaptic cleft;<br>neurotransmitter diffuses/moves across synaptic cleft;<br>neurotransmitter binds to receptors on post-synaptic membrane;<br>opens channels allowing sodium ions/potassium ions to diffuse;<br>initiation of action potential/depolarization in post-synaptic membrane;<br>removal/breakdown of neurotransmitter stops effect on post-synaptic membrane;<br><em>Award any of the above points for a clearly drawn correctly annotated diagram.</em><br><em>(Plus up to [2] for quality)</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>There were many clear diagrams showing the molecular structure of a membrane. A labelled phospholipid bilayer always seemed to be shown. ‘Intrinsic and extrinsic proteins’ are terms still used by candidates. The marking criteria for glycoprotein and cholesterol discriminated against some who included them. Cholesterol molecules were sometimes incorrectly placed next to the phosphate heads rather than being embedded in the bilayer and appearing smaller than the hydrophobic tails. Overall, however, candidates earned maximum credit for this question.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The topic of enzymes has been visited many times on exams and is usually studied in depth. Though the question was narrowed to an outline of enzyme-substrate specificity, many candidates were able to get three of the six available marks. Specificity of enzyme shape to substrate, the lock and key model and the binding of enzyme active site to substrate were the marking points frequently awarded. Sometimes irrelevant information was given, as when enzyme activity under different environmental conditions was described.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Unfortunately, candidates who showed thorough understanding of the principles of synaptic transmission were few and far between. Insufficient accurate detailed information was a common problem, along with an incorrect sequence of events. Other answers were laden with generalities, vagueness, or confusion. Many candidates scored poorly on this question.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Plants are a diverse group of eukaryotic organisms. Describe the different characteristics of the bryophyta, filicinophyta, coniferophyta and angiospermophyta.</p>
<div class="marks">[9]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Plants store carbohydrate in the form of starch. Explain the reasons for starch being digested by the human digestive system.</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>Compare the structure of prokaryotic and eukaryotic cells.</p>
<div class="marks">[5]</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>At least one characteristic from each group is needed for maximum credit</em>.)<br>bryophyta have no roots / only have rhizoids;<br>bryophyta have simple leaves/stems / only a thallus;<br>bryophyta produce <span style="text-decoration: underline;">spores</span> in <span style="text-decoration: underline;">capsule</span>;<br>byrophyta are nonvascular;<br>bryophyte exhibit (pronounced) alternation of generations / a significant gametophyte generation;<br>filicinophyta have roots, stems and leaves;<br>filicinophyta (often) have divided/pinnate leaves;<br>filicinophyta produce <span style="text-decoration: underline;">spores</span> in <span style="text-decoration: underline;">sporangia</span>/<span style="text-decoration: underline;">spores on the undersides of leaves</span>;<br>filicinophyta exhibit alternation of generations;<br>filicinophyta have primitive vascular tissue / no true xylem and phloem;<br>coniferophyta have woody stems;<br>coniferophyta (often) have narrow leaves/needles/scales;<br>coniferophyta produce <span style="text-decoration: underline;">seeds</span> in <span style="text-decoration: underline;">cones</span>/unenclosed seeds;<br>angiospermophyta have flowers;<br>angiospermophyta have <span style="text-decoration: underline;">ovules</span> in <span style="text-decoration: underline;">ovaries</span>;<br>angiospermophyta produce <span style="text-decoration: underline;">seeds</span> (with hard coats) in <span style="text-decoration: underline;">fruits</span>;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>starch is a large molecule;<br>large molecules/starch cannot be absorbed by the intestine/villi/epithelial cells;<br>glucose produced by digestion of starch can be absorbed;<br>starch/glucose is a useful source of energy;<br>starch is not used in humans;<br>glucose is stored as glycogen not starch;<br>starch is not soluble/could not be transported by blood;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(In the table below, information from both boxes on same line is needed for 1 mark.)</p>
<p><em>Differences <strong>[max 4]</strong>:</em></p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgcAAAEdCAIAAAAXZlMMAAAgAElEQVR4nO2dzbGEONK18QUXXh+whcU4MKvZsuzFRLQHRHsxEWVHedA+6Fvkd0+fypQEoqhblOo8q7pcIYTI1NEPKId0YcZxHMfx3aVIKaVhGC5SEiGEeCnDuwtQ5Ha7DT/c7/d3FWMcRyvDPM/vKoMQQvwa/18VBiGEEF9JURV+VYyE+BDkGqJvpApCtCHXEH0jVRCiDbmG6BupghBtyDVE30gVhGhDriH6RqogRBtyDdE3UoUi0zTFF7aOfbk2z7OdvizL6eVsYl3XVxQDN7iu6/1+f6aurk9ProGHFdn8HOc6Vm1fMp3+/dBXWTUjVaiB7+bsoznoxIFv6Ozbt7f4z/1+X9fVfi/L8gr/ST83aBcy7enVf/pzDTR/ODJN0x4juYhVm71N03T6Vb7HqhmpQg2nCugvHHCDN/rPNE3wn9fxPf7Tn2tEVbjf7xdXBVn165Aq1OhAFczh5T8n0p9rsCrcbrf91iKr7hKpQo3SDFL6mYoxl7DfGMBiZpaHtOw/yMesDT7Jp8T8sf8SpoAsn8p1OWe7HJ+eHqeVs33DUgIcxGRaxX+QuA+P6s81WBXmeebWFnZox50lXMGq4aRIsGnV2WzTd1s1Ey1cqvAPvB9ftCG4wbIs0zTZv+BdZppIz/5j5sWXsGRsgtn8Ye4oA4w+e937/e7yNI+yszilJXPrJdkEdtA8wXLjG4z+M88z3KYP/+nPNWLvgf9rdmg2w/aTLmPV3C3btOpEGx5bYW63m6yakSrUcGMFB3uL4Va97Nzb7ZbIf5ZlKfVfsv7jEvNysb0asee6WVWw35XhfzYBF8B+W+Yl/0GXsHSVj6M/1+CxQpyv36MK77VqVoVNq86+cCGrZqQKNfaoAttfdiqJzcuIxsRjXmQY8+ds7/c7/rV53awqlPKv3GAK/UokqIy1ed6gdK0Poj/XqK8rbKrC262aU25atbsFVwNfa9WMVKHGKaoQxwrOKO1f6XE8ns2frzKOo+W857qVsULlfb5sAnctdxeVdTm7nV9YIXw1/blGfAcppXS73cyEos1kxwpvtOo4VqhYdbabL6tmpAo1WlUh0ZRlZV2BTZB/7+xV8VV2Xndd1+jVuDuz6WVZ4JDu9jkBDlridV03x9p2C1awDvynP9fIvpmKP9lm7Cln1xXeaNV8uU2rdm8SmgHLqhmpQhH3bXN2IpItCeB49q2J2+2GnK1nxJdAmkr+KbwoUrpu+jFlywS/naE7v2WyCVyZ3Q3+73//4//ajHO2Dj+Unlyj8m0zGmhOwy8aXcSq+Vq87l2x6mjA2YNfZdVMtHCpwgfQ31TmByHXeBGy6osgVfgkrDvGK3Li95FrnIus+mpIFT4JG7T2+j7cpyDXOBdZ9dWQKgjRhlxD9I1UQYg25Bqib6QKQrQh1xB9U1MFIYQQX0hRFV6tSEJ8InIN0TdSBSHakGuIvpEqCNGGXEP0zUeqgn3RfiB4shDP8zuuYZtD/MKFhHB8nipgkxOpgngLv+Aa2C/o1RcSIvJ5qpA0VhBvRWMF0TdSBSHakCqIvjmiCuM4Is7G8LgjLmIzlaJeZM+13xwTPBtiG5tnOVXgjXPT4xQTNgHGDr24bn/734rfYbOxHh43mo526KIU8FbVLpIM8oTLcITI4Sd6GnsTcrOdq1MITiBEnWZVQLuPRpxDYXDjWwpsVDoXjf48zxyAiSMBcEBX/IZ3IcS2+QlkA5nM82yeM02TVEEco64Krn0fx5Fj03P4YjtuTbaZJSuB+81Ra8w7zAvsIGcyTZNZPvuUEPs5Plaw32jB13XlXQ+tXY6BNUqtf/b4sizZDg6rgouNY8crqqCtGcWT7Bwr2G/uf2SPz/Oc7aCwKnB4ZDcmtgROFTQsEM9wmiosy8INbilwXZMqcAKGVYEDvYKSKvBQPZ4lxB7OVYXSsJVVYcitopVUgWOKae1NHOBMVWArZDPdPLeSZ7Zr78YKcZhcUgW+bfmMOMbpY4Vs18eNFWIHq6QKfGSzqEJETlOF9BiMuzT5U1EFnma1ZQn7zYFVS2sM8IdlWTCDxHO1w88CIFJKFcQxnlEFM350580gh8c3KUprDDBXy5C9gGMjY13B3OfUWxdfQbMqYHBqbbr9hhjgv1lJqJyLF4dMHnC6iySeHt84MuvnEOG8KIcj8FLTKojEc1UnvpRKU8vmaiNdNl0Yqk39V+LIs0lbGo4sD9Pl1ze4G4TjPKekFTWxk2ZVEOLL+VDXWNdVg2OxB6mCEG18nGu4mVgh6kgVhGhDriH6RqogRBtyDdE3UgUh2pBriL6RKgjRhlxD9I1UQYg25Bqib6QKQrQh1xB9I1UQog25hugbqYIQbcg1RN9IFYRoQ64h+kaqIEQbcg3RNzVVEEII8W1kdKIkF0KIJNcQvRMtXKogRA25hugbqYIQbcg1RN+8XBVKYWk34VhUnFt2Igwbx3NMHg5YyEFL3C7zh0sovpO6a2TtkyPexFhV7kQXsaoU7PYtlOKxH4Yjyp147rmF/DZeqwrmAAfaXMSiiv/i6JuGpeSrILgVn3i/32NJFN5WtLJpLa5DA2vkdsq6Kc4gl2WJrb/l1mXHBX24c8MBxdoWTXzYWCHlVCH9yA/s4Ha7mddxtyurCvM8W0rZkNhJqyrgrOEx9nI0vKwqmCR8UMdlXdf93vTMWMHBzi6PfoZOVMG6/DCL2+22LIsZHCI5Z1XBLjGOYzbQtBCRY6rgrHGe5/v9br0ZtIlRFdZ1nefZbP5Tmrmmop6lChat+lgZhOOIKozjuCwLJnlgx9mA41AFjBbRNHMscmSOTJpUAbkhjeVpuVniqArruloyu5ai2oo9HFMF13ExVbDc0JxFVZimyZJtdlxoFeOfS5tTmLTguuaD7AulpQ54KBI770MCcx/Mx3IxkDlfEa1H1vXQCNiww37b7dufVk7UM7c85tG4azdEE3toVgXXlE/TZE/LzMVqf55nmBdUYZomVu9xHC0xr1/N8wzTd/YNSqpgxoc0UBqoRVQFVwYWJyFKHFMFOzGqgtmzWaZThdvthvT1jotzHPR1nFvZzGr6aVst/TRN7CzwXOv8JfI4LJBYIbl7Po4jnMt1CnFHXDA+MXtf67oijVtvR11xExHHCigGbkTspFkV0mMtszka1jo7VRjH0Zn78Ig5yfA4mm5ShexYIVEfzakCu5yV03WUhMhyTBVKYwWkt5Gre3EOzeuejgu66jwC5gTRd+yIy8F66Fl3yHqfGwqgOXZDB9w+51CaQWIlsN+W//1+R53wDVZmkPSSYStnqoLpgbXIrArOaFJK67rG4TCPNtIZ6wp8uSGMmnnUCS7y/p+4MsdUIbuugP/ibb34ch1T6riY/dt/2T1xIjeR7I88aMApNj+8RxUsq/TY8uJyt9stZuI6/pV1BeSJNUL7nW0ipAoncpoq8FNxqoBxAL8jFPN3BnfgHSQcdKqQwouA9/s92uvQ6ft/4lyOqQIaUMOpAhKw/TsbtpYx23Fhl4wTJjaMjp/voLV1UoTZ/Hgh9j5ubbOq4Eb/hmsKKqqAMljOw89wCgmkCi/iTFUYaKYyris4+3OrZ5bGTWs6RzJK3yuwuURVSI9Tn26Rw7Bb0HBB1GlVBTcdb0RVYMO2pjPmzA7ijmOCZQjrCpbAFgZ42dmS8dQrTxzx4Pt+v7s1hkRriumxRwVdsZesuMBYYuS2wiqn9DEaKsomojdVgVebcQmpQhPNqoAxqekBD2z5XzhuP6wVRgKXFV/LZeKuXvq2uZSGj2NdIb5ZkWjxatCIQVSpq0LWPt13MyVLs3UFXnVjIeEXfuILrPA4TEYty8Jv9CX6jscVCTmXPre2465g/Cd/HuS+XXXvKbmDdmJpFZ2FJzvDDDdHYf73v//huElFvF9RJ1q49kESooZcQ/SNVEGINuQaom+kCkK0IdcQfSNVEKINuYboG6mCEG3INUTfSBWEaEOuIfpGqiBEG3IN0TdSBSHakGuIvpEqCNHGpmsMhc39S5u4vJrb7fZrwQYG7T38+UgVhGij7hr2Je2lQr7oW33RhFRBiDYOjxU2iZsjncJZqtAUelN8LlIFIdp4kSq4fX7OYl3XszZ8vNoYSLwIqYIQbexUhRgekmMU8kaqHIeS93HL7uxWio+bctEUEg0UsGe1yxOBH/ggsuKtWHk3ukQRSnhrVb56qR6GcqAIcQWkCkK0sUcVhhAe0hpH3igeiRGjZnjcVZSbV2t5S/FxuVRuR24XNZ13P0V8BbdEPOSCoKXHsQLHibN9vKEcdtxJFO9jLy6OVEGINppmkHhzfx4rxFaSVcEFyOSGPhvdhIca3Mrz9JELpIPCuOPLsvDQhKPiuHEAY1llxwqxHsTFkSoI0cYpqhDDjbAquMhi3NqWYl5l21wXFte1/llVcJHYWZCGxyBr8XJShT6QKgjRximqYFiby7M6UAWeTeJYx6WxQjZCcoxejj/dOIOP859cKtfix0VsqUIfSBWEaOOsGST7gZD3aH8RY5IDofMSdFSF9Bgj0zLhwPfpp/Xnzr41604V7F/Idp7nbOhNJx68KC1V+HSkCkK0UXENflfHhYfksLXpMcAkv5yTnbvPvhrk4uPype2Ia4Wt9Ucx7CrZYpRiiLrQmxwK93a78Vl//PFHqR6Q7IQnIV6DVEGINj7UNdyY4L1Y2Od3l0LkkSoI0caHusZ1VGF4/AJDXA2pghBtfKJrZGeKhMhSUwUhhBDfRkYnSnIhhEhyDdE70cKlCkLUkGuIvpEqCNGGXEP0jVRBiDbkGqJvjqjCuwINGtiCOG5K7OAPcLKbEpe+1kkv2+xedMB1VIH3TH0GvKEEL+B3lhh8Yee+10NWvL+TC8bgNncSl6VZFWAury1XAWzL5b6tT8FDUE5u2e1rTBdXNhsAyz4BVQRaEbmIKpgxP68K67ryhkjsC84F7IquZTcvc5+kZUtlPTN9vHZ9Pmys4Lb5ZWK/ibceQxpr7tk0oyrc7/dxHKdpUtdGRA4YP+IcnMspY4Vpmkq9n9gxMt9322BYc+/ydFkh/I52Q7o+H6YKbptfJushTgM4dAmncapgO4tZ10ldG+E4YPwv2hvuFFXg7fYc2eGycx9sbcQliaWapul2u7k99cQ1OUEVeCaR29Ds8VKYQEf2XJ7fjD6W9RBEH0SalNsV0qkCx8lS10Y4Nts1TFSa8WBNy4wZcdAwkHXbzFkmlUicluH0gx1ET7xksdgXD+V3C3IxJnNWFbI9rayjgfv9bkfsiu5Ccfgu3suzqsAbu9txbM8bj5fCBLr8S3mm9rGCu0SMVZuCKthQF5dT10Y46iaxrqvZFS+uYqyAhtiFU0ayzUic6NpbVmhtORJnLBWrhYkQ/tU6VnAu6WTJjjtPdOE8tQnSxXlWFTi6bHo06+zxUphApnRualeFShcGRuxUwYa69jvbtRFfzqYqDOHtNZ5BKr3ehhEA/tyMrgOb54hpERscl5aRW1UhO1bgW0hBFbjGXEAhcUGeVQXXaKKVLx0vhQl0Zcqem05aVwBmxKwK/L4dUNdGMJvDR9fTT1uqYOltRbquCs5f2OYxDRVnkLJXRLLn1xXwG3OzfDDGlM5mK67DCarAVgjzLR2vB4mt51lKb5TeQaosgkED4DA81OWbVddGgJ2TitZMmzlVVKFk3iVVcC1ynKuJbW4c8nLmTapgBXCvq3ICc3CWrnEc48hJb/ddmWdVwX7HaK6l46UwgTH/bITY/aqQ/a6iNMVkVotYib5GNFwQxOYMEg8RWBXu9/u6rlEVOGxnXRXMZTgcphkn1hUscWzlTaJg58fWFabcFxLZATqvC5bGLhouXJZmVeCPHuMRbuKzx7NhAutXyb6DxCeWvm1ms+M02a/YeJzrZmCzx8XXsqkKMG/3qbAtmDnDdh/YWzI+Mj1G4uRv+3ldARetdJuc5zrHYfMufdu86eC4VqK3nrizxRflV7C0encdooW/dh+k6wSEEuIYMuBXoKHDdZAqCNGGDPhcbEihgfh1+FVVUJhA0QFSBdE3vz1WEOLTkWuIvpEqCNGGXEP0jVRBiDbkGqJvpApCtCHXEH0jVRCiDbmG6BupghBtyDVE30gVhGhDriH6RqogRBtyDdE3UgUh2pBriL6pqYIQQohvI6MTJbkQQiS5huidaOFSBSFqyDVE30gVhGhDriH65qKqwHFlD/OKXbvrYdNdAEXRJac8Ygu283yomWzk8yfhAIWRbIB00RMXVYXnQdCrE/NEGKmSKohv4DqugRBvJ+YJx9Fe91/LB6jCuq7HulS/P1YQ38ArXGNZlmNG9ftjBdE9H6AKhwfaUgXxCk43KptNkiqIi3BEFaZpmucZI01usl3k8c1zb7cbpmV4IWEYhmVZONA5ylMK6BZDh0MV7DhPhsag6jvT29XtFDtoRxC+3F093pr4dDZVYRzHZVlgqPf7ne3H0qB7EaPbJzJmdy34F4zTVAGewpaW9ZQ96e2HnWLprTyWmNf8+BK4NUusntPn0qwKsEuzDG4Hp2mCZYzjGIXBnWt/mn1z98QZ2UDCsywL/IHDvc7zjOM4l5cWzPcs8bquKBtaeW7E0+OYgMccVmZO75wBOaPY6nl1Rl0VxnFkw7A/zeDxMoJboHJjhXme0eyaveG3HeeVal5aYEPNegoacU7PrT/fAqeHA/LtcLH1nkVPNKtCIutMZExm6EhTesUie256bLUTtezpURVcH8S6LXat2Oyyk7AFj+PoxjesTPX0JbUwWCNxj66zJj6dzebPxgr2m/srbDBsSGxs0ZjNF5x/gZITZT1lZ/qSWrisAEY29WoRn8JpqhCbSG7Z6+emfaoQp1+tQXfnglIr7+QKTfme9PtVwfQA/ixV6IaXqkK0FmuFS4tkWScqecrO9PtVwfTA3geRKnTDyarAhnj6WMFsl5XGcist1lVaee7swG8r6eN0cKqqAt+OVKEzfkEV2HEst5IVVVr56Cn19LjoTlXg25Eq9MRpqpB+5hztN8/d7zl3UxXWdb3f77yQxWNtnn5NKUWrjXOgcVaqlN4tYNhgGUsLfHdOFfhyUoVueJ0q2FlmzNylQLbsU/UZoZKnlNK7BQxMe26qAl+usSLFRWlWBSymWfs+/OD+m5WE0rnujSD8Zidxg1ZYLTKHKcOas/nzGh2u6I7E9LxODgd2xXAvQblThtxoRnwi9eYPVmF6AJNgg/nrr7+c+ZlrQEvYmDlzeJAdrzhRynlKPT0yRzeo4uB4H8kZ+f1+t8I//9m2eBfRwi/3vYIQl0KusYe4pig+BamCEG3INerwjKv4RKQKQrQh1xB9I1UQog25hugbqYIQbcg1RN9IFYRoQ64h+kaqIEQbcg3RN1IFIdqQa4i+kSoI0YZcQ/SNVEGINuQaom+kCkK0IdcQfSNVEKINuYbom5oqCCGE+DYyOlGSCyFEkmuI3okWLlUQooZcQ/SNVEGINuQaom+kCkK0IdcQfXNEFThQlFudQMApF3cMp1gEWhenaV3Xl8Yp41CC6TH85/MgKmd6DMcoemWPKsA1nKVxzDI+jqBmFozWucOyLC49B/h8O+xfCuDcAc2qcL/fuU2/3W5oB5dlwW82WW43XcxkJHjqJqogEqFZbdZXT8EcXqrQPZutHiIb229Y+zzPdpwDKaeUpmmC2XC8ZeAcBFFsL6IKAL727oKIp2hWhdiLgdGzmTqFYBmw3hD+tBjLx+9gBy8dKzAaK3wD9VbPWnzuEpmxOSVwCsFuZeNp/BnH1uliYwVGY4UOeHZdYRxHM3QzUxznP8dxxFghEkfHpyNVECey6RpsYPM8W5u+rit7Af9ZH2JmR9JSBfE6nlIFN33ERm9Wy1ONpba4YvRm9+ZUyNBmYO26WK7gLhimdNHDqqtCTD9Nk816xckuy8rmwVAGHv5P04TFFT6XC+Zys0kGeDiqi90ezmbHrdIwGY0MrePpzrVLo3MqnmTTNTBNuq4rywM3/dx6Zg0G7FEFWEK0cz7IyViK4Ee4lrkzLCde2nI2l7fffF/wXz43a9iw2NvthrpiM3YHrc3BpeFWLJDRo+Gw6INmp7KFES28QRV4+qiiCunxMbtliaxUcDfKWkw2ejevimlcvigvZlRUAbcJN4tKA6K8WWI3KWz/NbOzEnKLbKfwbfIcAnchkQO7U8qtlGCOIt7y7XazS6sTdxZ7qjG2pxVVSNQNcg2cm2516S0lux58wbJil+TuC5dtmiZc0WypolKxuUdivi+7EPQjFQzbrg7FilNtyMF1d/CnldDdmqui+/3O5Xn1zEQHPKUKmD5KW6pgxFa1NH3E63XZDIfQtefE3JtIZVXg1pYLFjN0t+Cu5cYK7i7chDIXYAjjJ16c5Mz5um4mGu4E/wQQ1AtONXwuO13Dar5kG1mRjs1xyQ6zj9W1165Zh51wYbi1Ney4c+d4abbnOFbAv9A5Kxk2uw9O4btG5iWz59vJerSdqGHBfo6rAk8fpbCuwMbhLJuXGeqNL/dBdqqC6YENQTZVYVmWbAHOUgXLJ3oRNA+tgBsbISWcao8qYGEz3o5rL8QzbLqGSQISY6zG7Szbp3suTkuyl3CqAE9h03W25IYUZiq32y3b+p+lCsinZNhuGiAF74Pz7lGFkkdjoknLfns4rgo20nR58TtI/HIeJ4PdZF+uYMxi2HrqqsCmvEcVnKOCE8cK6K2Xem3pcdA9FKYddo4V6ouWw8uW2b+Kums4Q4WNxXeQ8CycEcJ0K9/xsCq4XlFJFRKtK8BO4kDWlWHzBtPWWAEzWpX5NAxZ7BbcsnzTWKH+Yov6Rns4rgo8fWSgVXKm5t5BQk+58niQHn2ZnaqAYrNt1dcVUAy8I/uMKuC/7FfWW48va3EJ0dnhWxtovWFTFew4bs1EF+sKqTyYEE1sugYbFc+H4LcbWLs+LB5ixUGcKmQXDGL3PKsxrhWOHazspeuqYBfilCXDxrqCWS/OYp1j866rQsp5NNYVUnkwIZiDquCmj0D2lQC3WMROUsqfp8jtuzn8yb/Ndrn7w1eJ6eO7DXwEE6CuP1UqVaLJGScM8fSJPgiP1TU8DrpxEMuJ2dvn39zccAFMFUp3JA4wbKlC1tqN7LsM9oFCtMyShLulaf7TnjW/a+TejGDQRrtXmLJmacT3iNg4Yxo+Nxp2+pEfdzDWBh9xZo/74jGZO4I74lm7QUPnAvG5ax8kIWp8qGvEFlBtomogi1RBiDY+0TXihHvpndcvgd+OFQ6pghBtfKhr8LzQoEVXUUaqIEQbcg3RN1IFIdqQa4i+kSoI0YZcQ/SNVEGINuQaom+kCkK0IdcQfSNVEKINuYboG6mCEG3INUTfSBWEaEOuIfpGqiBEG3IN0Tc1VRBCCPFtZHSiJBdCiCTXEL0TLVyqIEQNuYboG6mCEG3INUTf/JIqcKxBBNCoxNI7FwSJfSPZ8OsXwUUMvT6bsV1fyqZrcGyyd9FTCPsYAPH3qQRB+mVcS8KR+Fop7Zv7S6rAMfMGisLah9VuAiG8oCpYJKyLWPxO3rsL9NtbqE0Qj6wD/0LktfcWwwJKvrcMKbQkFofumCpUula/oQoss/WI8+/lpQXTWOFE+lCFl9pbT72uK4wVrhOO4qyxQuWOfkMVWGY57valeHXBpApnwbORb+EU17B4xc/nU0KqcCLvnbF0XFEVrAVBYG72T0TldqXE5fmV2Bh9/n6/Y+RrDuPCfNufBx4PV5y1/riutYYc6NzydwVD+XHj9/t9mqZ5njHCRcE4ajla22dUwV2IA7jzo0WwLdysJbvf71Z1djwGlLdnWjoeL8qXgMfGR49zuflDboc7X4dPPGC6WTZbKF7HstYfhm2F57BoZiEcgx4Fc/aWNd1EcyxsD7+pCjvNLHuPe2zb/ls6blXkLsqXqDx3JHbOO02T68viFL4LPAI7iEu4zLnY2cah1JIkssxSS+JUIaa3bMdx5O5UvWs1NKmCuyQXyK6Kc7lh4n4od8lvtxt+8wIdZ8Xpj3USeerNtZt80c2C2Ynwdtgf/Nz+ZfZh5eT8D6uCuxDfjj1vs12zKjtlHMd5np2wuRlJS4P0w+NMZaJnjZJgSIF74fbI3aP5IW4B9Y+rHGvcrXE8cOIB0y2RdQ1gNmbG4HSRnxePFaw9td9I4+ytYrpoRzj/X1OFnWaWvcedtm2/7bjlvywLbM81f/Ybz7fy3KNvWpES6Rxysx9Wq3YcJcHDcq0zbnx41H7XOJRaEsskPs2KKmTTx3Ypbc1eRgvfNVaw32hJXaxw1zrwKg03vi6QLE6JaeBIlTupEMcK9pvNaE/BnJtx0xYnBJBJrJMD5c9eiG3XFdjSOOPm8nOe/EydPcU6526dq0O2PHgjSGe8DPbM9FGr6ZYouQaIYwXOPKoC9x8Nq39nbyXTdZn8siqkfWZWusc9tu1uFtVbmlniIUsqP3dXHrTvrtJ4+mieZ+6UoGV3bW6pEvgWuHHIVgLLrcHzK1EVSumH3Lsk9a5VrNUjquDaRK7cWB14WtM0Za02Oo9d8fDUQasqlAo27FMFe+TrunL+L1UFvNnlOKAKnMwdt9uZ55l9oKQKfF2QnUNo4plFv1bTLXG6KszznO3x7FQFa5uWZeH8r6YKpXs8oApIFlXB9ACzbTiYfe5ZW4rTsJzMte8Y0ERV4AJwhWQbh2wlrOua7dGXVKGUPk7kbnatTlOFIUwg2hShs0vXJS85OaYC7f2lcRwtt8qdVDgwVsgWbI8qcJ6/pgpWtpj54bGCnRKP2yX2qAJPy0TMTFtf9XvynfEm063kc7oqlF7M26MKnOeVVaF0j8fGCnZKPJ518z1jRIdZBfSMS8tnoQBZs3F99lRuHCpjhVi2+lihdEc8C7fZtTpHFSx9tPJ4eTd9zwbECmY58GTcMzMPTaqAPlcs2H5VwFz/r6kCXyv91Px+VeBx0ubMElb/UlkVXGsLB+Ol1FZVWJ57Z7zJdCucqwqYuODlxM2EFgYAABPASURBVP0zSG629rKqULrH/apg97hnZik9mnTluePS1uHAukL6GUy4brVdHWe5NopTTtMUbbXUOJQqge8iPTp1aV0hpuchgpVqs2vVpgqsflgkwVXx3+zgixO49sUpavbOn5k+Qqm4zDzReb/fURI7yxUsvnjAb63wOgT/C8f/+usvJGgVhtKFuIS8UIwjnIB/m9m5JxVfXYjPBVfHD148cJfj9Diy0JtOBxqsZ6aP+Hb2mG49q3ohkXnleWEWmLv5KEO0t4rpTrRcaT/Y3l4tDPvNzN1jarFt915DelyoYCHkqmD7jM+d0+MIP76UMzm+C375wtV2XFdz621zWLyMLUl6bDPdtW63Gzdu2fTp0Q3Tvq7V0DpWEOLLkWuITWJ//JnJz19GqiBEG3INUSfOQ9q89LvK04pUQYg25BpiE57OHT5tnzGpghBtyDVE30gVhGhDriH6RqogRBtyDdE3UgUh2pBriL6RKgjRhlxD9M2nqgJv+cn7RwrxanYa2/y4XfbO7Tr2vK/Cn8gC99IL4z5pBKVP9vAh+pNbGYoP5SNVwb4PxP4q/CGfEK9mj7GZieJP3lennvOxtxixgURsym0jNpTK7ckThcH2eJhpP3DxbXykKiSNFcT72DS26SdGBbMzMsQxVeBdSSpNOXtNqZw7sxIdI1UQoo26sSEYy+HMT1SFdV15omlTFXiaS6rwtRxUhbi9WgoBHVOY64zRJOIekDHbuD94qqpCNj1K9cwOa0KkLdcw89vc3iBuAIfM3T61jP3LGTzv6+mactvYEX+y12Cjf1d43uZ2fAyUa1dffyI+8u/1MfpjvDXcy42CM1aiXWLrN+xSl60rA3exhPiaduR39o7thiOqMOYiGo4hoOPmxrbYGNVtiOg2B4a5uD1js6qQTT8/HRhSCFBXBWu/uPFyjXt63NzfqcjwuG0tewr2nXWO5jZPdkLiVAHHS9EOOCuOC8T/YjdMId5G9tawszTcvx7tcvgJmcntPrcAqAE0F6X4mqKVZlVYyxENXeiu0qbhyIfFvxK8xVm5pSmpQja9xsLiRFpVAce5k+QCdXBjl92yn53LjRW4o7NzrOCixxjuLSnOigvDobSGMN9VujW+R+TPJV8K0S5LMXOcmy+F+JriAM2qsJQjGmYDOtpvVojnAz2msipk0z8fGFIIUFcFmLc7zo3sEMLp8L94sMshazgmFcrgwsLsX1eIhVxCiHUnMDGUVpytLd0azxvbVaZ90S6fjK8pDnBEFYZCRMMxBH+P4U3OCvRYGSucHhhSCKauCulnwOr6H67pdx38OFZIhWn39GjwrnHMDosxYmCvcQEHN7OCV8bmmF9yrdwa31HaHe3yyfia4gDNqpDKEQ2dKizLEhvoUwI9puq6Qkw/PxcYUghmUxXST/+jNCBwS6BDYV2h1PDxZIvrh2W/V8iuxiEfLF3EEOsuqzg55qI/Vm4N6wrm3Wl3tMtn4mtma09sckQVUi6iIY7EgI6uv/N8oEeOcseB+uJ1TwkMKQSzRxXSYwhJts/4X5YE9pQhYM0fJ3Oj9iz2IZvLx85i1+PiuUCVuERcG4inZ2+NA3bi4Ga0S/w+Fl8TJfys8AZvZzimCnv46Bh1QpR43jV2cjUPiuOJT0EtTxOvUgXTfHdEz0Z0wO+ogntFJ4UXin6fT1zC3fn5iGBeO1bgQesnmpQQkV8bK7jXrN/VT3efporueaEqCNElcg3RN1IFIdqQa4i+kSoI0YZcQ/RNTRWEEEJ8GxmdKMmFECLJNUTvRAuXKghRQ64h+kaqIEQbcg3RN1IFIdqQa4i+kSoI0YZcQ/TNm1WBN3HEBuvHsnrydOPE+DzTNH3Kt6DZGCwR3uOWsfcWTvx2fRzHK+9ru+ka74ryNDy3DdwpHpQe4yFeFo4OCbABX/3crCNgXz937+d+GX6/33/BtN6pCvZBv6kC9ke8cnOwn+FDNmfFxpObpgaHccY90J7nJwrDlSuw7hq2SefXxv67fhBcNN/OXLGVd9zDzSWLjsCnIJ/06BRnCcMvxB/tZ6xwHaZpumyLlmVn35ajsRpOCc6ye+R2TWO47Fjh7XxQVAMXMdQpAbfskegInJ6zGh73Ej+r23S73V5qYFKFk6lHibomh1XBOQ/+tFHz33//jeP/93//11oqDhdzKaQKWWzc+Sn+61TBNdn1Fjw6QvZPpzT48xTvsNAyrWftpFkVbIDM2/xaQAyMyyxUbByjZb+dq6gCx9ywI5Yt5ulcwVwwW/tdmfJGIXmLb9hKjGECP8cQMtstir0M3vkSd2cVhaz2HMeNI+ytKxgutK4rwo/sGbUcVgWXP2YPKnaPSFtWfrsuSsuZX7aVaVIFFyQHOfDTjMYWQ9BYPZhh27nOqjnKISYZzCSyDxeZIHSPi3/ucMejXcWWNJ4OH7eDSG9tCFyeo9G5eXkYuZ3LVcRXrD+gFFTBTXy56PQO5whxSsfqx2WCZBXvcA/OShhbg/TY+yw94sPECqypAqK2otl14bN5UpXrrhSZtqQK1q7ZcfOxrNIAlgonJ7EtMxAyECEArfahChwXcKBJw2wwRa5Qdhi2DNwsigdDtzT14/zgWXuQDEW1wu83lF9TBW7+brcb/rRMnKOmrSjc72Kz0UF9xlizKfc0h0cZQMvO8SYHik0WrY5r0mkJqwWn51aVQ7zhFvjS5in4b9anXMMaXR7l5/bBJp3sOBuPTZK4Jp7tYXgMBGm/Y+j4EhdUBffg8CdaAy7hS/tM0cI3VCFaAz/+UvhlPjLsUAXIY7Tv0sx1dqyQLYYR26DsQY7aEft02f5atoRs9+mxPeVa3X/cXRT/ZW3byVvGCvZnKSpv/O912K8KfIQbOK63UoXEALcWCq109exYIV4uJgbsQYZdjqOsM3FMXJEr+5crPyrKPXo0C5ynm5tla3Tdiz1cUBViVs6voyq86C3HNlVIufmTPapgv62O+EmXVGEcx3jD56pCHJ6nwhoUN8f11jN7LTQH/FxL7cKe47FpYBeFh1TK6XCtGNdMyQ8NN12GJytVcKM3RE5GDlk15crJvrNwliqkMMpPQRUwYYv/1leS3cPKurwrP9pN9+hRIZyna2SdsFnh969119cVUB5WQdRnfV0BD9H13nDvHaqCwTGy96iCU4I9Y4VSv+MsVeD/IjHbiv2rddRWcvhUVgU2hT3H4+vS/F+bbZv2fYJgnPgOEs9Qn6IKHz2DxHZYUQUeg3JtxDbuRFUwuDF1qjA8jjg3X6NwzVbW5eNYATPPbqxg6Z0q8E2xIdlsm5OxOtn+H/+3Ynib7yDxjD+/g7Q5km5VhavMIPEQoUkVuDe0Z13BVegrZpDsWpYAB3Ev7jsXK6drbaPfTuG1HJ79ZFXAcacWpeNspjblipvllXAYCq831DmsConsnlsxexb//ve///777z///BN9xj///HO/KnSw2swmzatT8WnGTNw41RYMTpxB4iFCVIWsnbMB88Ib8snOArHL85QUWwLWw9Kj87rxx0CDV1yO7wVrFdkqYuJcMTx3U/+iI7CocFeGC+n6TFnv2K8KL33X8YgqWKdmelwf57cFBloZG2j4bMnsFPMcOzjPM6fnukMHiqc1su8/cOJSMdwpKADG7Li1uLDBauGKymRnP3GbyAd/DuFNLXc825HkYriXo+wsrgT8q2QBoDIg5Wnu2Gdxd2HOYGX7888/7SlM0/Tf//43+2hMD9ztrJ/5ZioqCpMn/PQZfiXJwe0jTudn6gyPjeRf//pXtpLd9I4rJ2cei8qL5+4xuTKgYFmXt4PxBTkzANQVxscoD1e+4bzDsuLa5hXBUl25mozr25Xn6wpWehcgvl9X8o7//Oc/pQfn3rxK1Ck/MGO8ScxN+yA9S334aQyFQX3p+Gcxn/EydXZt6Qqc7hqxri64mrKHzbWH0lgnTh52zPPewdMbhi1jPFeuf5AqvITNZdK+VWHMbTLTxJXr4VzXiOsH8zxfcN5sJ/X2XaqQnvaO7CtP59aeVOFVzPOcVe/SjFDp+CfypN2PH747Xis8J3llOdyJvZQZj5dmwOLkYd884x337nfHE71irwa8uxSvQq4hnuH63iFVEKINuYbom5oqCCGE+EKKqvBqRRLiE5FriL6RKgjRhlxD9I1UQYg25Bqib6QKQrQh1xB980JVcLuFuP3Bn4d3Mslu0cMsy1L/CCBuI/wRDFsfN3ziTV2cC1bppv1/FctPHKGXwptc/Ro7tyzbpN4av0oVYsiIoWWf2014zx93rWzi+qVdyJGeeOmOu99Jl3bSE+f2PvtjszXuf6ywuTcLkl3N221XwefzibumXISzbvCXuUhlfvTGGCfivhO2nWVPyapj3jNWSNdQhf27MV9QFYbzNj/YKY2/zIk3+JtcwU7iZjjfSQyadtjO6/HXOuN8VcCXDtmNnTn6xKYq8N652HKWIxRiY/f4ecUeVVhChPEYZZPDh6UQbA7TU3a623/Y4G1vUQZMO9pxF4JieQzIjtN5S3p3y1OIgufCUdlvlJCbDBdUhOuQt2h2m7nb07GDSOMCDtstuyK5qogFy97gp7BZYHtSTomzu/1YPcN+EMBreBzgu8pnezMT4jluCMa4FREembiIZhZpYKfk7LfzrG3AzbN1xRE7Rgrebsd5U2uO0oEf0zShPrmx4hPjkZ27kHE/Mlu8nURHwKwv6oFrxsVfqRtPafPzk1UBNuQCanIEGw79sTlWYINw0XJiVB9+ZntUIa4oIAcX1SQ+Y84ERY0l4YAK2NKdN5dPFAwkuwk7Su6ivw2PzTQ3sua07NLOw2Ntx/qBzbEMWwwTO452gdfqUe3Y/m+iAJMcHWGgxiJbsKHHsQL2hmMr4lhMiIbk2j5eKmPnylY+jxVgVHcKAe/+dMGv+C7gOwhfs38gst/Os7aB/gQ7fjT1rCiiclz/zCzKBSlh7+YGh+OONI0VeCWyUrxNYpMStRPVyBay03imx+CvHLHxNFWIXe/0GFiGC7pTFWIUQ6gO1ywqq0kVsrFks4HA3AwSigFxKk1GuSiSKFUMRhijNsYq5SfKZXA1zJ0vN1ZAMaIqxCbYJWP74+NuU08rf3wdgjfFNKBY2YJli3R9sq4BYqPgBmr81Lg2uFXidjlb+a7hzo4VUNpY+TzagFs5c9rJfjuPthHdtmTqpcpxTTkb7ZyLERm9eKDZgqYZpFI/8sDknmvcKs1UHCvsKQCa6JeoQnYb9FLMrP3rCgNNU8wUytX+e8+FBU+HVCEVIqenoAqoZQylSw/bOVLFK7LHXZXyjQw06sra6+mqgOqKahFvPHZqSuFEvkoVUphNjUEFhpz6lhw7W/lPqkJpnWnOxQess9/Os7YRJ2yzpn6WKkQvRrv0FlXINm4nqoL9nn7iP75qrBArrjRnvV8VMAOI7sOdosKOubDg6egMUimMQVxtHn5mw/nEeInhcRoRtlhq/eNx/tM1BzxWKLXL+1Vhs36GXB82hfFQrAE8smxr8m2qYFh7Z3MarvKz9VwZK8Raen6sUGkBzRd2To7vtPOSbeCsgcYr0dT3qIK1HrEkKagC1yealLeoQrZxO1EVSu3DmargJr7xEtiYC3y/XxUwHYmUHJ1xzIUFT/tUIdpi6cFHVbAjbnbIOUBMhmLwbBg/Zuct9i9eunCNps2kTbno6vtVobLanLVsd7rdIwwda308/4s1ZDwgmEddFdxU4fWpq8JKMWemn1itNnpAgmw9Vxq+WPmu89SqCumxN2P5YF0htby01mTnzjb4PQUMJrKmvqkKscBZVUg/Ns915er/8GpzLN4m2cbtXFXILqOevNrMfW1ucAcChTBsVGi/K5NIPMWffcNnpLDgGHhO9JpBFIbsNKLDXIILD6KE4LqcLZ/u3kGaHwOXc0qczlXK9YObRWH4XD7rjz/+wO8lF/u75ORmWO7e4+np8SUN3AtqA9bGz2KaJjcyczm7G/wUhi1VQF1l12ZgVFwbrnqdOcXKTz+WjLFItAQ+His/vp1yp/cA9/ea99u5sw07kp2zcqZeqRxeTufWfKI3vmJh2ItxCrLa06BznvVnt6f2Bmrc+N45N9fo7TQelBOnsCVUWmN/pPSPD8U1iLEjUOoa8CzWAeJs8hsp2XqcaBKbXOexXoFL2bk4hf5VIdFYkudn8K9S16Dyrz1cxFtKyyGGVOEAV3is1+Eidi5O5CtUIdFs77gVOR1DsGcWQrMj6LdQeY7ZmSKxSWeu8QzXsXNxIt+iCkKchVxD9I1UQYg25Bqib6QKQrQh1xB9I1UQog25hugbqYIQbZzoGm7TpGH3hp1CvA6pghBtnOUaeNsNn6FKFcQVkCoI0YbGCqJvpApCtCFVEH0jVRCijU3X4C2G+FvIeLCiCnMIUmZH9uyuI8QzSBWEaKPuGrzFCG+riR+8v29JFbJByoT4HaQKQrRRd42411YqxD5LVVXQsEC8C6mCEG3UXSO74WBpJ/PKDNIUItoL8TtIFYRoY3OskI1im41YsLnajCBlzxVZiAakCkK0UXcNF1gQYSOHEPss7VhXSOWIx0K8CKmCEG1sugYHHXNxvw2Od48P2XjJIRukDIGgX3p3QkgVhGjjva6hcYN4NVIFIdp4l2vY6EHBbcSrkSoI0YZcQ/SNVEGINuQaom+kCkK0IdcQfSNVEKINuYboG6mCEG3INUTf1FRBCCHEF5JXBSGEECJJFYQQQjBSBSGEEP8gVRBCCPEPUgUhhBD/IFUQQgjxD1IFIYQQ/yBVEEII8Q//D1yMR5IuqEQZAAAAAElFTkSuQmCC" alt></p>
<p><em>Similarities</em>: (<em>Award 1 mark for any combination of two different items <strong>[max 2]</strong></em>) </p>
<p>cytoplasm/plasma membrane/contains DNA/contains ribosomes</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>Only a few candidates could mention more than one distinguishing characteristic for each plant group. Within this category, there were a few elite candidates who earned maximum or close to maximum marks. They wrote comprehensive answers, full of detailed knowledge. For example, in terms of reproduction, they stated that bryophyta produce spores in capsules, that filicinophyta produce spores on the undersides of leaves (in sporangia), that coniferophyta produce seeds in cones or that angiospermophyta produce seeds in fruits.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>That starch is useful for energy was the only idea candidates seemed to know about starch. Few candidates realized that starch molecules are large and must be digested to the size of glucose before being absorbed in the intestines of humans.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were some good attempts to distinguish the types of cells, but all points were not described to gain full marks. Sometimes diagrams were drawn with no differences pointed out. There was general confusion about bacteria having a cell wall while eukaryotes not having it. </p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>James Beard, a famous chef, once said “Food is our common ground, a universal experience.”</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the small intestine moves, digests and absorbs food.</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>Distinguish between the structures of the different types of fatty acids in food.</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>Outline how leptin controls appetite.</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>a. contraction of muscle «layers»/peristalsis helps move food<br> <em><strong>OR</strong> </em><br>circular muscle contraction prevents backward movement of food <br><em><strong>OR</strong></em> <br>longitudinal muscle contraction moves food along gut </p>
<p>b. peristalsis/muscle contractions mix food with intestinal enzymes </p>
<p>c. enzymes digest macromolecules into monomers </p>
<p><em>Accept an example for mp c</em></p>
<p>d. pancreatic enzymes/amylase/lipase/endopeptidase «chemically» digest food in«lumen of» small intestine </p>
<p>e. «pancreatic» amylase digests starch <br><em><strong>OR</strong> </em><br>lipases digest lipids/fats/triglycerides<br> <em><strong>OR</strong></em> <br>endopeptidases/dipeptidases digest proteins/polypeptides </p>
<p>f. bile/bicarbonate secreted into the small intestine creates favorable pH for enzymes <br><em><strong>OR</strong></em> <br>bile emulsifies fat </p>
<p>g. some final digestion into monomers is associated with epithelial cells/epithelium «of small intestine» </p>
<p>h. mucosa layer/inside surface/lining of small intestine contains villi/finger-like projections </p>
<p>i. villi/microvilli increase surface area for better absorption </p>
<p>j. villi absorb products of digestion/monomers/mineral «ions»/vitamins</p>
<p>k. glucose/amino acids enter blood «capillaries» <br><em><strong>OR</strong></em> <br>lipids enter lymph vessels/lacteals </p>
<p>l. absorption involves active transport/diffusion/facilitated diffusion </p>
<p>m. different nutrients are absorbed by different transport mechanisms</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. fatty acids can be saturated or unsaturated </p>
<p>b. unsaturated can be monounsaturated or polyunsaturated </p>
<p>c. saturated fats have no double bonds/have maximum number of hydrogen atoms <br><em><strong>OR</strong></em> <br>unsaturated fatty acids have «at least one» double C=C bond <br><em><strong>OR</strong></em> <br>polyunsaturated fatty acids have more than one double bond / OWTTE </p>
<p>d. cis-form has hydrogen atoms on same side of carbon double bond<br><em><strong>OR</strong></em><br>cis-form has bend at carbon double bond </p>
<p>e. trans-form has hydrogens on opposite sides of carbon double bond<br><em><strong>OR</strong></em><br>trans-form makes a straight carbon chain </p>
<p>f. length of hydrocarbon chain can vary<br><em><strong>OR</strong></em><br>position/number of carbon double bonds can vary</p>
<p><em>Accept labeled diagrams that illustrate these marking points</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. leptin suppresses/inhibits appetite </p>
<p>b. is secreted by adipose tissue/fat «storage» tissue </p>
<p>c. level is controlled by amount of adipose tissue/«ongoing» food intake </p>
<p>d. leptin targets cells in hypothalamus/appetite control centre in brain </p>
<p>e. causes hypothalamus/control centre in brain to inhibit appetite </p>
<p>f. if amount of adipose tissue increases, blood leptin concentration rises</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 style="text-align: left;">Draw a molecular diagram of an amino acid to show its general structure.</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 style="text-align: left;">Outline the role of ribosomes in translation.</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 style="text-align: left;">Some blood proteins are involved in defence against infectious disease. Explain the roles of <strong>named</strong> types of blood proteins in different defence mechanisms.</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. COO– <em><strong>or</strong></em> COOH group at one end <br><br></p>
<p>b. NH<sub>2</sub> <em><strong>or</strong></em> NH<sub>3</sub><sup>+</sup> at the other </p>
<p>c. CH in middle with H or R group attached</p>
<p><em>If shown expanded, then carbonyl oxygen must attach to C</em><br><em>If shown non-expanded, N of amine group must attach to C</em></p>
<p><em><img 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"></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. translation is the production of polypeptides/proteins </p>
<p>b. mRNA binds to the ribosome </p>
<p>c. tRNA binds to the ribosome </p>
<p>d. at the site where its anti-codon corresponds to the codon on the mRNA</p>
<p><em>OWTTE</em></p>
<p>e. amino acids of «consecutive tRNAs» bind by a peptide link «in the ribosomes» </p>
<p>f. the ribosome moves along the mRNA<br><em><strong>OR</strong></em><br>continues with elongation of polypeptide chain</p>
<p><em>Accept annotated diagrams of the process</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. clotting factors «are proteins» that initiate the clotting cascade/process </p>
<p>b. fibrin «is a protein that» permits blood clotting<br><em><strong>OR</strong></em><br>allows the formation of a clot </p>
<p>c. «the protease» thrombin converts <span style="text-decoration: underline;">fibrinogen to fibrin</span> </p>
<p><em>OWTTE</em></p>
<p>d. fibrin forms a mesh/clot that prevents the entry of <span style="text-decoration: underline;">pathogen/antigen into the blood</span> </p>
<p>e. antibodies are «specific» proteins that lymphocytes make </p>
<p>f. each antibody corresponds to a specific pathogen/antigen<br><em><strong>OR</strong></em><br>antibodies are specific «to certain pathogens/antigens» </p>
<p>g. antibodies create <span style="text-decoration: underline;">specific immunity</span> </p>
<p>h. plasma cells produce large amounts of «specific» antibodies<br><em><strong>OR</strong></em><br>memory cells retain the ability to produce «specific» antibodies </p>
<p>i. immunoglobulins are antibodies against pathogens </p>
<p>j. <span style="text-decoration: underline;">enzymes</span> in phagocytic white blood cells may digest pathogens</p>
<p><em>Accept annotated diagrams of the process</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>Reproduction in eukaryotes can be sexual or asexual.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the origin of eukaryotic cells according to the endosymbiotic theory.</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 how hormones are used to control the human menstrual cycle.</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>Outline natural methods of cloning in some eukaryotes.</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>a. mitochondria and chloroplasts are similar to prokaryotes</p>
<p>b. «host» cell took in another cell by endocytosis/by engulfing «in a vesicle»</p>
<p style="padding-left: 30px;"><em>Allow “taking in” in place of </em><em>“engulfing”</em></p>
<p>c. but did not digest the cell/kept the «ingested» cell alive</p>
<p><em><strong> OR</strong></em></p>
<p> symbiotic/mutualistic relationship «between engulfed and host cell»</p>
<p>d. chloroplasts and mitochondria were once independent/free-living «organisms»</p>
<p>e. DNA «loop» in chloroplast/mitochondrion</p>
<p>f. division/binary fission of chloroplast/mitochondrion</p>
<p>g. double membrane around chloroplast/mitochondrion</p>
<p>h. 70s ribosomes «in chloroplast/mitochondrion»</p>
<p><em>Award up to <strong>[2]</strong> for evidence from mpe to mph</em></p>
<p><strong><em>[Max 4 Marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. FSH stimulates the development of follicles</p>
<p>b. follicles produce estrogen</p>
<p>c. estrogen stimulates the repair of the uterus lining</p>
<p>d. estrogen stimulates LH secretion</p>
<p>e. LH causes/stimulates ovulation</p>
<p>f. LH causes/stimulates the development of the corpus luteum</p>
<p>g. corpus luteum secretes progesterone</p>
<p>h. progesterone causes/stimulates thickening of the uterus lining</p>
<p><em><strong> OR</strong></em></p>
<p> prepares uterine lining for implantation</p>
<p><em><strong> OR</strong></em></p>
<p> maintains the endometrium</p>
<p>i. progesterone/estrogen inhibits the secretion of LH/FSH</p>
<p>j. falling progesterone levels at the end of the cycle allow FSH production/menstruation</p>
<p>k. negative/positive feedback «control» described correctly</p>
<p>l. LH/FSH are pituitary hormones</p>
<p><em><strong>[Max 8 Marks]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. clones are genetically identical organisms</p>
<p><em><strong> OR</strong></em></p>
<p> group of cells derived from a single parent cell</p>
<p>b. asexual reproduction in plants such as tubers/runners/bulbs</p>
<p style="padding-left: 30px;"><em>Allow other verifiable examples of plants</em></p>
<p>c. common in non-vertebrates such as budding in hydra</p>
<p style="padding-left: 30px;"><em>Allow other verifiable examples of invertebrates</em></p>
<p>d. budding in yeast/fungi</p>
<p style="padding-left: 30px;"><em>Allow other verifiable examples of fungi</em></p>
<p>e. identical twins «in humans» are clones because they originate from<br>the same cell</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, with examples, the types of carbohydrate found in living organisms.</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>Describe the importance of hydrolysis in digestion.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the flow of energy between trophic levels in ecosystems.</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>(mono-, di- and polysaccharides) consist of one, two and many units;<br>example of <span style="text-decoration: underline;">monosaccharide</span> (<em>e.g.</em> glucose/ribose/galactose/fructose);<br>example of <span style="text-decoration: underline;">disaccharide</span> (<em>e.g.</em> maltose/lactose/sucrose);<br>example of <span style="text-decoration: underline;">polysaccharide</span> (<em>e.g.</em> starch/glycogen/cellulose);</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>digestion is the breakdown of large molecules into small molecules;<br>to allow diffusion / to make food soluble;<br>so foods can be absorbed into the bloodstream/body;<br>so foods can move from bloodstream into cells;<br>small molecules can be joined to form the organism’s (unique) macromolecules;<br>hydrolysis is aided by enzymes;<br>hydrolysis requires water;<br>polysaccharides (hydrolysed) to disaccharides/monosaccharides/specific example;<br>proteins/polypeptides (hydrolysed) to amino acids;<br>fats/lipids/triglycerides (hydrolysed) to fatty acids and glycerol;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>sunlight is the initial source of energy for (most) ecosystems;<br>sunlight (energy) is converted (through photosynthesis) into chemical/potential energy by producers/plants/autotrophs;<br>energy escapes from an ecosystem (as heat) / is not recycled;<br>flow of energy through an ecosystem can be represented as a pyramid of energy; (<em>allow a suitable diagram</em>)<br>energy flow in an ecosystem is measured as energy per unit area/volume, per unit time, for example kJ m<sup>–2</sup> yr<sup>–1</sup>/ kJ m<sup>–3</sup> day<sup>–1</sup> / other valid unit;<br>(chemical) energy is passed along the food chain/trophic levels;<br>primary consumer/herbivores obtain energy from plant food;<br>secondary/tertiary consumer/carnivores obtain energy by eating other (animals);<br>energy transfer between trophic levels is not 100 % efficient / is only about 10% efficient;<br>some energy is lost as heat through respiration;<br>decomposers obtain energy from waste products/dead bodies/leaf litter;</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>Well answered except for the absence of understanding about the prefixes: mono-, di-, and poly- when preceding the word saccharide.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates who did well understood that hydrolysis falls within the context of digestion rather than thinking that hydrolysis is synonymous with digestion. Their answers began with the notion that only small molecules can diffuse and be absorbed into the bloodstream and that hydrolysis is a step in the digestive process. Often those candidates went on to describe that hydrolysis requires water and gave examples of how polysaccharides or proteins are hydrolyzed to named sub-units. Even among stronger responses, lipid hydrolysis was not mentioned very often nor was the idea that hydrolysis is aided by enzymes. This question was an interesting link between Topic 3.2 and Topic 6.1</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The best answers started out with the sun as the ultimate source of energy and how light energy is converted to chemical energy through photosynthesis by autotrophs/plants. This led naturally to how energy passes from one tropic level to the next. By including that energy transfer is only about 10% efficient and that it is not recycled, candidates gained the max of 8 marks. Some candidates included pyramids of energy. Less commonly mentioned was the loss of energy through metabolic heat or that decomposers obtain energy from waste products, dead bodies/leaf litter. Only the rare candidate mentioned how energy flow is measured in energy per unit area/volume per unit time.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of a prokaryotic cell.</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>Bacteria are prokaryotes that sometimes act as pathogens. Describe how the body can defend itself against pathogens.</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>Explain the evolution of antibiotic resistance in bacteria.</p>
<div class="marks">[6]</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 – <em>uniformly thick and drawn outside the plasma membrane</em>;<br>b. <span style="text-decoration: underline;">plasma</span> membrane – <em>a continuous single line</em>;<br>c. cytoplasm/cytosol;<br>d. nucleoid/(naked) DNA – <em>shown as a tangle of thread or irregular shape without a nuclear membrane</em>;<br>e. (70S) ribosomes – <em>drawn as a small circle or dark dot</em>;<br>f. pili – hair like structures / flagellum – <em>shown to be longer than any pili</em>;<br>g. plasmid – <em>circular ring of DNA</em>;<br>h. capsule – <em>drawn outside the cell wall</em>; <br><em>Award <strong>[1]</strong> for each structure clearly drawn and labelled which conforms to the </em><em>italicized guidelines given above.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><strong>Remember, up to TWO “quality of construction” marks per essay.</strong></p>
<p>a. skin/mucus membranes act as barrier (to pathogens);<br>b. sebaceous glands secrete lactic acid/fatty acids/sebum / make surface of skin acidic;<br>c. (skin/stomach) acid prevents growth of many pathogens;<br>d. lysozyme in mucus can kill bacteria;<br>e. pathogens caught in sticky mucus and removed from body;<br>f. inflammatory response/inflammation can cause swelling/redness/fever (to inhibit the pathogen);<br>g. phagocytes/macrophages/leucocytes/white blood cells (non-specifically) identify (pathogens/bacteria/fungi/viruses) as foreign;<br>h. (phagocytes macrophages/leucocytes/white blood cells) ingest pathogens;<br>i. specific lymphocytes recognize one specific antigen;<br>j. (antigen-specific) lymphocytes clone themselves;<br>k. lymphocytes/leucocytes produce antibodies;<br>l. antigen-antibody complex formed and stimulates destruction of pathogen;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. antibiotics (are chemicals) used to treat bacterial diseases;<br>b. within populations, bacteria vary in their (genetic) resistance to antibiotics/fitness;<br>c. resistance arises by (random) gene mutation;<br>d. when antibiotics are used antibiotic-sensitive bacteria are killed;<br>e. (natural) selection favours those with resistance;<br>f. resistant bacteria survive, reproduce and spread the gene / increase allele frequency of resistant bacteria;<br>g. the more an antibiotic is used, the more bacterial resistance/the larger the population of antibiotic-resistant bacteria;<br>h. genes can be transferred to other bacteria by plasmids;<br>i. doctors/vets use different antibiotics but resistance develops to these as well;<br>j. multiple-antibiotic resistant bacteria evolve/it becomes difficult to treat some infections;</p>
<p><em><span style="font-family: Arial; font-size: medium;">(Plus up to </span><strong><span style="font-family: Arial; font-size: medium;">[2] </span></strong><span style="font-family: Arial; font-size: medium;">for quality)</span></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>Those that drew a prokaryotic cell did well but there were also quite a few eukaryotic cells as the diagram showed and labeled organelles such as mitochondria, lysosome and endoplasmic reticulum.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were a generous number of marking points for this question. However, candidates were expected to earn some of them describing the first and second lines of defence as well as some of them from the immune response. This answer was generally done well when students weren't confused by extra material, many students had been over taught this area and confused the functions of macrophages / B cells / T cells / memory cells. Terminology and concepts found in HL were presented by students. Those were not accepted in the mark scheme as there were sufficient marks allotted to show understanding of the broad picture expected at SL. Those who used the HL material successfully generally had most of the marks in the mark scheme plus HL information. Unfortunately many got muddled as stated above.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Capable candidates answered this question very well and with clear explanation. The best responses extended their answers to include the occurrence of multiple-antibiotic resistant bacteria. Weaker and mid-range candidates mentioned that bacteria evolve to gain resistance to antibiotics but rarely that it occurs through gene mutation or suggested that mutations that give resistance occurred because bacteria required them rather than randomly. There were many vague answers as candidates seemed to have some grasp of the mechanism but difficulty explaining it.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of condensation and hydrolysis in metabolic reactions involving carbohydrates.</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p><br> </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>Metabolic reactions are catalysed by enzymes. Explain how enzymes catalyse reactions and how a change in pH could affect this.</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p><br> </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 digestion of food in the human digestive system.</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p><br> </p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>condensation is joining together molecules with the release of water;<br>(in general) two monosaccharides join to form a disaccharide / many mono-saccharides/disaccharides form polysaccharides;<br>example; (<em>eg. two glucose from maltose</em>)<br>hydrolysis is the breaking down of molecules with the addition of water;<br>(in general) disaccharides break into monosaccharides / polysaccharides break into disaccharides/monosaccharides;<br>example; (<em>eg. maltose forms two glucose</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>enzymes speed up the rate of chemical reactions;<br>lock and key model;<br>substrate fits into active site;<br>enzyme-substrate specificity;<br>enzymes work best at optimal pH/different enzymes have different optimal pHs;<br>increase/decrease from optimum pH decreases activity;<br>change in pH changes structure/charge of active site;<br>changing three-dimensional structure of enzyme/protein;<br>not allowing substrate to fit in active site;<br>enzymes can be denatured if change is extreme;<br>denaturing is loss of its biological properties;<br>sketch graph showing pH versus enzyme activity;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>chewing food makes smaller particles/increases surface area of food;<br>starch digestion (begins) in the mouth/by saliva/(salivary) amylase/ptyalin;<br>digestion of proteins in stomach;<br>acid condition in stomach provides optimum pH for enzymes;<br>stomach muscle contraction causes mechanical digestion;<br>enzymes in small intestine complete digestion;<br>alkaline condition in small intestine provides optimum pH for enzymes;<br>bile salts help to emulsify fats;<br>example of amylase with source, substrate and products;<br>example of protease with source, substrate and products;<br>example of lipase with source, substrate and products;</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>In 5(a), most candidates clearly distinguished condensation and hydrolysis. A few candidates did not read the questions properly, giving examples of lipids or proteins instead of carbohydrates. Some marks were always scored.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part 5(b) was an easy question for those who were well-prepared and most handled it well. Some candidates seemed to try to write everything they knew. They gave long explanations of factors beyond pH which can influence how enzymes catalyze reactions. In contrast, other candidates simply wrote that pH change can cause denaturation, without any further reference to change in active site or loss of biological function.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The weakest answers for question 5 appeared in 5 (c). The passage of food through various parts of the digestive system was frequently given rather than the breakdown of food. Accurate detailed information was scarce. Although digestion in the mouth was accurately discussed, there was a lack of clarity on digestion in the stomach and intestine. Most candidates discussed mechanical digestion without any attention to chemical digestion. Information on the conditions in each part of the digestion was sketchy. Very few candidates correctly included an example of enzyme source, substrate and product. The role of bile was not clear in most. Some made reference to absorption and egestion, instead of sticking to the question. Sadly, there were candidates who thought that as food progresses through the digestive tract, it stops at the pancreas.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Outline how nerve impulses are transmitted along a nerve fibre.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>a. (sodium channels/voltage-gated channels open and) Na+ diffuse into neuron (down concentration gradient);<br>b. inside of neuron becomes positive compared to outside / potential is reversed / depolarization;<br>c. wave of depolarization moves (down the membrane);<br>d. (potassium channels open and) K+ diffuse out (down concentration gradient);<br>e. inside becomes negative compared with outside / potential across membrane restored / repolarization;<br>f. active transport of K+ (into neuron) and Na+ (out of neuron) restores resting potential;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Many low to medium scripts had answers which tackled this question from an anatomical or cytological rather than neurophysio point of view. There was confusion about the meaning of “along a nerve fibre.” Many thought that a “fibre” was more than a single neuron. This lead to outlines of a neural pathway rather than the changes that occur within a single neuron as an impulse passes. Several candidates outlined synaptic transmission. This question could have been set for more marks. Consequently, the strongest candidates often earned more marks than the maximum that could be awarded, while most earned no marks.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram to show the structure of a membrane.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how vesicles are used to transport materials secreted by a cell.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the structure of a villus in the small intestine is related to its function.</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><em>Award <strong>[1]</strong> for each of the following clearly drawn and correctly labelled.</em><br>phospholipid bilayer – double row of opposing phospholipids, tails to inside;<br>phospholipid – with head and two tails;<br><span style="text-decoration: underline;">hydrophilic</span>/phosphate/polar (heads) and <span style="text-decoration: underline;">hydrophobic</span>/hydrocarbon/fatty acid/non-polar (tails) labelled;<br>integral protein – embedded in the phospholipid bilayer;<br>protein channel – integral protein showing clear channel/pore;<br>peripheral protein – on the surface;<br>glycoprotein – with carbohydrate attached on one side;<br>cholesterol – shown embedded in bilayer;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>vesicles formed from rER transport proteins to Golgi apparatus;<br>these vesicles fuse with membranes of Golgi apparatus;<br>proteins are processed as they move through Golgi apparatus;<br>(transport) vesicles bud off/leave Golgi apparatus;<br>vesicles move through cytoplasm;<br>(vesicles) fuse with plasma membrane;<br>contents released to outside of cell / exocytosis;<br>cells use vesicles to secrete substances such as hormones/digestive enzymes/other appropriate example;<br>vesicles may contain cell products other than proteins; <br><em>Credit drawings which fully explain the points above.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>To achieve <strong>[1]</strong> answer must name the structure and relate it to its function.<br></em>the villus has a large surface area to volume ratio;<br>microvilli increase surface area for absorption;<br>thin surface (epithelial) layer so products of digestion can pass easily through;<br>channel proteins located in plasma membrane used for facilitated diffusion;<br>network of capillaries inside each villus (so only short distance) for movement of absorbed products;<br>capillaries transport absorbed nutrients/sugars and amino acids away from small intestine;<br>blood flow in capillaries maintains concentration gradient;<br>central lymph vessel/lacteal to transport absorbed fats/fatty acids away from small intestine;<br>large number of mitochondria provide ATP needed for active transport;<br>protein pumps in membrane (of microvilli) carry out active transport;<br>pinocytosis occurs at surface (epithelial) layer; <em><br>Accept any of the points above shown in a drawing.</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 good membrane diagrams were seen. Phospholipids usually were shown with two tails. There was some uncertainty about the appearance of glycoproteins.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were a variety of confused answers written about vesicles transporting materials produced by the cell. Some candidates mistakenly began with endocytosis and the formation of vesicles as the plasma membrane pinched inwardly. Only a few candidates stated that vesicles formed from rER and that proteins were carried to the Golgi apparatus. </p>
<p>Many candidates eventually stated that vesicles fuse with the plasma membrane but some thought that the vesicles again form around the cell product to transport materials outside the cell. Generally, candidates did not know this topic. </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates knew that villi increase the intestinal surface area for greater absorption. They also knew that the thinness of the villi surface layer facilitates the passage of digestive products into the villi. Explanations usually included the role of capillaries but less often the role of lacteals. There was little mention of mitochondria, ATP, protein pumps or active transport. A few candidates mistakenly thought that villi help pass food along the digestive tract.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the functions of the following organelles of a eukaryotic animal cell: lysosome, Golgi apparatus, free ribosomes, plasma membrane, rough endoplasmic reticulum.</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>Distinguish between anaerobic and aerobic cell respiration in eukaryotes.</p>
<p> </p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the mechanism of ventilation in the lungs in order to promote gas exchange for cell respiration.</p>
<div class="marks">[9]</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>lysosome:</em><br>a. (from Golgi apparatus) with digestive enzymes / break down food/organelles/ cell;</p>
<p><em>Golgi apparatus:</em><br>b. site that processes/modifies/packages and releases proteins;</p>
<p><em>free ribosomes:</em><br>c. site of synthesis of proteins (released to cytoplasm);</p>
<p><em>plasma membrane:</em><br>d. controls entry and exit of materials/substances in cell;</p>
<p><em>rough endoplasmic reticulum:</em><br>e. synthesis and transport of proteins; (<em>both needed</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img 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" alt></p>
<p><em>Award <strong>[1]</strong> for each contrasting characteristic. </em> </p>
<p><em>Table format is not necessary for the marks.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. inspiration/inhalation brings air into lungs;<br>b. external intercostal muscles contract;<br>c. and move rib cage upwards and outwards;<br>d. diaphragm flattens/contracts;<br>e. increasing thoracic volume;<br>f. pressure decreases from atmospheric pressure so air rushes into lungs;<br>g. expiration/exhalation forces air out;<br>h. internal intercostal muscles contract / external intercostal muscles and diaphragm relax;<br>i. abdominal/abdomen wall muscles contract and push diaphragm upwards;<br>j. decreasing thoracic volume;<br>k. increasing pressure in lungs so air is forced out;<br>l. a concentration gradient between air sacs and blood needs to be maintained;</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>Question 6 was the most popular to answer.</p>
<p>The major confusions were found when explaining the functions of the Golgi Apparatus and the rough endoplasmic reticulum. Some candidates did not make any reference to proteins when explaining the function of the Golgi, for which they did not receive the mark.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Marks were not awarded generally for incomplete answers. E.g. Not mentioning one of the end products of anaerobic respiration, either CO<sub>2</sub> or ethanol or in products of aerobic respiration, water was often omitted. The comparisons were sometimes difficult to spot, given that they did not use a chart or did not follow a proper order. Finally some candidates simply failed to compare, explaining only one type of cell respiration.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were quite a few students who gave very good descriptions of gas exchange and even respiration in some cases, and the properties of the alveoli that made them well adapted for gas exchange. Unfortunately the question was "Explain the mechanism of ventilation in the lungs in order to promote gas exchange for cell respiration". Many candidates did not read the question correctly. Some candidates even gave more detail of aerobic respiration here than they did in part b. Among the most common errors found were to say that "...inspiration brings oxygen into the lungs" and that "...expiration releases CO<sub>2</sub>". In some of the answers there was no differentiation between external and internal intercostal muscles. Some candidates referred to changes in the lung volume, instead of thoracic volume. </p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagrams show a virus and a bacterium.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the magnification of the bacterium.</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>State the method that bacteria use to divide.</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 the effectiveness of antibiotics against viruses and bacteria.</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>Saprotrophic organisms, such as <em>Mucor </em>species, are abundant in soils.</p>
<p>Define <em>saprotrophic organisms</em>.</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>State <strong>one </strong>role of saprotrophic organisms in the ecosystem.</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>45 000(x) <em><strong>or </strong></em>(x)45000 <em>(accept answers in the range of 44000 to 46 000)</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>binary fission</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>effective against bacteria, but not viruses</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>an organism that secretes enzymes in dead organic matter and absorbs its nutrients/products of digestion</p>
<div class="question_part_label">d(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>decomposer / recycle <span style="text-decoration: underline;">nutrients</span> / break down organic material into inorganic material</p>
<p><em>Do not just accept "recycle" alone.</em></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>Once again a simple calculation resulted in answers that were both incorrect and illogical. Better candidates gained the mark for 45000x. Some lost the mark for incorrect units.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>‘Binary fusion’ was the most common wrong answer.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most knew that antibiotics are effective against bacteria, not viruses. An explanation was not required.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>These were really definitions from the syllabus.</p>
<p> </p>
<div class="question_part_label">d(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>These were really definitions from the syllabus.</p>
<div class="question_part_label">d(ii).</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Draw a labelled diagram showing the <strong>interconnections </strong>between the liver, gall bladder, pancreas and small intestine.</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 the role of glucagon in homeostasis of glucose.</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>List <strong>two </strong>examples of polysaccharides.</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>a. pancreas linked to small intestine by (pancreatic) duct (pancreas and small intestine both must be labelled);</p>
<p>b. gall bladder shown associated with liver and linked to small intestine by (bile) duct, (gall bladder and small intestine must be labelled);</p>
<p>c. showing (bile and pancreatic) ducts joined together before discharging in small intestine;</p>
<p><em>Ducts are to be drawn as double line structures.</em></p>
<p> </p>
<p> </p>
<p><img src="data:image/png;base64,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" alt></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (glucagon) released in response to low blood glucose levels;</p>
<p>b. (glucagon) increases blood glucose levels;</p>
<p>c. glucagon leads to conversion of polysaccharides/glycogen (in the liver) to glucose;</p>
<p><em>Do not accept implication that glucagon directly converts glycogen to glucose.</em></p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>starch / glycogen / cellulose</p>
<p><em>Award <strong>[1] </strong>for any two polysaccharides.</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>"Well I will just draw a diagram of the gastro intestinal tract and hope for the best", seemed to be the idea of many, resulting in no marks. The connection from the pancreas and the gall bladder to the small intestine had to be shown clearly as ducts, not random lines. The indecision manifested itself in the fact that many candidates drew very feint diagrams, resulting in scanning problems. Point 6.1.4 from the guide states that the interconnections should be clearly shown.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most well prepared candidates could outline the role of glucagon.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A disturbing number could not name two polysaccharides.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare simple diffusion with facilitated diffusion as mechanisms to transport solutes across membranes.</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>Describe the process of endocytosis.</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 how an impulse passes along the membrane of a neuron.</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>Award <strong>[1]</strong> for each linked set of answers.</em></p>
<p><img src="data:image/png;base64,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" alt></p>
<p> </p>
<p> </p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>endocytosis occurs when a membrane encloses a target particle;<br>fluidity of membrane permits movement of membrane;<br>membrane sinks inwardly/forms pit/invaginates to enclose particle;<br>membrane seals back on itself / edges fuse;<br>one membrane layer / two phospholipid layers enclose particle making vesicle;<br>inner phospholipid layer of (original) membrane becomes outer phospholipid layer of vesicle membrane;<br>outer phospholipid layer of (original) membrane becomes inner phospholipid layer of vesicle membrane;<br>vesicle breaks away from membrane/moves into cytoplasm;<br>changes in membrane shape require energy;<br>specific example of endocytosis (<em>e.g.</em> pinocytosis, phagocytosis); <br><em>Accept any of the above points in an annotated diagram.</em></p>
<p> </p>
<p> </p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>resting membrane is polarized;<br>interior is –70 mV/negative relative to outside;<br>more sodium ions outside than inside;<br>more potassium ions inside than outside;<br>disturbance of membrane opens sodium ion channels;<br>sodium ions rush to inside of cell;<br>causing depolarization;<br>sodium ion channels shut;<br>potassium ion channels open;<br>potassium ions rush out;<br>helping to restore polarized state of membrane;<br>sodium-potassium pumps maintain polarity;<br>process repeated along the length of neuron / sodium ions diffuse between region with an action potential and the region at resting potential;</p>
<p> </p>
<p> </p>
<p> </p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>On the whole candidates appeared to understand the differences between simple and facilitated diffusion. However, whenever a question asks for a comparison, candidates must make a direct comparison or draw a table to make the comparison explicit. Lists of characteristics of both transport mechanism are not acceptable on their own. This is a case where many candidates were let down by lack of understanding of the implications of not understanding the implication of the command term beginning the question.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was generally well answered. Many good answers used annotated diagrams to illustrate the process of endocytosis.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates wrote about the movement of impulses from neurone to neurone (across a synapse) rather than answer the question to explain how the impulse passes along a neuron. Some very good responses used annotated diagrams to indicate the flow of ions as the action potential passes along the neurone.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Skeletal muscle fibres normally respond to insulin by absorbing glucose. Failure of skeletal muscle to respond to insulin is a major factor in the development of type II diabetes.</p>
</div>
<div class="specification">
<p>A study was undertaken to investigate the effect of plasma lipids on the process of glucose absorption in response to insulin by muscle fibers. Muscle was bathed in a lipid solution for 5 hours. The lipid was then washed out over the next 3 hours. The graph shows the level of plasma fatty acids and the activity of an enzyme involved in glucose absorption in response to insulin over the period of the study. (Values are means ± standard error)</p>
<p><img 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" alt></p>
<p> </p>
</div>
<div class="specification">
<p>A further study was undertaken to look at the effect of increasing the concentration of insulin on glucose absorption in muscle bathed in lipids. A wide range of insulin concentrations were used in the same type of muscle. Glucose absorption was then measured after 5 hours.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between type I and type II diabetes.</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>State the relationship between plasma fatty acid level and enzyme activity.</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>Calculate the percentage change of enzyme activity after 5 hours exposure to lipids.</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>Discuss, using the data, whether the effect of lipids on this enzyme is reversible.</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>Calculate the increase in glucose absorption when insulin is increased from 0 to 10<sup>3</sup> μU ml<sup>–1</sup> for the muscle bathed in lipid.</p>
<p> </p>
<p>_____________________________% of absorption with no insulin</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>Comment on the effect of increased insulin concentration on glucose absorption in the muscle bathed in lipid.</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>Some investigators suggest that there is a strong relationship between high lipid diet and the body’s response to insulin. Using the data provided, evaluate this hypothesis.</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>type 1 caused by destruction of insulin secreting cells/beta cells (in pancreas) / insufficient insulin produced / genetic disorder resulting in failure to produce insulin;</p>
<p>type II caused by decreased response of body cells/receptors to insulin (that is produced);</p>
<p>type I early onset while type II adult onset;</p>
<p>type I treated with insulin while type II with diet (lifestyle changes);</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>negative/inverse relationship/negative correlation / as one variable increases the other decreases / as plasma fatty acid increases, enzyme activity decreases / <em>vice versa</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(a decrease of) 45 (%) <em>(accept answers in the range of 44 (%) to 47 (%))</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>yes, effect is reversible as activity returns to (approximately) original level (when lipids/fatty acids decrease);</p>
<p>when lipid/fatty acids washed out enzyme is more active/activity increases;</p>
<p>difference between starting and final levels of enzyme activity is insignificant because of error bars;</p>
<p>three hours/experimental time may be insufficient to reverse the effect</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>300</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>increased insulin concentration causes more glucose absorption (up to 10<sup>3</sup> μU ml<sup>–1</sup>);</p>
<p>glucose absorption in muscle bathed in lipid always less than control;</p>
<p>no further increase/slight decrease in glucose absorption beyond 103 (μU ml<sup>–1</sup>) insulin;</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Referring to first graph</em>:<br>plasma lipids lower activity of enzyme (needed for glucose absorption);</p>
<p><br><em>Referring to second graph</em>:<br>more/higher glucose uptake with higher insulin levels in muscles without lipids (compared to muscles bathed in lipids);<br>lipids reduce glucose absorption (even at raised insulin concentrations);<br>isolated muscle used in experiments so results may differ in whole organisms;</p>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Distinction between type I and type II diabetes was easy for most; best answers included information on beta cells and insensitivity of cell receptors to insulin; some linked halves of different marking points for no credit, e.g. type I early onset while type II with diet (lifestyle changes) instead of type II early onset while type II adult onset or type I treated with insulin while type II with diet (lifestyle changes).</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Usually correct, based on a generous markscheme; no mark for inverse proportion.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates could not calculate the percentage decrease in enzyme activity.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>One of two marks was often awarded; the question asks for the effect of lipids on enzyme activity but some wrongly answered how enzyme activity affects lipid. Some thought the effect of lipids on the enzyme was irreversible because of enzyme denaturation. Virtually no candidate answered marking points c or d which showed a lack of critical thinking regarding experimental design.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The increase was wrongly calculated by many candidates who often said ‘400’ but there was more success on this calculation than on 1c.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There was a major tendency to quote or describe the data instead of commenting on the data. For example, candidates said that when insulin concentration increased, glucose absorption in muscle also increased instead of saying that increased insulin concentration caused/resulted in increased glucose absorption.</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some candidates misinterpreted the second graph as showing the body’s response to insulin with a high lipid diet. Again, candidates failed to consider experimental design so the fourth marking point was never awarded.</p>
<div class="question_part_label">g.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Reproduction can cause populations to increase rapidly. Draw a labelled graph showing a sigmoid population growth curve.</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 various possible consequences of overproduction of offspring.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of hormones in the menstrual cycle.</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><img src="data:image/png;base64,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" alt></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>overpopulation/overproducing (of offspring) leads to competition for limited resources/struggle for survival;</p>
<p>example of limited resource; <em>(eg water/space/food)</em></p>
<p>not all can survive / less adapted will die/migrate;</p>
<p>some varieties/individuals more suited for environmental conditions;</p>
<p>they are more likely to survive and reproduce;</p>
<p>this is natural selection;</p>
<p>increase chances/spread of disease in population;</p>
<p>waste products of the population may reach toxic levels;</p>
<p>may exceed carrying capacity leading to population crash;<br><em>Do not accept references between species.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>FSH (released from pituitary) stimulates follicle growth (in ovary);<br>oocytes/egg cells mature;<br>cells of growing follicle produce estrogen;<br>estrogen signals endometrium/lining of uterus to thicken;<br>causes final maturation of follicle;<br>high levels of estrogen stimulate secretion of LH;<br>LH spike stimulates ovulation/follicle ruptures releasing oocyte/ova/egg cells;<br>LH stimulates follicle (left behind in ovary) to develop into corpus luteum;<br>LH stimulates corpus luteum to secrete progesterone/estrogen;<br>progesterone/estrogen stimulates continued development/maintenance of lining of uterus (in preparation for implantation of embryo);<br>if no pregnancy then corpus luteum disintegrates;<br>drop in progesterone/estrogen hormone levels causes breakdown in uterine lining/menstruation;<br>progesterone/estrogen inhibit FSH/LH release;<br><em>(Plus up to [2] for quality)</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>Growth curves often showed an S shape but, in some cases, the curve folded over itself. (Some even drew a log-linear plot.) Labelling was generally poor. Surprisingly, errors/omissions were seen in the X and Y labels. Although the plateau phase was usually clearly labelled, the exponential/log growth stage and the transitional phase were often vague. Many candidates did not earn full marks.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>As consequences of overproduction of offspring, many answers only mentioned competition, limited resources, and survival problems. A common incorrect answer was ‘competition between species’. The spread of disease in a population, the accumulation of waste products to toxic levels, and exceeding the carrying capacity were infrequently mentioned. An increase in predators was not awarded a mark. Some answers digressed in the direction of evolution without gaining marks.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The role of hormones in the menstrual cycle was badly answered by many. The role of FSH was known but only partial knowledge of LH, estrogen, and progesterone was seen. Regarding estrogen and progesterone, candidates generally knew they are involved in the maintenance of the lining of the uterus but that was all. Often, the various hormones were stated but without any description of their effect.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Exposure to organophosphorus pesticides (OP) is a cause of serious nerve damage. It disrupts synaptic transmission by inhibiting the enzyme acetylcholinesterase, causing death due to cardiovascular and respiratory failure.</p>
<p>Recombinant human acetylcholinesterase (rAChE) was obtained by genetic engineering and produced in <em>Nicotiana benthamiana</em> plants. It was tested as a new therapeutic treatment in mice that were exposed to OP. The following graph shows the severity of the symptoms shown by each mouse at different ratios of rAChE to OP.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>To test the effect of OP damage on synapses, mice were treated with rAChE, OP or both. Their diaphragms were dissected 10 days after treatment. The area of the synapse between axons and the diaphragm was measured. When the synapses are damaged by OP there is a greater area. The box plot shows the effect of different treatments on the area of the synapse.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the minimum ratio at which some mice showed no symptoms.</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>Analyse the effect of increasing the ratio of rAChE to OP on the symptoms in mice.</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>Predict what would happen if a mouse received 300 mg of rAChE and 600 mg of OP.</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>Calculate the difference in median area of synapse between the control mice and mice treated with rAChE and OP, giving the units.</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>Describe the evidence for damage to synapses by OP provided by data in the box plot.</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>Using the data from <strong>both</strong> graphs, evaluate the hypothesis that plant-produced rAChE could be used to protect humans or other mammals from damage caused by exposure to OP.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>0.38 (<em>allow any value in the range 0.37–0.39</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. as the ratio increases, the symptoms decrease;<br>b. between 0 and 0.16 <em>(accept 0.14 – 0.18)</em> symptoms decrease/are moderate;<br>c. between 0.16 <em>(accept 0.14 – 0.18)</em> and 0.4 <em>(accept 0.38 – 0.42)</em> symptoms are mild;<br>d. between 0.38 and 0.41 mice may have mild or no symptoms;<br>e. after 0.4 <em>(accept 0.38 – 0.42)</em> there are no symptoms;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (ratio would have been) 0.5/1 to 2;<br>b. no symptoms;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>90 μm<sup>2</sup> (<em>accept 75 – 100</em>) (<em>units required</em>)</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. higher/highest median area of synapses;<br>b. higher/highest maximum/minimum area of synapses;<br>c. higher/highest 25<sup>th</sup>/75<sup>th</sup> percentile;</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. the higher the RAChE, the milder the symptoms/damage (first graph);<br>b. with or without OP, RAChE decreases area of synapses / RAChE reduces the damage to synapses (second graph);<br>c. (but still) some increase in area/damage to synapses (with OP) even with RAChE;<br>d. the study was done on mice with no evidence that its results extend to humans;</p>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates gave answers within the accepted range of 0.37-0.39. Those who gave 0.40 were not credited.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates recognized that as the RAChE to OP ratio increases, the symptoms decrease. Some others also saw that after a ratio of 0.4 (accept 0.38 - 0.42) there were no symptoms. Additional marking points were available but often not awarded because candidates did not think to give more details or were not precise enough when analyzing the graph. For example, for ratios between 0 and 0.16 (accept 0.14 - 0.18) the symptoms decrease; or, between 0.16 (accept 0.14 - 0.18) and 0.4 (accept 0.38 - 0.42) the symptoms are mild. The given tolerances provided adequate leeway to candidates who observed those features of the graph and made careful measurements.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Much success was seen here. The prediction of 0.5 and “no symptoms” was very common. It was based on using the supplied data in a simple calculation.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This additional calculation for candidates also produced widespread success. It involved finding a difference using box plot data presented in the second graph. There was a generous acceptable range for the answer (from 75-100 μm2). Units were required.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p> Often, at least one mark was gained for describing the evidence. Candidates usually mentioned “highest median area of synapses” or “highest maximum area of synapses” or, sometimes, both for two marks</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Again, many candidates gained at least one mark. In this case the task was to evaluate an hypothesis. True evaluative statements were not seen very often. A few candidates pointed out that the study was done on mice with no evidence that its results could extend to humans. Other candidates said that since humans and mice are mammals the RAChE might offer protection to humans. Both types of reasoning were accepted. The marks gained most frequently were for more descriptive answers such as “the higher the RAChE, the milder the symptoms” from the first graph or “RAChE decreases area of synapses” or “RAChE reduces the damage to synapses” from second graph.</p>
<div class="question_part_label">f.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph below shows the levels of hormones during the menstrual cycle.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify hormones I and II.</p>
<p>I: ...................................................................</p>
<p>II: ...................................................................</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 the roles of FSH in the menstrual cycle.</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>FSH is secreted by the pituitary gland. During pregnancy, FSH secretion is inhibited. Suggest how FSH secretion could be inhibited during pregnancy.</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>I: progesterone;<br>II: estrogen;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>FSH stimulates follicle development;<br>FSH stimulates estrogen secretion (by the follicle/ovary);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>high levels of progesterone/estrogen inhibit FSH production (during pregnancy)</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>Progesterone and estrogen were often interchanged. In an apparent effort to salvage one mark, some candidates named the same hormone for answers I and II. This attempt failed because of the contradiction. Some candidates used FSH or LH as labels.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Few candidates understood the role of FSH in the menstrual cycle. Often, it was described as stimulating the production of eggs or triggering ovulation. <br><br></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Only a select few knew that FSH is inhibited by progesterone or estrogen during pregnancy. Some wrote that the embryo causes inhibition.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of a motor neuron.</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 an impulse passes along the membrane of a neuron.</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 endocytosis.</p>
<div class="marks">[5]</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>Award <strong>[1] </strong></em><em>for each of the following clearly drawn and correctly labelled.</em></p>
<p>a. cell body – shown with a nucleus;</p>
<p>b. nucleus correctly labelled;</p>
<p>c. axon – shown as double line longer than the longest dendrite;</p>
<p>d. myelin sheath/Schwann cells – surrounding the axon;</p>
<p>e. nodes of Ranvier – shown in axon;</p>
<p>f. dendrites – shown extending from the cell body;</p>
<p>g. motor end plates – not covered by myelin sheath and ending with buttons/dots;</p>
<p><img 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" alt></p>
<p> </p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. resting potential is –70mV / relatively negative inside in comparison to the outside;</p>
<p>b. Na<sup>+</sup><sup>/</sup>K<sup>+ </sup>pumps maintain/re-establish (the resting potential);</p>
<p>c. more sodium ions outside than inside (when at the resting potential);</p>
<p>d. more potassium ions inside than outside (when at the resting potential);</p>
<p>e. nerve impulse is an action potential that stimulates a (wave of) depolarization along the membrane/axon;</p>
<p>f. if neuron is stimulated/threshold potential/–50mV is reached sodium ion channels open;</p>
<p>g. sodium ions diffuse/move in;</p>
<p>h. (Na<sup>+ </sup>move in) causing depolarization;</p>
<p>i. potassium ion channels open / potassium ions diffuse/move out;</p>
<p>j. (K<sup>+ </sup>move out) causing repolarization;</p>
<p>k. local currents / description of Na<sup>+ </sup>ion diffusion between depolarized region and next region of axon to depolarize;</p>
<p><em>Accept any of the above points clearly explained in an annotated diagram.</em></p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (plasma) membrane encloses/engulfs solid particles/droplets of fluid/molecules;</p>
<p>b. fluidity of the membrane allows endocytosis;</p>
<p>c. (plasma) membrane forms pit/forms indentation/pulled inwards/invaginates;</p>
<p>d. membrane pinches off /seals back on itself/edges fuse;</p>
<p>e. vesicle/vacuole formed;</p>
<p>f. inside of plasma membrane becomes outside of vesicle membrane / converse;</p>
<p>g. vesicle breaks away from plasma membrane/moves into cytoplasm;</p>
<p>h. active process / endocytosis/vesicle formation requires energy;</p>
<p><em>Accept any of the above points clearly described 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;">
<p>Most gained good marks for the diagram, which were generally of a good standard.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most could explain the resting and action potential at a point on the axon. However only the best candidates could explain how it is propagated along the axon.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Better candidates could explain endocytosis in detail. Weaker candidates confused it with exocytosis or just described molecules passing through the membrane. The word vesicle should be used for the structure formed by the membrane.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Diabetes is often associated with the failure of the β (beta) cells in the pancreas, but it is unclear what actually causes this failure. FoxO1 is a protein which acts as a transcription factor to regulate the expression of genes involved in cell growth. FoxO1 also regulates increase in number and differentiation in cells such as pancreatic β cells.</p>
<p>A study was conducted using mice lacking the gene for FoxO1 in β cells (IKO) as well as normal (control) mice. Blood glucose levels after fasting were compared for four groups of mice: young (3 months old) male mice, young (3 months old) female mice, older females (who have had several pregnancies) and aging males (16–20 months). </p>
<p> </p>
<p><img 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" alt></p>
<p> </p>
</div>
<div class="specification">
<p>The levels of pancreatic hormones and β cell mass in older female control mice and older female IKO mice lacking FoxO1 were then investigated.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare blood glucose levels after fasting in young control mice and young IKO mice without FoxO1.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the difference between mean blood glucose levels in control and IKO older female mice.</p>
<p> .................mg ml<sup>–1</sup><br> </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>Aging and having pregnancies are considered to be physiological stresses. Deduce the effect of stress on blood glucose levels.</p>
<p> </p>
<p> </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>Outline the relationship between blood glucose levels after fasting and lack of FoxO1 in the mice studied.</p>
<p> </p>
<p> </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>Calculate the percentage difference in β cell mass of the IKO mice compared to the control mice.</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>State the correlation between lack of FoxO1 and pancreatic hormones in mice.</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>Referring to the functions of insulin and glucagon, suggest how the differences in hormone levels help to explain the blood glucose levels.</p>
<div class="marks">[3]</div>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. similar/same/nearly same (means)/very small difference/both at a low level;<br>b. <span style="text-decoration: underline;">means/averages</span> (all) close to 0.8 mg ml<sup>–1</sup>;<br>c. difference not (statistically) <span style="text-decoration: underline;">significant</span>;<br>d. similar/same/nearly same range of values/spread of data;</p>
<p><em>All marking points are comparisons between control and IKO mice. Do not award </em><em>marks for comparisons between male and female mice.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>1 mg ml<sup>–1</sup> (accept values between 0.8 – 1)</p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. <span style="text-decoration: underline;">stress</span> causes increase in (mean) blood glucose/sugar;<br>b. older mice/males/females / aging mice show the increase; <br><em>Reject answers that <strong>only</strong> compare control and IKO mice or <strong>only</strong> compare </em><em>male and female mice.</em></p>
<div class="question_part_label">b (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. in young mice/3 month old mice lack of FoxO1/IKO/fewer beta cells does not affect/has little effect on blood glucose/sugar;<br>b. in older females/aging males blood glucose/sugar (much) higher with lack of FoxO1/IKO/fewer beta cells;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Award <strong>[1]</strong> for an answer:<br>a. accept either 35 / 34.8 / 34.78 (<em>this answer may be expressed as negative</em>) <strong>OR</strong> 53 / 53.3 / 53.33;<br><em>Do not award the mark if more than two decimal places shown or if the answer is </em><em>incorrectly rounded up or down.</em></p>
<p>Award <strong>[1]</strong> for working, accepting any of the following:</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p><strong>OR</strong> other credible alternatives for working;</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>lack of FoxO1 (correlates) with low/decreased insulin and high/increased glucagon levels.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. insulin used to take up/reduce glucose levels (after eating/when blood glucose levels high);<br>b. decrease in insulin in FoxO1 lacking/IKO mice would cause increase in glucose levels (as less is removed);<br>c. glucagon (used to convert stored carbohydrate to glucose) to increase glucose levels;<br>d. increase in glucagon (as seen in second graph, where IKO level higher than control) would mean more glucose added to blood/increase in glucose levels (on first graph);<br>e. (on first graph) see older/stressed/adult female mice with much higher glucose levels than young mice;</p>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates achieved one mark. This was an unusual compare question as the similarity was that the data showed only slight differences and the differences were actually not significant. The correct answers less often given included the added notation that there was no significant difference, the observation that the data were clustered around a mean value of 0.8 mg ml–1 and the observation that there is nearly the same spread of data (least often noted).<br><br></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates achieved this mark.</p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates got one or the other of the marks; better students got both by stating their answers as a formal deduction. The formality was not required for the mark, but seems to have been achieved by those who did<br><br></p>
<div class="question_part_label">b (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many saw the relationship between older control and IKO mice but failed to comment on the relationship between younger control and IKO mice.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There are 2, possibly more, correct answers, depending upon the emphasis of the finding being discussed. So, the mark scheme limited acceptable answers to two possible numeric answers because, of the candidates who responded correctly, about half responded with 53% and the other half responded with 35%. There at least 5 ways to work through this problem correctly so the marking point for the working, was very generous. <span style="text-decoration: underline;">Partial</span> working counted: all the way from extracting the correct data from the graphs (minimum) to display of all steps to an answer. All of these variations received marks for working. Numbers from the graph such as 2.3 and 1.5 were seen often but poor working. The mark was given anyway because necessary numbers were read from the graph. Working with percentages is an expectation given in the Mathematical Expectations in the course guide. Many candidates work with percentage change and percentage difference in their practical work. This is seen in the IA samples where schools are providing complex activities in the practical scheme of work.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>As mentioned on the G-2 forms, this was an unusual format for asking candidates to detect correlations. However, where the answers really grappled with the idea of correlation, they usually performed well. They had to recognize that there are actually two correlations expected in the answer.<br>Wrong answers often described a causal relationship. Candidates did not seem to understand that when writing about correlation, causation should not be implied. A <span style="text-decoration: underline;">verb</span> such as increases or decreases implies cause. However, the adjectives <span style="text-decoration: underline;">decreased</span> insulin and <span style="text-decoration: underline;">increased</span> glucagon are acceptable because the adjectives describe the conditions of the correlation. As such, the question assessed an authentic understanding of Topic 1 AS 1.1.6.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question expected an application of information learned in Topic 6 (AS 6.5.11) to the data given. The command term is suggest which opens the door to reasonable analysis. Of the candidates who understood what was being asked, most earned two marks. They could gain one mark by recalling the function of insulin on blood glucose levels and another mark by recalling the function of glucagon. There were three additional marking points for interpreting the data as it would affect blood glucose levels because of the mutation. There were some excellent responses to this question, however, there were some really poor answers too. Candidates described when insulin and glucagon were released but not what the hormones would do. Many regarded insulin as an enzyme that breaks down sugar. Some students stated that glucagon was broken down into glucose. Some attempted to insert diabetes into the answer while others added the concept of stress.</p>
<div class="question_part_label">f.</div>
</div>
<br><hr><br><div class="specification">
<p>Chronic Obstructive Pulmonary Disease (COPD) is characterized by progressive airflow limitation. Classification of COPD as mild, moderate or severe is based on measurement of Forced Expiratory Volume (FEV), which is the maximum volume of air that can be exhaled in one second.</p>
<p>The table shows the numbers of individuals in each COPD class and their mean FEV for a Swedish study of 349 people.</p>
<p><img 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" width="739" height="216"></p>
<p>[Source: Reproduced with permission of the © ERS 2012. European Respiratory Journal Apr 2012, 39 (4) 839–845; DOI: 10.1183/09031936.00064611]</p>
</div>
<div class="specification">
<p>The elasticity and resilience of the lungs are mainly provided by the protein elastin. Degradation of elastin produces peptides called desmosines.</p>
<p>Desmosines in urine or blood plasma have been proposed as biomarkers of lung degradation. The relationship between urine desmosines, plasma desmosines and COPD severity in patients was assessed.</p>
<p><img 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" width="564" height="253"></p>
<p>[Source: Reproduced with permission of the © ERS 2012. European Respiratory Journal Apr 2012, 39 (4) 839–845; DOI: 10.1183/09031936.00064611]</p>
</div>
<div class="specification">
<p>The graph shows the relationship between the diffusion capacity of the lungs for carbon monoxide (CO) and urine desmosines.</p>
<p><img 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" width="594" height="368"></p>
<p>[Source: Reproduced with permission of the © ERS 2012. European Respiratory Journal Apr 2012, 39 (4) 839–845; DOI: 10.1183/09031936.00064611]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the level of COPD that has the lowest FEV.</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 how a low FEV can be used to indicate emphysema.</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>State the disease severity group that has the highest range of plasma desmosines.</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>Evaluate which of the two biomarkers would be the most useful indicator of COPD severity.</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>Elastin is also an important component of other tissues such as arteries and ligaments. Evaluate how these other sources of elastin could affect the interpretation of the biomarker as an indicator of COPD.</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 the relationship between diffusion capacity and urine desmosines.</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>Other studies on pulmonary diseases have shown a wide variety of results. Apart from age, sex and severity of COPD, list <strong>two</strong> other factors that may explain the inconsistent results between studies.</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>Discuss whether measurements of desmosine concentration would be useful for monitoring changes in the health of a patient.</p>
<div class="marks">[3]</div>
<div class="question_part_label">h.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Severe</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. low FEV indicates inability to force out air/adequate volume of air</p>
<p><em> OWTTE</em></p>
<p>b. airflow limitation is the reason for inability to force out air/shortness of breath</p>
<p>c. inability to force out air/shortness of breath indicates emphysema</p>
<p>d. emphysema causes/involves breakdown of alveoli walls «so less elastin»</p>
<p><em> The idea that there are fewer alveoli to “push”</em></p>
<p><em><strong>[Max 2 Marks]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>No disease</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. plasma desmosines</p>
<p>b. neither is very good due to large overlaps of ranges</p>
<p><em> OWTTE</em></p>
<p><em><strong> OR</strong></em></p>
<p> the range of data for each category is less for plasma desmosines</p>
<p> <em><strong> OR</strong></em></p>
<p> data are more reliable</p>
<p>c. the level of plasma desmosines increases with disease severity</p>
<p>d. easier/less invasive to take urine sample rather than a plasma sample</p>
<p><em><strong>[Max 2 Marks]</strong></em></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. degradation of elastin from other tissues may have contributed to the results</p>
<p>b. there is no guarantee that the concentrations of desmosines measured came from the lungs</p>
<p> <em><strong> OR</strong></em></p>
<p> difficult to assess how much lung elastin constitutes the total</p>
<p>c. overlapping ranges makes interpretation difficult</p>
<p><em><strong>[Max 2 Marks]</strong></em></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>inversely correlated</p>
<p><em><strong>OR</strong></em></p>
<p>negative correlation</p>
<p><em><strong>OR</strong></em></p>
<p>the higher the «urine» desmosine concentration, the lower the diffusion «rate»</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «small» sample size</p>
<p> <em><strong> OR</strong></em></p>
<p> only studied in one country</p>
<p>b. methods used</p>
<p>c. environment/pollution/workplace exposure</p>
<p>d. race/genetic factors</p>
<p>e. health status/fitness/BMI of volunteers</p>
<p><em><strong>[Max 2 Marks]</strong></em></p>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. positive correlation with COPD severity «as seen in the table»</p>
<p><em><strong> OR</strong></em></p>
<p> negative correlation with «CO» diffusion capacity «as seen in the graph»</p>
<p>b. not directly proportional/other factors affect it</p>
<p>c. «but» if other factors stay the same in a patient it could be an effective indicator of change</p>
<p>d. because the ranges are high, only change in an individual is useful</p>
<p>e. the measurements may be more useful for one gender than the other as differences seen in the graph</p>
<p><em><strong>[Max 3 Marks]</strong></em></p>
<div class="question_part_label">h.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">h.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram below shows the female reproductive system.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Label the diagram above with the letter U to show the uterus.</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 role of luteinizing hormone (LH) <strong>after</strong> ovulation.</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 sexual reproduction can lead to variation in a species.</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>letter U marked/labelled on uterus</p>
<p><em>Accept in lumen or on wall.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>formation of the corpus luteum</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>allows characteristics from both parents to appear in offspring;</p>
<p>crossing over (during prophase 1) changes chromosome composition;</p>
<p>produces gametes which are all different;</p>
<p>random chance of which sperm fertilizes ovum;</p>
<p>greater variation (resulting from sexual reproduction) favours survival of species through natural selection;</p>
<p><em>Accept independent assortment during meiosis from AHL.</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>Almost all candidates could identify the uterus.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>An extremely difficult question for most candidates as evidenced by many blank answer spaces. The role of LH after ovulation was just not known. The corpus luteum was rarely mentioned.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A common knowledge among candidates was their understanding of independent assortment and crossing over. However, for the latter event, some candidates only mentioned the process without any comment on what it accomplished.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Male Lepidoptera (butterflies and moths) commonly drink from pools of water or from moist soil. This behaviour, called puddling, was investigated in an undisturbed area where male tiger swallowtails, <em>Papilio glaucus</em>, had been seen puddling.</p>
<p>Four successive sets of experiments were performed under similar conditions of temperature and humidity. In each set, equal samples of sand were spread out evenly on trays and then treated differently. Except for one dry sample (in the first set), all others were saturated with a different liquid. Results of the observations are given in the table below.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>Study of the male moth <em>Gluphisia septentrionis</em> revealed that their puddling behaviour can last for hours. Though drinking results in the uptake of hundreds of gut-loads of fluid, this fluid becomes rapidly expelled from the digestive system through frequent anal ejections. In this experiment, the ion concentration change was calculated by subtracting ions ejected from ions taken in. The following data was collected from males drinking laboratory solutions and from natural puddles.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the dissolved element always present in the three samples with most puddling time.</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>Discuss the relationship between sampling visits (V) and puddling time (T) in experiments 1, 2 and 3.</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>Analyse the results for experiment 4.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify which ion the moths are retaining in their body from the laboratory solutions.</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>Compare the gain and loss of ions in the male moths which have drunk from laboratory solutions with the changes in those that have drunk from natural puddles.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram below shows the digestive system anatomy of the male and female moth.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Using the diagram above, evaluate the hypothesis that male moths are better adapted than female moths to benefit from puddling behaviour.</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>sodium/Na</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>unclear correlation between V and T;<br>depends on the nature of the substrate and its concentration;<br>sometimes high V with low T (<em>e.g.</em> experiment 1 for sucrose) / sometimes high V with high T (<em>e.g.</em> experiment 2 for NaCl);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>higher salt/NaCl concentrations increase T and V;<br>increase in puddling with increase in salt/NaCl;<br>no clear relationship between the number of visits and the concentration of salt/NaCl;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>sodium/Na</p>
<div class="question_part_label">d (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>retention of sodium/Na from laboratory solutions and natural puddles;<br>definite loss of potassium from laboratory solutions but loss/gain uncertain from natural puddles;<br>slight loss of magnesium from laboratory solutions and uncertain gain/loss from natural puddles;<br>calcium uncertain in both cases / variation in data for calcium;<br>more conclusive results in laboratory solutions / conditions more reliable in laboratory solutions / greater variation in natural puddles;</p>
<p><em>Accept reference to error bars/ranges in data in place of uncertainty.</em></p>
<div class="question_part_label">d (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>males have longer/wider digestive tracts for greater absorption of fluid;<br>ileum of males has greater surface area;<br>which allows faster/more absorption in males than in females;</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>Many candidates answered NaCl instead of Na when asked to identify the dissolved element.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates were unable to discuss correctly the relationship between sampling visits (V) and pudding time (T) in experiments 1 2 and 3.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates were unable to see the relationship between the NaCl concentration, the sampling visits (V) and the pudding time (T).</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>N/A</p>
<div class="question_part_label">d (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In part (ii), the majority of the candidates did not compare the gain and loss of each ion between moths which drank from laboratory solutions and moths which drank from natural puddles.</p>
<div class="question_part_label">d (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In the case of many candidates, no discussion or analysis was included, only description.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>Consumption of dark chocolate has been shown to have health benefits. A study was undertaken to see the effects of epicatechin (Epi), a substance in dark chocolate, on the aerobic capacity of leg muscles of mice.</p>
<p>A group of adult mice was used to measure the effects of a low dose of Epi given over 15 days. The mice were divided into four groups and given either water or Epi and were either kept idle (no exercise) or made to exercise on a treadmill.</p>
<p>After 15 days, the results were analysed. The blood capillary density in leg muscle was measured under the light microscope.</p>
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"></p>
</div>
<div class="specification">
<p>Leg muscle tension was measured over time during a treadmill exercise in all four groups. The muscle is considered to reach a point of fatigue when there is a decrease in tension to 50 % of the initial tension.</p>
<p style="text-align: center;"><img 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Hg25LVOAhKQwK4SUGGf07KspY5VhyXJYjHnwx8MDqx6gMPig1LOx0AykLDkIxsf99gnp2K/T61tXSUwHoGhcvTx48eN/C0/SpclI7dd3io/x+tPpiSBXSTgHPY5rYqyzrrBJycn15/Sjh/KfNyrV69mL1++nD158mW8GmW9b83h60AeSEACEpBAQ2CIHEXuIlcxkORr0xhM+HgSslknAQlIYFcJ/Objx48fd7Vy21QvrCt9L0ltoh7L5Dc07NBwm6iPaUpAAhIYQuC25dTQ/MYON4SFYSQgge0h4JSY7WkrSyoBCUhAAhKQgAQksIcEVNj3sNHvuspYknQSkIAEJLA5AsrZzbE1ZQncBQEV9rugbp4SkIAEJCCBiRD49df/byIlsRgSkEAfARX2PjL6T4KAVqJJNIOFkIAEdpTA//zP/8z+7//9f3e0dlZLArtDQIV9QVuyZBhKI9vh4W9nLOtYuzIM4b755g+dH/eo4/lfAhKQgARaAshWZGzkbbl0YxjVYZ49+7pZQjfn3UtAAhLYVQIq7HNaFsWbjySdn//SrOByevpzs5xYqbS/fPl9M2CwrBirvJyd/bVR1p89+2pOyp4amwCDvE4CEthOAshUZOnr139q5CiylI/RoZDH8W0LwrDeOuezqpYGkhDa/F45u3nG5iCBPgIq7D1k+DgSA0Q+nkSwfNzj5OTH61gJk492EIaPKuXre9cBPZCABCQggU4CyFTWU88XTwn09OnTxmCCLMW9e/eukcHl9y0wlOAwrOgkIAEJ7DIBFfYVWjdfPY1S/uDBgxupZNBBmddNi4AWomm1h6WRwCICHz5cNUFQylHqS4eBhA1lXjcdAsrZ6bSFJdkdAirsPW3JIIDVHKW7VNDPz9/Pnj//YxOLYxxhS5cv7l1dtQNNec5jCUhAAhK4SQCZijwtLeVv375tLO4o6chgDCS1rCWVe/fu+87QTZxb80/FfmuayoJOgMDfTaAMky0Cj1sfPfqieREqhcR6/s03z/N37j6PchNI4RQS7iUgAQl8IoBxBCt5OWcdwwfvDw1xl5cXnwVT3n6GRA8JSGCLCWhh72k8LDpPnnw5Ozh4cP2CUwaPclDpid7pnReluvadEfS8UwIO+HeK38z3iAAvjrYWdl7ab18o5f0hDCZ5wrksjqRT75dNx/ASkIAEpkBAhb2nFd68OWkGkOfPP1nTsfjkRajy0W1PEp2Pb/vC6r+9BFTst7ftLPndE0CWMvXw6Oj3N2Qm02R4SoksXuQwrOh2k8A8+Trv3G7SsFb7TECFvaf1M/+8fsnp8PCwicGSYzlXT32JRej+/fs9qestAQlIQAIQiLys56fzHyPJ+/fvmz3/a1nbxr+6oehLVQISkMAuElBh72nVrPxSz43M4ILizgDCdnFxc/5krO9R7nuy0HsPCGgB2oNGtoprEegzfCTRhw/blWF4fygv+uccCjxbwsTfvQQkIIFdI6DC3tOivATFQPLy5ctrqw7K+vHxcbNyQZZuZJ4lj2zz2JbB4+Tk5LM1hXuy0XvPCajQ73kHsPqN0QN5y6ow5VK4fOkUCzvncI8fP25kcfkF1DqMOCUgAQnsKgEV9jkt++bNT81gwotPKFZ8NhurOf5xzLNkQGHgIAxhGWT4Yp9OAhKQgAQWE2BFLt4PihxFlmIgefPmz408JQWMI3w0CaWe8wlDXGSuTgI1AfrIPLfo/Ly4npPAbRNwWcc5xBkEGAzY+tyQMH1x9ZfAIgIMKKxyoZPArhNgudxFS+YOCbPrnKyfBCSwnwS0sO9nu1vrHSCgdWgHGtEqSEACkyWgjJ1s0+xlwVTY97LZrbQEJCABCUhAAhKQwLYQUGHflpaynBJYkoDWoSWBGVwCEpDAAALK1gGQDDI6ARX2BUhZ/SUvnXKR8kW+2pUvSiVM13rBdTz/S0ACEpBAS4AlG/mKNDKUjeNajr5+fdy8/F+GKVeWkaUEpkCA/qmTwNgEVNjnEGVwOD7+oVnxhRf/Tk//0qwDzEAS9/Ll982qBbyYSpizMz6tfTl79uyrBHEvgckRcECZXJPsdYH4dsWTJ182K8UgR8/Pf2l4IEfz7QsUc+Qtq3IRhg2HEaVW7PcappWXgAR2koAKe0+ztmuu/9B8Ljsf9mDP57MZXDJAMIiw3FjWCuZDSkdHDCjtBz16ktdbAhKQgAT+RoDvXfBti8hRVt96/vx5I0djQX/37l2zzC5LO8ZlBa98rC7+7iUgAQnsGgEV9p4WZZBAaUcZLx3LimHZyWeyUczzVdSEy0eVMtDE370EtoWAFvhtaantLycylOkwrMNeOuQosjZKPEp5jCcJl69No8zrJLAtBJSv29JS0yrnVijsKM5d2yZRkh9WnsvLixvzKpmvHpfPZDNolI54uKurq9LbYwnsDAEHnJ1pyjuvCDIWh9xkegt9i62cw448RrGvZW0b7/71E887r4wFkMCaBJStawLc4eiTVth54ZN5je0XRvnK6M2Nc5tyFxftIMIA0k5xaedVnp+fNwPJkHwZYEqXgahrX4bzWAISkMC+EIicxBjy8OHD6/npKPDlHPZ5PKL0zwvjOQlIQALbTGCyXzrFosILRjgeicZqXcK+f/9++XfU41j0mS+ZaTGUAeWdgWWVOZN5SaqroN5Vd1HRb1sJ0J/n9fdtrZflHp8AshbHFJjyS6fIXlbownCTaTHL5K5MXYaWYbeFgLJ1W1pq/HJOVmFHIUaQI7RLIT4+gu4U8+j10aNHNwIcHh42/7G0J8yNAMWfReeLoB5KQAIS2EsCkZNY10uHP0aS9+9Z7vGoPPXZ8cHBg8/8+m4YVeQ/Q6XHDhBQkd+BRlxQhbWmxLDsIVbwVazNC8p1rQxHmC8KP/b5WO9j/anTZyDJC1B5pJswiZM04u9eAhKYNfOT5SCBEFgk45G1bISrZS1pfPhwdT1eJE33EpCABHaNwFoKOwL07OysmdPN/HLme/P4skuoLgsOZRirysnJyfU6vMumsU74WNbr1QewrON4fEv92TLfPfnlBibW+Pi7l4AEJCCBmwSQ9cjRt2/f3jjBOILxI5Z3ZG5e9E9AwrAlTPzdS0ACLQGfKO1OT1hLYWduNx8T4mNBz5//sRGuWNyZd8gLoVjgo7yuggzlmPhJjzTLrVyxZZX058XJDUN5A8LgwQ0ENxIMMDgYEIYNx+BBGOIzwOgkIAEJSGA+AcYPlPHIUUIzlkQO8//xY5Z5vGzeIUpqjAFY3xdNmUl49xKQgE85t7UPrKWwp9Ior8wzf/Pmp+YLda9f/2mGdRmLCUtzoXAjWGvrSOLP27fWl8/nJ86LM9Y5PsrBQPLkye+ax/g8RWCt4Hysg3w4z2BB/biTpa4MIDDQSUACwwhoBRrGaVdDIUORmRg76AvpD4wpcRhHeKeJ71skDEYU5DEyVycBCUhglwls5KVTBCsbDiWdaTNMLUGBRwEf6rDe37XjRmTeS68MFAwYpRJ/12U2fwlIQALbRqAcN/rKvkge98XTXwISkMC2E9iIwl5CQUFnm6f0luG7jrGosFIAjhc5sd473aSLlH4SkIAEJCABCUhAArtGYOMK+zrAeNzJlJquqTQ8QtWqvQ5d40pAAhKQgAQkIAEJbAOBSSvsrDrDF+zy8SKmn/CfqTW80Mp/zukkIAEJSEACEpCABCSwqwQmq7CzOgxb/eGkTLFhtQBWFFBh39Wuab0kIAEJSEACEpCABCAwyioxm0DJdBhclk+s88CfMAlXn9/E/ywpWaedFWKyckH7ZOCyDuZ/CUhAAhIYQIAlHZGntXznySqrdUXWMmWSd5x0EpCABHadwEYU9ijS9X4ZmFHU87JpHZc12glzW8t5MVB0zaVnYGHAYD49n8JmTXqs/8+efVUX2f8SkIAEJLCAAE9Wkbe1Q84ib3l/CVnLhtNAUpPyvwQksIsERp0SE+UVhbXLsVLM0CksTH1p1+Y9bhRgPprRzmG/bJaIRKjf1kun5EXdum4OGERYjoyy4riJODpq12WHQ248unjoJwEJSEACnwhg5MnHkGrrOksDI0/LMYQxgG9fIKMjgz+l5pEEJCCB3SEwmsKO4opVBIHat4Tjsp+PjkLOXHXSj8vLprchoDOAkBdW/dKhkLM9eHDzw05ZcpIy97Eo0/FYAhKQgARaa/m9e/cbI0htZUcpx5BTOsYbNpT52xgPyrw9loAEJHCbBEZT2DN1pf3K6U2huk6FUNqxqCCscSjrUYjXSXdo3Nayfr+x5jOHvXSZIsOAUbpY4q+urkpvjyUgAQlIoIcAhhlk6unpz7OTkx9vhMJwgnEkH+QrT6Lgc04nAQlIYJcJjKaw80Ej3MHBTWvzGPBQgLsE9Rhpz0uDAaTdPn0ee174+lw9iPCilE4CEpCABG4SQFZiHHn+/I8rTSNkud/aKW9rIv6XgAS2mcBoCjuPI1kfHaGbqSzLgmnnir+cvXjxorGi1xbtOj2+eLpqXnVa9f8MIFj3x7Lo5yWpOi/+O7h0UdFPAhLYBwK8OLruF7FrTn3yVllbk/K/BCSwDQRGU9gzPQSLNIo3jylr9/Tp062Z082LT+sOIPVUmZqH/yUgAQnsOwHmqn/4cDV782a1J5nw28ST3X1vF+svAQlMi8BoCnuqVb8UFP8heyzZp6ePr4Oenv7l+vg2D7j5yJz5LmsMfuVc/XrqS1Y3yDSh2yy7eUlAAhLYJgLHxz80662zvnrt8MvqYhhAallLeJT9dcadOk//S0ACEpgigdEU9lrZHqOyrLKCIO6yVCO4N7UKC3l2PU7NFJ3yRoKyXVzcnD8ZZZ8pOzoJSEACEugncH7+y2cnmVqJ5Z1zeYmfMSayNREYB9iOjn4fL/cSkIAEdpLA6B9OwrrMtBgE7ieh+35peKTDvMZ6tYAkhD/px5od/9ve8zJsXk4lbwaPk5OT5kZjrLnvt10n85OABCQwNQJ8iwP5ynTFuKzZ7pKOIeJeAhLYVQKjWdgBxFQSPhXdpUTz8uaQNcnrr9ZhRT87O/uMP6sCYHmJ9eWzALfkwaoG1JeBIwMJivqmXoa9pWqZjQQkIIFJEcA4wjjCFBqMJDiehiJr73ocmBQoCyMBCewkgdEUdpRWlHVe/uFLn1mGESUeizPWcKaPxL+PJi+mHh9//lnqOnzyqf03+b+cCpN8GCgYMFTQQ8S9BCQggfUIoJiz1Q6jzxDDTx3P/xKQgAS2ncBoCjsWD5T2LMkYMFib2+2LRnFfpLBzPmGYM44Cz//MY+eRKPMYfQQawu4lIAEJSEACEpCABHaZwGhz2PNVz7639VnmsWuqzDy4r169auawY52PY4oMU09Q5pdNL2m4l4AEJCABCUhAAhKQwLYQGE1hzxKG9Vv8gECxZs55rORD4TCfnbi8bBSXJb6YapM54znnXgISkIAEJCABCUhAArtGYDSFHUUa63pevsQSzsbSXE+e/K7h1jUnsQ8oij/TX3ips57+Ql5Mk+m6OehLbxX/vETLuuvZSmt/0qTOOc++fnE24dxLQAISkMDnBDDMDJGjjCeszR55y3tTjDM6CUhAArtOYDSFHVB8qQ6lnfnsKK1sUXA5t4yFPdNd+uLgT5iEG7uhuFlgMMCxFjDrsvOxJOoWf85RPwYMXjolzNnZX5sbjWfPvhq7SKYnAQlIYCcJIFPPz89nvNhfy9HIeOQs8hYDDmHYcBpIdrJLWCkJSKAiMKrCzoopKOYorSi3bAhg/vfNba/Kc/034d++7baeILwJs6nlvFjnnYGiXDIMqz4Wfyz7WN9xlAP/PAXgRoJVclD42XQSkIAEJNBPABmKPEVuRu4jR1nAABmaJRzfvXvXGH3KJ7VZnWvTT1v7S+8ZCUhAArdDYLRVYsriImzZ1nHERwmOtZ557CjnCHAEN/tXr/64ThZz4/YtK5ZI5M+LtOwfPHgQ72afDyYxELkE2Q00/pGABCRwgwAGj1jLyxMxxmRBA5TyKPQJl7GGMSFGk5xzLwEJSGCXCKylsDOfEAt4a0V/NxfkL2gAACAASURBVHv58uVcNizRuIwCG+sJii9bHIIchfouBPTFxUVTDAaOWNnrm5N6oEm53UtAAhKQwDACTJHBYRDhaSfGEZT72sVwUvv7XwISkMAuEVhLYb8NECjtbFHYUYZjwb6N/Ms8GDAoB4MGSnoU9jJMeUz40vGilE4CEpCABBYT4IN7edKaeex9sViFrHbK25qI/yUggW0msJbCjrU8FnOU6NPTT8svjgkFYV0q6fxnQ2HusriMmXfSIj9ebuILq7H859zQfddj38R1cAkJ9xKQwL4TaF8kvWjeiVqVRZ+8VdauStR4EpDAXRJYS2HvKjhKdOYZMv8cK0k7heXFtX9XvC4/4h8f/9A8Cu06Tz63pbAzgHz4cDV78+bPg190rafKdNVBPwlIQAIS+EQgK2+xaEHGkk9nu48wpOgkIAEJ7DKBUVeJYR1dvkCK0s7Gfx5VsrFsVz1FZBFYBHdr2X7ePBpFAcaizz43AYvSWPc8ZW7LjrXnz03eSTODSV0vyozLx6QS3r0EJCABCfQTwDDCu1Eo66UxBnmP3K9lLSlhSNE40s/UMxKQwG4QGE1h5w1+LOK8CIq1A8s6jpdDT09/bo6xlg91zBVH8WUZRdJAeCOs+U96CHBWBtikoz6PHn3RlIM860GB/2x5ETVlyRJjh4eH8XIvAQlIQAI9BDDwIGuRnSxiUCrricK0SMKVjjGB7eHDh6W3xxKQgAR2jsBoCnuUZxRqlOm84Y/gba0jD679lqEYJTkCGYFNeu2c+U8rxyyT5pCwKOs8IcCKztry5NnlqB9h2XAMHtysEK+cd98VVz8JSEAC+04AmclTTAw0+fheFxOW9iUscjmOY2TzXawYljK4l4AEJHAbBEZT2FNYhCdKdWsxaddOz7ll9lHUEdC4KMzlf44z/WSZtIeEzRMC6lF+CpsXlth4bIvjBoXBgoEDf6xElJVHujoJSEACEphPIB+pQ5YzpTIyNnumyeAwjrRPbN9ehyEOiwBkfJifk2clIAEJbC+B0V46jQWcaS9RorGI4FBuUXwRtkNdLNTMY8cxdx2hHEWaKTMo9ZsS1DyWHeLIP0tPDglvGAlIQAIS+ESAcWHo2FCuTPYpBY8kIAEJ7D6B0SzsWD+wNKOcMz0EhRvhypxElG7+L/vYEis100oyRxyhzgusWLO5KcC6rZOABCQgAQlIQAISkMAuExjNwg4kLM18zbR9tNl+kQ6FG0UbZX1ZazjhmdMYRxrcGHATQLrLppd03EtAAhKQgAQkIAEJSGBbCIyqsFPprhctsbSv4rCkHx0dNdb5xEdJR2nXSUACEpCABCQgAQlIYB8IjDYlpoSFhb1rK8MsOmaOOlNrstrMovB3dZ4pQOVLqax2QNl1EpCABCQwHgHkavlSKi/45+X/8XIxJQlIQALTJDCqws5cdYQoCmzXlhdIh6DIlJf372+uuzsk7m2FYQChTkzV4TPY+RR2+1ntdnWb2yqL+UhAAhLYVQIYgLKE4/n5L42sPTr6fSN/s6TurtbdeklAAhKAwGhTYlBesXawckvfFJisJDMEPVNfUNoRxqTd9elpPkzEvPm7cqw9T33LFQ4oTz4AsuxLtndVD/OVgAQkMGUCjAEo7cjXvLvEOMOSkBh1lLVTbj3LJgEJjEFgNIU9lnBWdmFFmDEc66yPldYY5anT4OXXunwo8Gwo8w4iNTH/S0ACElieAOMLijqytXQYdVDm79JwU5bHYwlIQAKbIjCawn7//v2mjF2W8FULP3Qt9FXTXyce1h5uKLpegL13735zbp30jSsBCUhAAi0B3mXqGltQ4vO+VCzvMpOABCSwiwRGU9ixJr99287pHsvageUEC3ZtVaEhUJY53zf95q4bi/Xia8eX+8Z266S5TNyhYccOB6+x0xya3lh5L8pvnfN3FXcIm3ll6zrX5bfoesl7I4vCeX63CSBv66edu11jaycBCewbgdEUdr5kimPOOVNFsDLXjjXahyrYWE14eZPw5RzxpMncRebMc6OwLZaVTSgXm0gzjN1LQAIS2FYCq9wALqrrqmkOjXdX4aj3XeU9JN95YeadG1KvVeOvGi99bF78eefm1akvXpd/l1/K1rdX3+gjczv+oynsKe66Vo56hRWs6GdnZ0n+eo9FBUV9qsp61+Pb68J7IAEJSEACoxHokrd9ysUqikoK2pdmzruXgAQksCkCoyns7cs/j9cuJ1b44+PjhekgoPmo0l05bhSYqsPUnNp9+HDl49kaiv8lIAEJrEiAFcEw3tSOJ7FTNtzU5fW/BCQggVUJjKawlwVgWszFxcWMZRx5KRNB2/VyZhknx4RLWD6Sscw0mqRxW3tuUpj+UzoUeDbWCNZJQAISkMD6BBhLGFeQreU7TV0rda2fmylIQAISmB6BUT+cxDx2PpjEBy6YX85SXAhUprngt6xjlRjmsGcVgHq/bHpjh3/8+HEzgJR1y8c9XNJxbNqmJwEJ7CsBjDhY0pGvjAM4xpjWOHJ3T1r3tT2stwQkcPsERlPYEaLPnn3dLL1VLseIFRqlG+sIAnYZRxys7F1fTcWPc3fpGER4IZYnCMyLZIND+XGPuyyfeUtAAhLYBQIo68ha5CuyH1l7fPxD45cnsrtQT+sgAQlIoI/Abz5+/Pix7+Qy/ijjL19+P0NZZ345QrVc4YWvf+L/5s1Pg5JFMBMHF+tKHZG138lDJwEJSEACEhhCAGXfl0eHkDKMBCQwJQKjzWG/urpq6tX1tj4nWOYRJXyoYyoN4bGqqJQPpWY4CUhAAhKQgAQkIIFdIzDalJh86bTrg0Eo3viXLwstApmw2S8K73kJSEACEpCABCQgAQnsIoHRFPZ8wOi7775rlPPAwlLO3HaUdlZ8GepYz500T05OlrLMD03fcBKQgAQkIAEJSEACEtgGAqPNYaeyrBJTf/goEFaZ2sJLpaTZrnn+IEld71mblxc8dRKQgAQkIIEhBJzDPoSSYSQggakRGG0OOxXDKn529tdmRRjWYccxVebRo0crf0ho3S+nTg245ZGABCQgAQlIQAISkMAyBEazsDPlhekvLOOIRbx2nDs/P/cF0hqM/yUgAQlI4NYIaGG/NdRmJAEJjEhgNIWdtciZDvP69Z+uv1RaljNrppdrtJfn5x2TNh9hwmGxZyoMNwY6CUhAAhKQwDIEVNiXoWVYCUhgKgTWmhLDV+ZQ0kt3fHw8Y6sdc9GXVbKx2vPCKnFrxwupzl+vqfhfAhKQgAQkIAEJSGDXCKy1SgxLLg5d+QVl/cWLF0vxa19gvWjWYmdu/Pn5L82HmfLlVD7UpJOABCQgAQkMJeBHk4aSMpwEJDAlAqNNiWGO+suXLxulfFlLeheQLAfZt7oMynw7L/6Xruj6SUACEpCABCQgAQlIYCcIrDUlpiSAkn56Ot68cqbD4Po+nIQ/Ydi6XnIty+axBCQgAQlIQAISkIAEtpXAWlNiNlnpKOp52bTOixVnCKOyXpPxvwQkIAEJSEACEpDALhEYzcI+NpR86fT16+MZL7c+ftwuF8nxu3fvmukwvnQ6NnXTk4AEJCABCUhAAhKYGoHR5rBvqmLfffdt8yGmMn2s6s+f/9E13UsoHktAAhKQgAQkIAEJ7CSBySvsUGeeOi+Y4lDWx3ipdSdb00pJQAISkIAEJCABCewcgY0o7G/enMwuLi5mDx8+bD6ixIePnjx5ujI8psFkTjvH7QoyRyunZ0QJSEACEpCABCQgAQlsC4FRXzrlA0eHh7+dMY2Fuee8MIpyzRKM+C3r2o8tfTEr11tH+SctvpyalWSWTdfwEpCABCQgAQlIQAIS2BYCoynsKM98lfTg4EHzcaMAYPpKPnSEEr+MQ9EnXV44jSMt1mZHmV/lJiDpuJeABCQgAQlIQAISkMA2EBhNYWcaDMr1q1evGqW9rDwKNlNaWN1lqMMyz/QXXi599uzm9BeUdqbYZF770DQNJwEJSEACEpCABCQggW0jMJrCfnV11dQdC3uXu3fv/lJTWDLdJXPX6zTxJ0zC1ef9LwEJSEACEpCABCQggV0gMJrCfv/+/YbH5eXFZ1xQqvHvU74/izCbzViHHff27duu0zPmshPGDyd14hnkyZSjg4O/n7sx9WioY8oT6S0TZ2ja+xAObvBbdurYPrCxjhLYZgK82zVP1nJ+GbcPshYmjFE6CUigJTDaKjEo5Y8efdFMh2FaDC+FMnWF+ecvX75slLjXr/+01GoxzFFnqg3TX/o+nFRPl7FhhxNAGHLjc37+izc+w7EZUgISkMBSBFqF/eb7XUslYGAJSGDvCYz2pVMs3W/e/NTcEaOs47ACxFrIPPZll3bMl0xRKtniyIv0VNZDxL0EJCABCUhAAhKQwK4SGG1KDICYonJ29tcZijbW9azocnr6l+Z4FYikhQUY6zwbNwX8J23d7RHAGs+NWB7F8niXJyrljVTOrTolhvSTRx4hs89NX2pL+u2KRO10HspRh0nYcs9LzOU0IOLxBCcu5S+XEeXJEWXITShhqXOZP8dlnTkPH9LJY/Ck2RU372F0TYkp0yAt8qIepavDDGFRxvdYAhKYDgHkDU+XS1lVX/eRVaXcWbYGpNE+FW/lKPmVsqiWe6SPHMS/lEHz5A/pIbeoT/IqZWkZl3RLecx/yhRXl5d0yvGHcF3ydR1Gydu9BCZB4OMa7vj4h49ffvm7wRvhddMh8Ic//OvHf/iH//Px6upqYaESlva+uLhown/77b818d+9++/mP+1Leu/f/+/C9LoCkDbxv/76q+syJY+3b/+riULe//RP/3gjTPKd17+o47/8yz83fTXlT7yTkx+vi0PeZR3q/9Q1ZUwkwlCmpEtZCUN++GWr4+KfMpEW3IiXenz//X/cSJc6wIg4cck7fNhTFrjpJCCBaRDgmuTaHeIIW8oYrnuuc677yOrIrlVlbeJH1iCLKF9ZxjpM/Z+6LJI/lJe6sJUyKnFLf+Rd+R8OjDu4yNRSVmdMouy4Wr7il/IlTBPQHwlsKYHZOuXmAs5FPmQf4bBOnsYdj0AEXgRqvY+wJMeErQcIBhGEIi4CvQ4ztMT0IcpQCleO8UOY4ygHgjwDV9Lu88/5KP512YhXKsCky3/KkvqU/ZZzZfikjx9p4TK41EoznOr6JQ8GG8rG+eRHGbrySp4MXmX4+CfNuq45714CErhdAlHCuV67tlzzlIqw9XVfy4Z1rvHI1MirkKjzwD8Kb/KLrOfcEPkThb2uT5TrWkZS9+TBccoYZb4cG1Lu7Mmjzodz+CWdhHUvgW0ksNYc9kx7mcSjAguxMoGhL52yyk9W70lm7TSo4evrJ17fnvcTytWE6lWAWHu/a3UgXkrmcWj7SPTmuv3kRbyu8j98+LCJw3k+8kV+rP3PI1wepZJXpl/xGJit692JLg4PHtxc4rSd8nJwo37lNVQ/un369GkzrYbHxBcXF817GyU3viSMq98NefToUeN/dnb2WXuV8T2WgARujwAygumhQxyyqHSReXzLJPKoPL/Mcb5fUn6QkPhdeTAl9cmT3zVyCNnItNS4IfLn2bNWBpJ26c7Pz5u/yN/SMRZ1OcrKlBjkO0tIHx39/oYcXVY2d+WhnwSmTmAthb2rcpkDF0WLC4zjWgB1xdVv2gRYS792KMG0edq9PM/8RITsPEff6BPSdbzkk75Vno9fVzkIl7jMp+xyZTwU8uPjHxrl/Ojok/L/4UP7rQEU6HKuZZlemU7tz7m+7xSUYXOcgZmlTRlkYQlvBivOJS/mhna5fBuh65x+EpDAdAlEnpUlRHbkmi/9OV5G1iYNjBJstct5/JE3jN2M4xgGynIl3CryJ7KpTK8uR/mfMnCzwA0LsjfjCnKQBSiGyuah+ZV5eyyBqRAYVWHnIkLRwUIZZePk5KRRNlCCsurLVCpvOdYngGUDIdglCBGkbGO55JOBokw3fgwwXY64DHhDLFz049SL/pyBKjcsGSS68unz+1T2VunvC1f7k1euJQYqlPf2Ra2Da+ZDn5DUaftfAhLYHgJ8y6S2VKf0y8jayGoU4PrpXNLLHkNBjG7IH576xfiWdObJn8jlpJd9vtvSdz7hyj1lZWsXong/Oz7+tAodRgzcKrK5zMNjCUyZwGirxPA4v1UkHszySJ6KIxRQ1su74j4gCAfe/B66dVkH+tLWf30CDBi1gM20kfVTH5YCgwV51uXA8oLrG9CI11V++iyrESQ9+iB+hGdFIhT39DNuBtiYalK79Nnav/xP2fLoNv5cF1j9YzGKf9ee6+jFixfNKdLJ42TKXDoGWNJkr5OABLaPQC1jIvPqaSyr1CwKd6a0JA1kILIQ+YfjP7IPmXd6+nOzjyzk/Dry5/DwsMmjLgPWesqwyCFL0S24aUAWriubF+XneQlMgcBoCnsEDB9NKpUmLijuiLmgolRNoeKWYXkCCPBy6a8sNfb8+e0tsRmLfVkOlF2UU87Rz7ocT31wxEPA43ITyblYi/jIF8cMBvRj0iRtwuIIy+BZLjfGIIZflOkmYMdPOGXQgydPoCgzynjtchOQ8nI+5cPSRBzKyAAb5Zxy5IZjkfWszs//EpDANAhwHUdOcP1/9913vXJi2RJH3iA3YyiIbEf2RVYiR8g7cpVxvC1LO41mHfnDTQMbciuyi7KQfvIv60VZUOQTlnOEp9y5iVlHNpd5eSyBqRIYbUpM5qT1zdFlOgEX1zzXXsA3X7aZF95z4xCYZ9EoHzEizBH2Cd+2119u3KCNU6L+VMgfyzeKa8qBH4NKpo50xSYMVqJWmW3nfFOfMl4UbwYmzuFIM9NQqC+DFOdaRbudDx9rD+fnOc5zI1DGjV/yK+O39cTa/2mOOuHxpz44pvhQp/IGgjJSB50EJDAdAijhfe/QUEpkQ26ykSkorwnfTgX56VourVsr5AMvxZ+c/NjID9JrZcufmzwwULAhS1ImzvMff6zrHK8jfyLfIrtqeVzWETnNNBpkdMIjA6kH5cCxX1U2l3l5LIGpEvgNS9uMUTguYi6mUgFKuggqrIVcUKsoEl2KPn5tuk+TjfsNEkBIMvVi6AuiGyyKSUtAAhLYWQIYInIjv7OVtGISkMDSBEazsKOMYznkJT2WoMtjKqwE3MVz59v1qGteibkJyGodXeGwQuTuv+u8fhKQgAQkIAEJSEACEth2AqMp7IDgEReWWBRttjgeXZWP8eO/aM+jfhzTEjJ3DQWdYyzsi+YML0rf8xKQgAQkIAEJSEACEpg6gdGmxJQVxarOdBUcyjqW8GUdSjnKf6bYoLzzkkmmZPAxB5R3zuskIAEJSEACEpCABCSwqwRGWyUmgNoXaw4aZRorOG+3s5pIFPiEG7rPy3VZQop0mF7DHL9Y3YemZTgJSEACEpCABCQgAQlsG4FRFXZeOuXlUpRqNv6z9jVblgAcCiiKOtZ6HEo6rvzPcdcLqU1AfyQgAQlIQAISkIAEJLADBEZT2FlBhHnrvHzK0o68gIpjygrL6eF4gXSoYxoNVvRMheE4SzaRD9Z1lPoo8kPT7QqH0s/SeVmTtgxDPtyEsLwWW1c4bhy4IUkY9pl/X6blsQQkIIF9J4CczZKsJYuhcjTxI2+RvT5tLUl6LAEJ7CKB0RT2fBSJlWBQos/PzxtezDPnP0p8/IaCZF1aFHVWncGh/GOtx3KPkr3sqjNd+ZJOn/Wfc+TV1ueX2eXlrzM+gYwyXr5Uy1x7wrImLWEoN+eJq5OABCQggZYAynaf4WaIHEUxR/5iGELWsuGIm6evspaABCSwiwRGU9gDp1Vu2ykxsYrn3LJ70mJ1mazdjpA+O/troxCz5/86DqWal1fzBco6LQYHFHHypyw4VqzBsp9PKjNIMP3n6Kj96iRhuElhqz8ZX6fvfwlIQAL7QCCGET6wx7hQu6FyFMMQ8rdcbCDjg/K2pup/CUhglwiMprDnpVCsJ5kOk7XYsaqg1D59uv5HjlCcY7VfpyEoTzvd5k/NANCVFko5+WU+fcIw4OQRbAaJw8PDnG728MggdOOEfyQgAQnsGYE8qSwV7RLBUDlKuHrVMeQzW57ylul6LAEJSGBXCIy2DjtKNBZvlHMcQhVrNAIWxZj/iyzibdiXzfrqKMXMHZ/nUJJjXZkXruscU3SYW4+gR3nvckzhIVztUOKxGLFluk4dLhZ5lPZ6gKnT878EJCCBXSbAE8guy3rqPESOImORp4w1tbt3775TYmoo/peABHaKwGgKO1RQnrGio8hGqCKksaqgrEeJnQJByrJueZhPv8gxwMTxktQ8l/mY88KMdY6y3GZ+Y5XbdCQgge0jME9ZH1KbUo72hS/l8TxZe5tyTznb11r6S0ACyxIYVWEn8y7BjKV9iCPu6emn+Y28xLlLbt5AMW+AuSsGDjZ3Rd58JSCBdQj0ydopytnUU3kbEu4lIIEuAqPNYSfxTBPp23cVYJ4f88T7LCv4Z/rNvDQ2ea6eBtOVVz3/vSuMfhKQgAQk0E9giBwdIo/7c9ieM1O+6dgeipZUAttHYDSFHeWatXXnbcxlH+pQ+lmq6+Tkx84o+JMe4TblmCNfPmZNPuSZKTUPHrRz3OtwKdeQgSbpbuveAWRbW85yS2AaBIbIUWQu8rTLiPPhw9VniwNMo2aWQgISkMA4BEabEpOXTOtiobiizGP9yEoydZjyf72eLnHPzs7KIM0xCnKU5s9OjuRBeVn6kQGiVLzLlQoyBYgXVMuXS7PCTOk3UrFMRgISkMBOERgqRwmH/C0d8pmNb2ToPhFwis0nFh5JYBcIjGZhR6Hl5dJ640VU1lLvW4mlhjh06UduAPqWCKvTXPV/lo/Mh5pIh2k47eDQrgFPvVHKWc4ydeQmg23Rqjirlst4EpCABHaJwFA5ylLByN/yo3RZMlJ5u3qPGPqUdGi41UtiTAlIoI/AaBb2vgzwR6FlY332rB7TF57zCcOyjijwQ19a7UtzVX8s+NwUUO58Sjt+KSNpv3r1avby5csby1AyeGz6hmLVet1lPK0+d0nfvCUwXQJD5ChyF7mKgSRfm2ZswTCEbNZJQAIS2FUCv/n48ePHTVcOiwhfFMUqvmsrv4zF7rYV2SH5DQlD/YeGWzbsWGxNRwISkAAElpFVYxBbJr+hYccOtwyXTeQ9BmfTkMA+EBjNwp6PHnVBY745c9n5eMY8lzRevHjRLA+5yQ8nzSuH5+6ewNCB4e5LagkkIAEJSGAVAsr5VagZZ18JjDaHfR7APLJ0juE8Sp5bhQACXycBCUhAArtJQBm/m+1qrZYnMJqFvf7o0fJFaT+6tMsfTlqFiXEkIAEJSEACEugmoJW+m4u+u0dgIxZ2pr90bavi60oLP50EJCABCewGAVbg4uV+FDC2ciWY1LAO8+zZ182KXDnvXgI1AS30NRH/byuBURV2PmQ01oeTAMoqAMxj70tz0Rz3MRqFQSMDCOXo+rpqGYaw9VryY5TDNNYjoNBej5+xJbBJAshVxo/Xr/80u7z8tdn4tgUKeRxL5RKGqZUJwznlbQi5X4WAY8Mq1IxzFwRGmxKDMEXosp5u31z1IR9OCgQs6AhnHOl1Ldl1//79BN/InoGAtdXPz39p8s9qN2SWpSYpI3VnWbF2ILlsBpBnz76anZ39dSPlMlEJSEACu0SAL1fzrlM+oETdWNIX+YrcZVx59+5dsy+Xy0XuPnr0RfMxpb5xZ5c4WZfbJ4BCzw2iTgJ3TWA0hZ0ve+KwkCB413WsGIPSjnCOcrxumsvEZ5BAESfv3Czk4x4MLikTYVgbOIMFYVgNB6t7Bppl8jXs3RNQQN99G1gCCYTAhw9XLMjYKOX12IK8jTIfGZx47iUgAQnsEoHRpsTE2n3v3jhWb4QwLvspQc/8eRRytgcPHtwoXqxEKPM6CUhAAhKYT+D58z82TzMx1MS9ffu2sbijpCNz+wwgjDmc00ngLgg4peYuqO9nnqNZ2LFuIGD5Ah2PKdd1CGnS5CujKMCxcq+b7tD43CiQP0o3gwn5MygwRYb/OI5x9U1Fynp1hWXok/PC/sTCIwlIQAIhgKxlyks5Zx05ynTEIY5vfZROWVvS8FgCEtgFAqMp7AjX58+fN/O3sZJ0WdqZk5ipJEPg8dIRSjFzFPlKau0ODw9HuTmo083/zI/kZdM4bh6G1qG2+sybB+cAE8Lbsae95rXndtTCUkpgGgTyvhDv/cQAwrRCZP/p6c9LF7Lv2lTOLo3SCGsScKxYE6DRrwmMNiUG5RQBi+tS1q9zXPIAS3uXsr5kMksH5xEsq9CQN8KfLdae0gq0dMJG2HkCKgU738RWcEQCGHh4knl09PtrZZ3keZLJuMJqYYvcXYwRi8rkeQksIuBYsYiQ50sCo1nYeRETJffNm59uvOlfZrbs8enpX5aNMlp4Bgms+9QnjqcIPCXgxqSca5nz9T6Wotrf/xLQ6mIfkEBLIO8E1fKS/8hcFjTgqSb/66eWpMBLqfXLqLKVwC4QcJzYhVYcrw6jWdjz0umuCM7MP6/rwzQcHNN1cq4eRDIAhcl4zWVKEpCABHaLQJ8cTS2zHDDTEfPeUM4he9kSJv7uJSABCewagdEUdl4awhoy5PFlH0Ss1kxDifWa43lbpuD0pbeOf1Z+qV9mijKO4o7Fh+3i4uYLTyl/lPt1ymHc/SPgY9L9a/N9rjEylPGDRQvKlbWQ74wpnMM9fvy4Uc5LuV+H2WeO1n3/CDhW7FebjzYlBkUWCwgfuuBt/y5lFSsIa5Zvg2OQYIWaly9fNi+2MqhQx+Pj46ae1BVHffhgFHUjDtYe4mE1SphtqK9l3B4CPibdnraypMMI8II/chQFnBdQccjWN2/+3Cjt+c93OViJLIYh5CxxUex1EpCABHaZwGgKO48qYx3BwhwrcwmPeYjzFHYU3NPTVhEm3l3OYSd/5q9zA8JKBXHUofzSHi9Gocgz0MTyQz3GWNoyebqXwDIEVOiXgbYGWwAAIABJREFUoWXYqRBAtrLNc0PCzIvvOQnsCwHHgd1r6dEUdhTxrKLSh2nbrCCUF8V7nvI9JEwfD/0lIAEJSEACEpDApgmowG+a8ObTH01hp6jbppBvHq85SGB6BBTc02sTSyQBCUhAAhKYR2C0l07nZeI5CUhAAhKQgAQkIIFpEcCAo9sOApNS2HlhM/PgtwOfpZTAbhFQeO9We1obCUhAAssScBxYltjthJ+Uws7Hl1ghIEsnsqQjKwfcpWM1Al46pQOzZQWDsky8bJrzCcPNh04Cu0aA/q2TwCYIsHABX5GOLOW4lqOMB4eHv70RRiPPJlrDNCUggakRmJTCHjgIbpR29nzAiOOuLeE3tWdwYAmx16//NLu8/LVZtSaDSvJkFRkGDF5MJczZ2V+bQebZs68SxL0E9oaACv3eNPWoFWVVMQw0fEkaOZoFDJCjMeAgZ5G37fK5vzbhKARGlFqxH7VwJiYBCTQ3yWK4WwKjKuxdSnXtN6+6CGsclhWsKLhYVPhfbwj4TTnKjbJ+dPT76y+asuYv/xlcMkAwiLBCTj7uwXrtR0fteuwJs6kymq4EJCCBXSDA9y5YDjdylAUMnj9/3sjZWND5vgfytVxWNyt4dS0jvAtcrIMEpkxAA83tts5oq8QgVLumi9TVaZXeo2vBXJ7nHGuv88U7HMo6QrzrI0ycv3//fhl91GPqg9JerxtfrgOMQs6Wr6KmAJQZ1zKZv65w4riXwK4TQLhjPS1dl1953uPdJ4AM5clllO/UGDla9heUcsaI0qHAs6HMR9kvz3ssAQlIYFcIjKawI0jZELylkn1+ft5YpBGq7Vrt59cfGOoSsEkHwGdnZ83nqBd9TGMTjYGyjpXn8vKiKW8sOJQ5Awt1xVG30mV5S6bzlM670ZKGxxKQgARmjYyFA3ITo08s6owjyFrkK/IYxb42oLTx7l8/8ZSnBCQggV0lMJrC/uHDVaOs87iyVrCxlDP38PHjx83jTKa8nJycLLSI5EunCPD371vlGKs6FvdYsTfVMBcXF03SDCAMGnz1lEGDsrPxf5FjgCldaS0q/TlWma+J+H9fCWh136+Wj5zk5X2+HM07QzhkL3PYT09/XggEw0rplKclDY8lcHsElN+bYz3aHPZMY+mymsePx5Y4FG6s0yjA8xznmaeO4Ebpj+KPwoxw36QjbzYGkFh1sAAxPx1reyzumyyDaUtAAi0BFbDd7QkZBzDClMYejD8o86zUtazDONK1LZuO4SUggfUJKL/XZ0gKoynsmU9eWzrIJH4JEwG9qAoo6sRFcLP6CisHYHVHqCPEsdpvymWay6NHj25kkfn0TPVZ5JLGonCel4AEJLCvBCInHz78fH46RpI8XZ3H5+DgwbzTnpOABCSw9QRGU9ij2H733XfNHMRYqLFE44cjDJZ1/LCmZK53F8VYsbFwo6Aj1AnPHHcUeKzeq1heuvLq8lt0c5GyEDePdJNObkiSRvzdS0AC4xHQajMey7tMKQp7XxmQtWyEq2UtcZiOuSiNvrT1l4AE7o6AMnw59qMp7CjSzPXGIo5lPEswMn0FP84R5vj4uJlq8uLFi7kljdLbJ4jxz03B3IRWPJkbkEzjSTKxrHPDQRnYMt89YTJdJtb4+LuXgAQ2T6BrEOjy23xJzGEIAcYF5GimVSYOyjkyPpZ3ZG5e9C/DEC5h4u9eAhKQwK4RGE1hBwxz1Zm6gnKOVZyNY/wyj72dA/7Xz5bnqsEiwHF9j0NRnAmD5WUTjkGEMmPFj1WHwSMvy6Z8sfTH2k9YwhCfAUYnAQlMk4BK/HTahSepKOORo5SMKY+Rw/xn0QLka/n+EseMARlfplMjSyIBCSxLQJk8n9hoq8Qkm1KBxuqBQssqL3lxc6gSG0HNi6YIaYQ1aXOM1RsrNjcDm3SkzxrrT578rrH0kFe9Cg4DDYo8A0cGEuq46bJtst6mLQEJSOA2CaBwI995Ahs52hpDPq3GxX/kLx+0i2LPOIGsLced2yy3eUlAApsngCI/b5W9zZdgGjmMqrBjIWEKDAosDgs7grRdnuvT+uVDqx6lF+GctXmJS5oI7tuwquRJQV+ZKQvlTFn7wukvAQlMn4ADw921EQp5DDt9pVgkj/vi6S8BCUhg2wmMprCjpKOs87b+q1evmuUYgYO1GSGLpRxrNcfLOBRhlPPMC0dBHmqlXyYfw0pAAhKQgAQkIAEJTJ/APhpXRpvDjhUcpR1lvV5iC4WbOd/1C5xDuwRKeqwvKutDqRlOAhKQgAQkIAEJSGAXCIymsF9dXTU8amU9kO7du389VSZ+7iUgAQlIQAISkIAEJCCB+QRGU9iz5ng+klRmi+Ud/6ysUp7bpmO+uspWO16S4vFMtvaDT5d1MP9LQAISkMAAAqwQgzzN+1CJwtRKlgyOrGUaZvl+U8K5l4AEJLBrBEZT2POWPx9JKpV25p7nRdSnT59uLT8GinoNYCrDwMKAwVx73mJmCUtWsnn27KutrasFl4AEJHBXBBgzkLe1Q84ibxlrkLVZNUIDSU3K/xKQwC4SGE1hZ575mzc/NV+dixUaoYuyjqLLPPZFKwBMFTADCAMFdawdgwj1yoo1PEVgrXmUdjadBCQgAQkMI4BFnSeWXbKWd6CQr4wlcVmdK4sSxN+9BCQggV0jMNoqMYBhTVwszLyAmq9/MlWGr4ZybgyXR6RdAn2M9Os0MoCgkOcrpwkTpZzVb0qXF2NR5pddFadMx2MJSEAC+0QAaznvO2EEqa3sKOX1OIICz4YyH6PJPvGyrhKQwP4QGFVhD7YuwYnVnSkxqyqwCO+Tkx+vrdYIdKwrm1bcW8v6/SavPDlIPTNFhgGjdClTXsQtz3ksAQlIQAKfE8DQg0w9Pf25kfVlCAwnGEi6ntKi4Ps0s6TlsQQksIsENqKw16AQtghiLO2rOCzVfN2Or4pGOX77Fuv1H5ppOKukOSQOA0i7ffra3pB4CVMPIrwopZOABCQggZsEkJUYR0oZfzPE/H/le1OEVNbO5+VZCUhg+wjcisI+FAvKMQp5ppQk3vv3fEH16IZ1njCsFsDNQCzaCT/GPgMI8yXr8qyafl6S6orvANNFRT8JSGAfCGB8YbrLqk9ga0Z9slY5W5PyvwQksC0EJqWwo3zzkiqPPZ8/f349X/Hhw4fNi0jMhy8t7CjSm1DWaTxefFp3AElZt6UzWE4JSEACt02A6Y4fPlyt9bS07/sft10X85OABCSwKQKTUtixrqDknpycNOud859HpCjwWLzLOewo669f/2kjXJi+k1UHuiwy+JF3XoCqp75w44HL2vQbKaSJSkACEtgBAkx3RGbyxLR2+DEO5GvZtawlPMp+ZHEd3/8SkIAEdoXA2gp7lNOxgKCcs2XNXabJoLQjtNmS36Ys69QD4d/1SDUvnZ6e/uW6utxgZEWceEbZPzw8jJd7CUhAAhLoIHB+/stnvsxnx/LOuch6jDSRrYmAAs92dPT7eLmXgAQksJME1lqHHaGKBWTItiw9lHaWiERZxwLz6NEXjQBHeEeAL5vmJsJTzrycSvoMHjwhQOkfa+77JsptmhKQgAS2icDjx48b+cp0xbis2d61MlnCuJeABCSwCwTWsrAz5WOZR5HLTBGJJR2rOsIYpZ2N9Xb5MBGK8hQcNxSUlYEjAwmKej7oMYUyWgYJSEAC204Amc/UGMYBjCQ4xp/bWN5329lZfglIYPsJrKWwZ5rKmBj61ltHUKMcoxSzogBK8YsXL5a6YVi3nOVUmKSFtZ8BQwU9RNxLQAISWI8A8p6tdpsYc+o8/C8BCUhgigTWmhIzdoWy3jrzEXmpMy+VoqDjUI7xQ3HmmDnlscSPXRbTk4AEJCABCUhAAhKQwBQIrGVhH7sCQ9db5zFoq7i/ndR89rF5mJ4EJCABCUhAAhKQgAQmpbAvu976VOax240kIAEJSEACEpCABCSwKQKTUthRwNtVVn5s9lSaueqZGrMpCKYrAQlIQAJ3R4Cpjaw6lpdJKUleMi0/QMc7Trx0mqmQjA9TWoTg7giaswQksOsEJjWHHdi8VMRyjqy/y/bmzU93Nu2FDyjx5VU+lJSNQaV2vAib8+yZc8+Nh04CEpCABBYTQM6en5837yfxDQzGAGTos2dfXSvn+TYHq4YRJt/KUN4u5msICUhg+wlMTmEPUl4qZbsr1w4WXzfZc+PA4IClHwsQg0scCjwDCavE1ANNwriXgAQkIIFuAshPjCNYyrNMMFZ1VgFDDsfqzpK+rf+n1WOyOlf9QaXunPSVgAQksL0EJquw3zXSk5MfG8sOA0JuHHhEy9KSDA4MMDgGG/zz4Q4GFAYeBho2nQQkIAEJ9BNop0L+ei1DEzJy9+rqqvFC7kahTxjkLRvKvE4CEpDALhNQYe9pXdYAxmLOYNDlopCzf/DgwY0gzKvEoczrJCABCUhgeQJMkcEhX5mzjqztksf37t3XOLI8XmNIQAJbRmBSL51uA7uLi4ummFh6YmWvB5HaMpR6Mb9dJwEJSEACiwmcnJw0CjpPL/OSaV+sy8tWLue8sjYk3EtAArtCQIV9iZbEwpMpMCjpUdj7kiB86fKSVOmXYweYkHAvAQnsO4H2RdKLZtGBVVj0yVrl7Co0jSMBCUyBgAr7wFbAwsMgcnDwoHnBdGA0g0lAAhKQwBIE8iI/L/nXc9b7kkEu6yQgAQnsMgEV9oGti7L+4cPV7M2bP1+/hLooaj1VZlF4z0tAAhLYZwLIWZ5ioqzzMmoc0wyRp/VTS84jl4cq9knPvQQkIIFtI+BLpwtajAGCZRyZI4myXirhGSTqQSTzLe/fv78gdU9LQAISkADTCx89+qJZgev09C83lPXQ4WX+ehoispeNr2TrJCABCewyARX2Oa3L+r8MIijgp6c/31DWiYbyzpYXUZNU1gQ+PDyMl3sJSEACEuggEKMIcpYP5cUQUgd9/Phxo5zzobo4jrG+Z1nd+LuXgAQksGsEVNh7WhRlncGAwWPe11Z5bEvYfNyDwYfVDYiX5R17stBbAhKQwN4TyDcvUNifPPnyxlejeUmUaTI4ZC3L7TJlBn824pTfyth7mAKQgAR2loBz2HuaFqUbxyPYw8PffhaKgeObb543H1Ji0EC5j+UHRT1f4Pssoh4SkIAEJHBNAFnKNsQhc9l0EpCABPaNgAp7T4szj3KI43EsyrkK+hBahpGABCQgAQlIQAISWJaAU2KWJWZ4CUhAAhKQgAQkIAEJ3CIBFfZbhG1WEpCABCQgAQlIQAISWJaACvuyxAwvAQlIQAISkIAEJCCBWySgwr4m7Nevj5uXUrNqAWu2s4qBTgISkIAExiOAXC1XkWHJXeSvTgISkMA+EFBhX6OVGUD4jDZrAF9e/tpsJMcyZCzvqJOABCQggfUJZCUuXvI/P/+lkbVHR79v5G+W1F0/F1OQgAQkMF0CKuxrtM27d++aDyeVS5JltZh8PGmN5I0qAQlIQAKzWfPUsl5zneUd+XDd+/fvZSQBCUhg5wmosK/RxCjl9Vf58vVTlHmdBCQgAQmsTwClHOs68rV0fPPCKYglEY8lIIFdJaDCvmLLYu1h2ks9gJDcvXv3nRKzIlejSUACEqgJnJ+fzw4OHtTejRKPLGbTSUACEthlAr/5+PHjx12u4KbqxgDBF1B5LFtOiSE/Xoy6vLxo5lqW+fNi6jzHPPhl3aI0l03P8BKQwPIEVrl2l89lf2MgU3H1B+14h4gXT/Evn3bOk4urttW8NPe3Zay5BLaLwKrX/xRq6ZdOb7EV5nWUVQeDeWneYtXMSgISkMBkCPTJxVXlLBXrS3MylbYgEpDAThNwSsyGmrfr8e2GsjJZCUhAAntNQHm7181v5SWwFwRU2Fds5rwA1bV844cPV51z21fMymgSkIAE9prA4eFhM82whsDURGQxm04CEpDALhNQYV+jdVmh4Pz85pJiKPBsDx8+XCNlo0pAAhKQQAggT1HOawNJ10pdieNeAhKQwC4RUGFfozUfP37cDCDfffftdSocY+3hY0o6CUhAAhJYn8CTJ08buYp8zYowvGyKAn90pKxdn7ApSEACUyegwr5GCzGIsEIM6wDzMhMbgwkfT/IR7RpgjSoBCUigIIA8RdYiX1mdC1l7fPxD44cc1klAAhLYdQIu6ziRFmYAchWCiTSGxZCABHaSgHJ2J5vVSklgLwhoYd+LZraSEpCABCQgAQlIQALbSkCFfVtbznJLQAISkIAEJCABCewFARX2vWhmKykBCUhAAhKQgAQksK0EVNi3teUstwQkIAEJSEACEpDAXhBQYd+LZraSEpCABCQgAQlIQALbSuDvtrXgu1huVjDQSUACEliHgKtNrUPPuBKQgASmSUCFfSLtsuog6zJls2ZN5lX5TaT51y6G/cB+QCfypn/tS8kEJCABCUySgAr7JJvFQklAAhKQwCYIeFOzCaqmKYH9I3DbhkIV9v3rY9ZYAhKQwF4SWGeA9SmWT7G4aOwHMkg/uG0h6kunt03c/CQgAQlIQAISkIAEJLAEARX2JWAZVAISkIAEJCABCUhAArdNQIX9tombnwQkIAEJSEACEpCABJYgoMK+BCyDSkACEpCABCQgAQlI4LYJqLDfNvGR81vnJaqRi3JnyclgNpOBDLgA7Qd3JobMWAISkMBGCfzm48ePHzeag4lLQAISkIAEJCABCUhAAisT0MK+MjojSkACEpCABCQgAQlIYPMEVNg3z9gcJCABCUhAAhKQgAQksDIBFfaV0d1dxNPTt7MnT75sPuDARxwePfpi9vr18d0V6BZyPjz87XV9qXO28/P317nDoAz37NnXM1htu6Me33zzh8+qMbQffPfdt9e84EZal5eXn6U3ZY8+BrR5+kK5r3ltK4MhfXqf+sFt99GhbG+7XJvK7+zsXef1hFwt3bZeT2Ud6uMPHz70jqVDrkNkKnKqlEMvX35fZzPp//MY1HVLPWETt60MqPeQPn3n/YA57LrtIXB1dfXxn/7pHz9+/fVXHznGHR//8PEf/uH/fDw5+XF7KrJESd+//9+F9Xv79r+aMN9//x/XKcMILhcXF9d+23bwhz/8a9Pe7Es3tB/Ag/6SvgGLL7/83cd/+Zd/LpOb9HEfAwrNuUV12VYG3377bzfajvqmT797999Nm+1TP7jtTjqU7W2Xa5P5ZSyZJzO39Xqax422Ri4yXsCgdEPHFuKzMV7hiIfs5TreBjePAeUfUpdtZVCXuxwn4YKbQj/Qwp5bwy3ZY/HhbvDVq/+c3bt3ryn1N988nx0cHMzev/9kbd6S6gwq5vn5eRPu0aPHveHfvcMydDB78eLfr8PACIfVaNscTw54ivL06dPOog/tB62F8Ons2bOjJh0YHR0dNRb2qVvZFzGgQoSZ1y8Is40MuMbfvDmZPXnyqe2oy5s3PzXX/cnJSdOe+9APmorewc9QtndQtI1leXFx0chR5ESf28brqa8u+LfX2e9mz58/7ww2ZGxBliKLkK2Hhw+bdLh22bZh/FnEgPohkx4+bOvWBWpbGdCf67ZrdYkXzTgJG9wU+oEKe1fPm7AfSjmKei1QUVroeLvoqDP1retc1hWhGEEZ/8ThQts2x+NHlHUEfpcb0g8QoGwPHjy4kUQU3Kn3l0UMUr9Fg8g2MuAaZ4nG3HTeaMBm+cZ2StM+9IO67rf1fwjb2yrLbeWDHI186Moz19y2ypS6TihqTFt5/fpPvePLkLElSvnh4eGNLJBNMCOfqbqhDCj/vL6xrQwYY5G1MWqlnWIQvbq6arym0A9U2NM6W7LH2nxwcFMBo+h0Lu6A2XbNUed79+7fmLePMocgxFFnjrsUeuIl3DZxYQDhyUmfG9IPMkjUXGpB1JfHXfsvZtAOgq3lo32vgbm25ZzKbWdQtwF9mf4exWAf+kHN4Lb+D2F7W2W5jXwiR+lj5btAzO2N27XribH09PTnz4w9qW+Y1DKU8+XYwpMJXD02R9ZOeQxaxIB6UT/qUs7z5glwafTZZgZN41U/XP84bk6n0g9U2KtG2va/l5et4Nj2epTlT52YDsCdMBsKy7NnXw26QUn8Ms2pH8+zZAwp+5A6T3kQoY6LGKT8rRWr7RcMvicnP95Q2ufxShrzwkzp3PHxD01xePQ+xO1CPxhSz7sIM4TtXZRr1TyjjKOYnZ//ci1ruUYwkAxx23Y9UdcuZXxIXQkztA9MmcsQBlFeX7xgmkgra5lCxMv9sawvYjZlBl1lZ9ohfaO2vHeFva1+oMLeRV+/SRFg8Dg9/Utzh5+CHR39vrGcb9tb+Cm/+/UJ8ASCwaN8EoGARdGnX2zbALGICE8OmE/Jexr19K9FcT0vgUUEuG64nniyVTqm5qGUZS5vec7j/SCAsYxxuJQ7TCVB3pZPYHaFRruS2sVn18Jd10+F/a5bYOT860dyIyc/meQQFK0lqH1sNa9g+8KkZDCkzjDcRZf5tbEYzqvjtjDg0TM3IdyclDco8+rGuX3uB4vYrHt+CNt185hC/Ey/ypSHeWXalutpXh2WOTe0D+wqFxR4DCNMGVnktoUBchZ5y/tD5Q3KvPrdVj9QYZ/XChM8h/DsevzCBYMCy7ZPLnVGGHRZVD98uFrrkedUWQ7pBxE2NZcI1/v370+1eqOUi76xCwywrGPxQVEvV0ECkv1glK7SmcgQtp0Rd9QTebEL19MyzYMMGTK2xEhQj82RtduirC7DJmEzBu8CA+Qs8panTOWCD1PpByrs6XVbsme+LkKgVsK63mDekirNLSb14gMN5YuERMhd/ePH7VKPPM6tLaqEYZu3isjczCd8ckg/YJBgqy1jmXOIQrLNjnm19QddqA/1pd70iW1mwHVOHbH4oKjXyjp1tR9srgcPYbu53G8/ZWQssjbyISXI/OVHjx5t9fWU+iy7HzK2EAYXVskjKw3lRif+27ZHzna9x8CYm7pnv40M2np80fR9pt+Wynraagr9QIU9rbElezoSd3vMG8vdO4IWxXToi2hbUtWmmFwkbLxImPpygpfvEIKZHoDiDoNyPh3HsBry0sg2MaGsQ/sB4Zh7mvmnMOJlGthFwG5b3VNeXnqiT5Q3cwheFI7nz/+YYA2rbWTAAEldUNTTz68r9bcD+0FNZLz/Q9mOl+PdpoSc5Ab3+PjTlyu5vt6+fdvI0CiduyxTulpgyNgCN/gwLsVwxLQKtl0Yf5CnyKLyZg6ZSv+IIWFbGTAmImupC3P108/rvjCJfrANX+CyjDcJ8NVKvszFV9nY+AJZ/XW2mzG2/x9f10t92fP1uHyBLLWDASwSDkZ8nWzbHXWqv3RKnYb0AxjBKkzY87XMeV8ynCKvPga0b77+Sd1o83zVNfXYRgb5ql7ZbuUxPOL2qR+kzre1H8L2tspyG/kgF5A16Wv0s3ps2cbraQi7fFG7ri9xh4wtxC9lEQy35Sun4bOIAV+VTt+grvmqaxl/2xjUukXql3059t51P/gNoOs7Cf9LQAISkIAEJCABCUhAAtMg4JSYabSDpZCABCQgAQlIQAISkEAnARX2Tix6SkACEpCABCQgAQlIYBoEVNin0Q6WQgISkIAEJCABCUhAAp0EVNg7segpAQlIQAISkIAEJCCBaRBQYZ9GO1gKCUhAAhKQgAQkIAEJdBJQYe/EoqcEJCABCUhAAhKQgASmQUCFfRrtYCkkIAEJSEACEpCABCTQSUCFvROLnhKQgAQkIAEJSEACEpgGARX2abSDpZCABCQgAQlIQAISkEAnARX2Tix6SkACEpCABCQgAQlIYBoEVNin0Q6WQgISkIAEJCABCUhAAp0EVNg7segpAQlIQAISkIAEJCCBaRBQYZ9GO1gKCUhAAhKQgAQkIAEJdBJQYe/EoqcEJCABCUhAAhKQgASmQUCFfRrtYCkkIAEJSEACEpCABCTQSUCFvROLnhKQgAQkIAEJSEACEpgGARX2abSDpZCABCQgAQlIQAISkEAnARX2Tix6SkACEpCABCQgAQlIYBoEVNin0Q6WQgISkIAEJCABCUhAAp0E/q7TV08JSGBtAoeHv519+PBhbjqHhw9nBwcHs7Ozd7Pz81/mht30yZcvv2+yePHi3zedlelLQAISGIXA+fn72ZMnXy5M65tvns8uLy+VtQtJGWCqBH7z8ePHj1MtnOWSwC4RQIE/OHgwOz39yySr9ejRF7NXr/5z9ujR40mWz0JJQAISWEQgCjwK+lSND8raRa3o+S4CTonpoqKfBPaMAJYnngaorO9Zw1tdCUjgVgkoa28V905lpsK+U81pZbaRwDff/GGG9T2O4++++3aG/8HB3zfbs2dfN49zX78+vvbjMTDWpNJxHutN4pHGomk5xD89fTt78uRpmdRnx0yZSbrsU6bPAuohAQlIYIIEtkHWotCXsh9Zy3igk4AKu31AAhMk8ObNyezhw4ezy8tfZ2dnf20UcxTxd+/eNX6Z745gj0NZR6k+Ovr9dTyEP4r1Ike65NfnSJcyURbKRP7cCDx79lVfFP0lIAEJTJ7A1GQtMh25jZxlYwolBhWV9sl3pY0XUIV944jNQALLE+BFVOZg4jjm5dR79+7N3rz5qfHj+OnTp38T7Aj3y0ZZx0pexnv16lWj7KPM9zkU73beZ7+F/ezsrMmfsuDIn4EEBV4nAQlIYFsJTEnWRhYfHh5e40T2YyDh/SLdfhNQYd/v9rf2EyWAkC4dCnKf+/Dhqln5gPOPH998YTSKPhb0Pof1JuH6wuTmAGtUVpPpC6u/BCQggW0hMCVZi5znPSJkMts8Q8u28LWc4xFQYR+PpSlJ4M4IZJ46j03LeeYccy7nuwr4/v37zxT9OlxWXHj7th1ESJcpOg4oNSn/S0ACu0wgsnRTspanqM+eHc2Oj9spjshapjWiwOv2m4DrsO93+1v7HSEQC/zr139a+PJoXeXWmvNz7f3Zf5T2TLfB0o7y3r6IerDZPIyhAAAbAUlEQVR0np8lrocEJCCBLSBwG7K2XI4So8jJyY/NHHas78l/C1BZxJEJaGEfGajJSeAuCGQ5RqzlpcMaxKozfdNY+GATA0Dmppdx5x1jAXrx4kUThPnzOglIQAL7QOC2ZS1GEhYSQJZfXl7sA2Lr2ENAhb0HjN4S2CYCKNwo0VhjMk0FAc+KAyjkz5//sbM6zG1ftJwjEVlCkq1Uzl++fNmkPSR+Z+Z6SkACEtgyApuUtTGwlCt7IXN5mslc+3q+/Zahs7hrElBhXxOg0SUwFQKsIsCjVB6fMu8xa7u/efPn3seoTIepX1Ttqg/zKlm5oFzjnXD4L2ud70pfPwlIQALbQmBTshbjSlYCQ4bnXSFkbPy3hZHlHJ/Abz5+/Phx/GRNUQISkIAEJCABCUhAAhIYg4AW9jEomoYEJCABCUhAAhKQgAQ2RECFfUNgTVYCEpCABCQgAQlIQAJjEFBhH4OiaUhAAhKQgAQkIAEJSGBDBFTYNwTWZCUgAQlIQAISkIAEJDAGARX2MSiahgQkIAEJSEACEpCABDZEQIV9Q2BNVgISkIAEJCABCUhAAmMQUGEfg6JpSEACEpCABCQgAQlIYEMEVNg3BNZkJSABCUhAAhKQgAQkMAYBFfYxKJqGBCQgAQlIQAISkIAENkRAhX1DYE1WAhKQgAQkIAEJSEACYxBQYR+DomlIQAISkIAEJCABCUhgQwRU2DcE1mQlIAEJSEACEpCABCQwBgEV9jEomoYEJCABCUhAAhKQgAQ2RECFfUNgTVYCEpCABCQgAQlIQAJjEFBhH4OiaUhAAhKQgAQkIAEJSGBDBFTYNwTWZCUgAQlIQAISkIAEJDAGARX2MSjeURqvXx/fUc5mKwEJSEACEliOwOXl5ezs7N1ykQwtAQk0BDausHNxHhz8fbM9e/Z1k+n5+fvZkydfXvtz/rvvvp19+PBh55uFuo6haJPGy5ffr8yL+JSlyyFUHz36ojl/ePjbriAb83vz5qTJd4hQT1j6Tu3wow537cZq71XrAYdV+wlxv/nmDytlTf/qu9659sv2pXxwyka+XbKAcH1tSprEiyN9wnalkzD1/vT07XUZUpZyTx44/Mry1+ms+j8clinzqnktEw95QJ2R28u6kmn6Q5lGPQ6Edxm27Etl3HWOSXOobFvnOlinjIkbWR027MvrMv0Gf/o8cjGONoNl4hJ2kSNt8tyEo3zn5+cLk06/oe/FcV2UdaHvpE9yjvbM/8Tp28Ohbn/SgFOu88RNWbIPG8LmOGH3eQ8/2reUw/Ao+yfMy/4ZXrRz17kybvrwqszp15SvdPSXUgbRv6hHXJk/4brkfl32yEvKW+eXdFfdb1xhT8FevfrP2Zs3PzUwgHLv3r3Z5eWvzXZ6+pcGRCmEEs/97ROgU9Lpzs7+Ojs//+X2C7BkjggAhOkUHX38m2+e30nREEawefjw4Ur5M7CuEpe+g6DjmsfluqYvwYNrHz8EI30NAfzixb8355ARlLkW6gwCXYKaNMqBOxV99Ojx7PDw4ez4+Id4Ldw/efL0hkwiQspFuZFTUQhIe2x3dnbWlBk+U3LUmTKtUue3b9/OwpW2LR1tR9pcHxkL2BMu/YLw79+/nx0eHpZR1z4mz6GybdXrYO1C/i0B6t/nuM7K64Jrj2sFrvBlrC2VDMLWClWZNtdd2qT0v81jyhCZUeZLXS8vL677Cn0i4eifz5//cfbdd9+VUXqPkWvpfwkUTmEXf/iTPjKF/nlX8jzlmeoeWUv/Kx39jfZEl4Bd20bf3ggH72fPvmrao4zLMTKxlMGr8kc/qHWEXB+PHj1qytaW8eLawEXZ2/L/1JynD2TcSjm7yn5wcNCEf/bsKMFG29+awp4SAw1QGczxZyA4Ovp9I1jS4Fw8fXc+CCG2OOKUd7scl3HJj/S42+m6S6NDlecQDHEIN+L0ORqUO8OkSzqkF0cD51yES87VdSQc6eE4x3/qmfjUibqSfsrIOcJSxzKvWokp608Z373rfixJ/hHohOM/edQ863qnPJSdMhO3jEOZy/Ilj7BYZ8+FRP4w6HPzygvTsqxhDrO0A/u4uk+EEZxqKwF+nMcN4Vj3n+TZt0dglGVPH+M6wx+HXy2s8K/jEh4/HCw5Rpgt6xDcKGkILrjB9/nz582gR1oc55qkHxIug2AU7SgphKNcDx48mNUCsC3fF7MXL140adTlPDo6atiT/7Iucer6R6mmP9OebOX1znEpD9L2Q/IveZN/+mH6TcpEWuRR9kn6P344ygCzxKcM/CcMe9IjbNqaOGUf5nx5PdMWtEuX6ysnaZMO/Y6N4/r6RPnC1TeF5EWfuLhoz1PP+/fvX5edOpBW0i05UB7yYo9/2RbwSBlII21DuHAhbq4hykb4sl2IU6aZNMKmlHGc4z8bPEm7dLQT1/siR/7IOJSVbK9f/6mJRn/ERalJO+EPH8rP+Eo8blDgin+f49plLI6jzHBLnSlvyTuykHBscEy/Il7JNXWFBee6HOlxk1fqBwlHvqkffvQb2pkNh3ygT5XXY+LW+6QTfpwnX9KAUZkGYQhPG1DHus2JC+ey7cMB/6448xikrDCCWcmwzJvjtAt5ELYsN+fxZyMNzpfcy/OkU8Yt25VzZb4pX7mnzYkPo9LRn2AHU1xuzvOfOHDrau/62ivTXeaYdNrrry1D4pI3554+fdp4USaU9pQlxob0FcaTlIkI88qePMbe37rCHksJHSIXGpUqGxJ/GjFCCssWF2LZ2RaBIDzwY9UnvQgu8qIBEQB0NMqCkEKoxcKXDkrj4d/liE863DUShvxw+GVPmNYyh3Xxk+JAw7cXeHs3Rnw6BnEj8EiDerRPIP46+/DhqikrQgUB3Z5v44Vne5fYWjHhRT7hSfrkQ3kpV5eDTTosafG/zecTz7rehIdX6t2Gv5zRwVMvyteW5dem7HT2vjJ0lWueXztYtVbdrnAMUGU71eWlHXAMaOlrXel0+VFvhBL9Jmypa1/dyn5JO5flqvtPV36lH/ERxOV1Qr6UCYWZLX2e49LRFvSPxKXsuLBI+Q8OHpTRFh6TLm37+HGr4KXPlfkTJo6+WeeBjCivAQRq+mHiZY/iEoEav+zxp37zFJSErfe5YYBf6VAiaUMczLgW0+/hTttHHtDPOBeWZTr1ceqLYtq2TWtxok/EEowVCkdYwpRlwwocjpSRMAxAlBF2rRx529zc4AeX4+P2RrLuwzDFj3bEobBkgG08/vYzr5yUjWsCR/mTZxk/ylKdNn2CjZs09uTD4Em5Wh6tcpD6EyYO/tSXNOnL9DvybmXw++ZaJT34cDPGvrwOWln77tpokbaDLUzK6zXtG07kR3qR1ycnP/7tpuKgqQtlTFkpA2lFjqf89Z7wiRPlK9coYWt2iU/71i5+5J16lWG4TsirvFY5T9jcEMCB/EkjfaSVme3YSf3Tr4jLf9qNMKenPzfZkVb6Rpk/x7R53zmu57LcXKPUPwyoH2HoK4scYek/uc4JT9rILeof//SV+qayTp9+Bzv6Z/p69BXSY4woHX0mimLpXx+TJvKQNOEWeUJZy75Yjx0Z8+ijxG3T+HSd1Nd8LN+kS9nY0q6RcemHdRn5T58gr/Qx/AgPv0X1fPPmz9eyq0ybvpO00/ep87KOOLRBPU4gJ+kDkSN1utSfvoujHvRr+lqZTl/Z67TG+n8HCvvDpuPRMbjjoyHo7HSgODpbKxBaWAClQ9GAacSE7dsDNXCTHpY9XIQPYWgE0o9CgB8dtL7AuvIhLBdD4iY/yo6j05MW6dORX716dZ0M/xnI0iE4kY6d+PhRb+KTNsdwqxnwnzpSP8LhSJd02guv5Um9cZSpFsrNiTk/JU8EYsmM9NjIK4764YeL8oYlFJe85wmAJuDAH+rcDgLdU2PmlTd9KhZg6lVamBYVgX5CPeGDoy+QxsnJJxZlGiXHRf2njNd1HAGSAY58STMDFnzTH+r46X+Jy3mEevoecUmPcMs4+icuPLriwoZy0Q+SX1c4/Mg/11cdJvWt/cv/JY/Sf9ExyiTp1w7FmHKnTJQvdUhfyDn6Bef7nmaVaUd5RYnkOoI/1zCcSAPZgB9byoZ/HP04TwMoI/VmAMVxjjLyP+1y7157Y8B5yossyrnUO/UifpfCsqiclGNeH2LApA7Jj7JQPwZ/6g0/8saVLBqPQllNOSMbkZNx+HGePKgjciJ9FL+XL182eeU6wA8OCUN5Ur6+9kW5IzwymPQJT/kjR2DHf1xu9mBHuMjClLfeJ3zqyHnyidKe/FBKGEspB9zYSBu+MIzCQ31wZXrJs1aA45/0+E8fIi7lp9+0ymB7ncCNepZpkz/loK5lf03a9T7XTu3Pf+pK2qkLZSjHT8LAGgZlGbrSwo/rJe2ca4Q6lGnkfK6trrSIO2/85dqlPITBpXyL2p6w8Mx1DBv+Iz8p5zzdI2MebYcjjZJ/+jLp4EibNiLtmh3cySt9uIlQ/ND3uvpy+i7yL08C6qcAlK8vXeQHLvlTBmTfMko7zOFdyoQUPdcCN1bpU7kZTRj26KaUn3bONY3/vLKX8cc8/rsxExuaFp2DjQsOIUHDcEwn464GQU4jlh0sHSuNuCivcoAhPVwsUGVcGoGGo8FWcXTudCDKRno40uQcFoM4OnXt6AyUr7ygyzAoUXE5TkeLf5hEiMc/+y6e8IkASbh5+5IndUx7JA7nacOUraxr2hElYVOO/kT/4eavLtu88oZdWd5wXlTWtDFtWN5wEi91rtMoOXKur//U8er/ZX+p+y514Tz1zk1gHZ//6XscI9SoTzhwXc4bpLrSwy/t3yeEuVYoVxSkvnTG8od3Bt1l0mSwyWCXeGFa3nhTX+rKtcR5rgG2ZR3XKH0G/szDZTAvGaY/8ZSNtin7KDzJO32L/wxycfRx0iqvi7J+hM8NJulELhCHc7gybtLleltUzrIOiZc95SK/uv/CnQGWOlPXMo8oAeEBr8h3bmATjzxQ5lDInzz5XVN+zlGell97jdA3SlbEI23Khct1QDj8eGpYuoRFKeG4VMJSRvLM2BOZgcJUK5tlujlOOUiX8JQDBSP9jf4QJomTPMif64z+RDtSDmRw2jThs2/7yafxKv7lGNamcW92dXXVnC77DmVrr4dPaUSeJK119tSbfhhuyK+Wxc/X10quC5gsyhtDEmlQh/ImOH099YHjvLQyhvSNv+m/uV7oK/ilf8xjUufLfxjj6BtdugfnqFPqkfSTVvoHdWcrHWWibDwdaqfitHIj104ZlmPyQd7l6Ul9vg1z3jx5IG3yyxhNX5rnoieWYRjPuHbqa7YMk+PwIWwfa8rPzQzXCeGRFTDNTRJppRy59uKXfG5zf+sW9rJyCGbA5NED8DJYlOE2fUwH5e6t3hblS3nbO6/2TpDOVA/yfWnQObjbpPPh6FBdnXAZJTePsMp60Nn2xSHI4YpAuE1Hu5XMOR6ikK7TfzJIc/3Uebf9IDep3UKRwSV9j37LI1X6YAY8hFMUwLFYZoCgnTJ49AnSsfIkHfrEMo52IU6pqBAfJriUPX7lIJpH4mWbdF3XTULFD4N+0qVtay6pA4ofA25ZtljnGQAzGCPT4lBokzZ+qR/TbzhmYCYeedI2KS9xSkUm6WU/pJx9fYj6kDfyqWTFMX06gzn5l2mkrumnhIMdbUN6pfxFYeFaQJloB9tMKeIJBC+atddIzRoWUbBzHeCHK+UxdWBLGRInfMqbMPJgww8FB7a1QpV45T5jU5RU4qS8lD8WQeQN7Kg/Zc61TT4ZF3KNt/X49HSmzK/rOPnV57ie03c416fU1fFW+U/bspUGCOoK/y6dAf9FLizpPyjTSZv6cg7Fur1h635/o04/nMv+nPEXyyzlpB/R/smrTqP+38ceFqvqHsmjb9yiP9NXuA7hQHnRVbo4czNIOrlekzb7lJ0n6zkOj660yrjzjmnb9hr9tLJYLOTZR7ei/KUsLNNNO0dm8D/tVIbLMWmlX8Tvtve3rrAjYIBZO0DgaAwGIxqkvOgQQrgI6vIcVoZ5LoNbBHQZth2Uuudzl+G6jrnIaWQuVDp3O/i0gp0OzLlYf4jPRRZHfdqL96cmLvG7XBknd/JhlfBhksEs/tl38UQQrepglrIkDdKjvl0XbsJsek/eCA+EQfoLec4rb9h1cS7Le7O/tYNB2nhVlvP6T5l313EUh7JcZbj0hbqvJAyMEFQRyvAiLfoKLDiG2xiOtBjYUSJQLMoywbBkT35cF2PlTXr0y2Vc2KVvJG5drsgoFMrksUgWkRbxGFgYCHHwgUGdX/Jlj8Ur3AhbPv2Idbft5+11mPIQl/qUSm+uXdJIXUtFPenRNvTteeUqy9hVzr64kcVlueq0+E84yhFXKsH4EZ8wpXU9fGM9hAUDMf5s8OvLl/NcCyhUhJt3HXANcR5LLWWs257zpRIfOcR1kOmZqVffHuMDfSVGiORJnUiP/HHZJ53Uk7godpynXmzETV9K+Hn7cgwjXdKCXyzGXNPIERSjuhzz0l3lXNmv58UfGg4OtEd9TVE/WLNlSmdffunjuZa6wkVpjEV8KP9cq0kz5Vw0dqSvJR574uLoq/BZNG5lfOAGhPDIhdKlj6WP0tfwi4JP3yfeqn0CXZFxo3Q82SFN6lDeGNXH3HDQdpSFcrFxTPlSTtp4Xtm4btJeKQPhyf+u3K0r7O2LiO0KCMCLo3EAQcdm4xg/HOG4qOiE7da+lJYOyGPPeS7pIdRxNCSNhkDPm78RiORFJ+FR2yKXF8Q+lePmC2ZYHMgDIYkry5lBKBc5nYk61o4yU6YwSF0Sjg4Ek1LwcI58qSN5c+GVPPGDwaoug1kGRNKj/LlTXTXdMeJx0wQPeMXNK2/6FJxhSTyUozjO4xCQuJodbRzBkPNc6GHTROr5WdR/eqI13vQf2pyyUm42rhfypg55ZN0nXPBP36P/pv/Hn3366Lxy1OcSJ9cE5eIxI0pVrawTl8GQMPQfHHzZ+hSqOr9F/xmUSqVpUXjOZ1BI2ycOaZWKcuqIX67LyBjOIUfqAYe00iZRhHLdZ34kadGnkj6yiDbFUgWr0nEOXlEACJfjhIN9lAr8aqUXP9LA0Q84Thk5jsGjCVD8zCtnyl4zTPT0vfSX+Jd70qC+ZX1QYMr/xCcMYSN/8GPj2oAHDmWjDXt1nSZla8O183YJyzWEH2lRxlwH1BWXtoILgzn+lIf+Svz047RZ2V9oA+KRb1mHJuGeH2QXjnSR5xkTkTu4pNOW+9NNIPHIhw0+yIWMaeHUJFD8UL60W+Hd5E25ca1y1soeOKWNyIMysJ/n4BnZNC9cfa5sq5yDCemlbfCPgjv0mk+7kQ55xJFm6lKmn/Plnni0A30j/Mrxl7CwIgzXNemR3xBHehlL2NPHaNtFY0fGvPRH4qY+5Dtv3KJf019SF9qeuLVMpk61ovzp2mmf2NLXIhPJl3LUbdbHIXVIOSgD/NL3++LFv37aSVlSZva0A7KRNHGkj8zI9cGec+EGB8pCue7K3brCTqdl4AYClnaEEBuOR5c0JjCx+BCGc4TjoiAejgbjP4Mh58vBqAlQ/SQ9YBMewYJix0Z5sA7QMMmLMsTi3Qqo7vntNGhZDgR8Gpu8SJ//CErSLh3xOMfFwTku9k9xP31YgrJQ/5bVg+ty5aLnwqLs8CrLQnpYm6kfacCOzpn647+qI2/SJg/So378ZxvLhRnpZ8vguygPWFDnuEXlJTwOluGcuOkL6R/tnNhPF2z6UfoJ5SY//Bc52rtss7r/ZJDOYFmnRx/F0k652bheaGf6e4Qr7CJwyvjUOf2B66jsDwyo5X/SjqJAGjCinl0u/S0KGXWg3SjD/9/O2d/EDQRxVOkg/0c0ENFARCOhglBBqCRUECoIFYQKQgfXAR1c9HB+MHFs4oP1B6e30snHfs34zex4dwxkvcaeBG/6w+El/Ibk9+tglwAbGf0+/Z/RHbv0C3OFK21s4PEP+nKFaWIM90pcSsyqc9GXtcL9wwJG2BK7UfgOl/CKXZFDn9rGgYf5MrY7oDxlpNGH8fV+2NRkQ5MYmA0fbenLOD5101nv4zk9Oxl//x1SHTt2KKp9Ygfuj4Iu3E+1Qe6bZ0L60beLAe//rOduDVDHnPRLX/7LAyVrn3rquNZ1gBxsiQ9gs6xz5qTgw7Ds+xgbq5R8zx/fp74/JvVcsXX1DerwncQX5Oe5QRt6004MotAee2bsWJzO4RnGteAr8Q9swJzIyVuCxB/q0Lc/vs6Frvg9vn1owS7IT/wgiYIu8QHm6w7VeeZ1h5yx+En/+DZ618KccOPDff2vhHPWbH3+Zmz+/iEZe+Ii9wKPsYIe3Cf9mBNfQCc4co08/Dp+AP888+Jb3RxPcQH/qf4af6YO/6gxhjbqM/+YrkP1zEUcjM3YEPdtNjSOutwD8hmPn5HUQJcWBbbowoEi88M06yMckEs7LOGftdVCh4Pn2M9cbm9/7k9OPuyvr7/PLOm4pg83rpZlCeCr+Oxut1tW8IC0s7NP+7u7XwMt61XB5+Liy6gCl5df9+fnn0fbl2rIGooduZ6eflxKvHIWIIAvska2Vm5ufjzEkLp2WRd8+mVLfgnLq6tvjyoSB+vPjw0b/HJ/f/+wvuteY0vxk3jUjz/4wxhfYmjLOAqLIf/boCmPQiVYt45Ni2fYDz5ROEACMxIgG8HpOb+rRgaH/5jBSbtmbmZUYXRqMkNdBv3fbO/ooAUayNYkaz0kjmwnuj+XaRsa17oOO5IVih15S/KSLFFrvZyvDQHWKlnHqa/I20gdniUZOFo7vbq3R8QRCmuBNylDum7JL9EPpm+xwJdseNb41uIn8ahmZ/ETdKx1rbjzRoTMcN5K501nsvut5DjPwgTmPsoky8VJveVpcW69154/3Lha5iVAhoPMBz4aP01Wdl7Jxzs7TNdc76wbshtk3SzHR4DsFWt1KxlDsrpjMQQ/RNea+d2yRXh7lqwveuf7lnVOdr2+0diKvugER/zgkOfKazLsyGE8cvngm2/Bjlux2Wv0gH24t86wv0Oxhc8IipOABCQgAQlIQAISkIAEJhLwV2ImgrKbBCQgAQlIQAISkIAE1iDghn0N6sqUgAQkIAEJSEACEpDARAJu2CeCspsEJCABCUhAAhKQgATWIOCGfQ3qypSABCQgAQlIQAISkMBEAm7YJ4KymwQkIAEJSEACEpCABNYg4IZ9DerKlIAEJCABCUhAAhKQwEQCvwFGQ03kNb9qAAAAAABJRU5ErkJggg=="></p>
</div>
<div class="specification">
<p>The scientists tested the expression of four different mitochondrial proteins. The protein samples were taken from leg muscles. The technique that was used to quantify the amount of protein expressed was Western blotting. In this procedure the thickness of the band is an indicator of the amount of protein.</p>
<p style="text-align: center;"><img 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/fe+3dK/9nP3pG3kfaxnSLjpuYENzzt2bJcXGQn3YT7cIlF9CZfYt6/rR6p47bvg+dttMOnxT5PR1hyMFuOc8/laQ55uT/ZYy+ks50iI7LHPSFb/L3//t/OSyki81FLTZI+LgPadjui2cfPIwJNxp/HXmmdGoFG4LEI4O364IP/Q543PHMMvnjNIK9PCv94rODv4CL64WGGWKA3ayBDXPCAs/FoHw8kBCce/pAbvI5sT5KhTDf8E9y4RN38MZkJ6R+LoBPp4Jq8EBx0YXLA9m31GOu5zcfBk/1ts8OnxX200dgDMrBb2s/kjac5TCgzqcwx6XmaEju/ScbjdKIcnnXfL/9Y989oiynbdhsken+bEFix6MttUrh1bQQagUagEWgEGoFGoBFoBF4UBNoz/qL0ZLejEWgEGoFGoBFoBBqBRuDWIdBk/NZ1WSvcCDQCjUAj0Ag0Ao1AI/CiINBk/EXpyW5HI9AINAKNQCPQCDQCjcCtQ6DJ+K3rsla4EWgEGoFGoBFoBBqBRuBFQaDJ+IvSk92ORqARaAQagUagEWgEGoFbh0CT8VvXZa1wI9AINAKNQCPQCDQCjcCLgkCT8RelJ7sdjUAjcA2BN9/88cRfb43As0Sg7fBZot91NwLPPwK9zvjz30etYSPQCDQCjUAj0Ag0Ao3AC4pAe8Zf0I7tZjUCjUAj0Ag0Ao1AI9AIPP8INBl//vuoNWwEnnsE3nvv3fmT6XwWnPNsucZn3rNxzOewx7TkI/1Yxkcffaj8v/rVL+d6+GQ8GzLyiWzK/uxnf6FPvHPtODxgrOM4L/n5NDzlucYf5am7t9uBwNi/xzb01ls/lV3xWfZsP//5Xx2kPan/H2eHY93YDufZ2g6DRO8bgUbgRgT2vTUCjUAj8PdA4K/+6l/t//RP/8n+ww//g6Sw/+M//kf7d9/9m1nqT3/6z/d//uf/dP/ll1/qj/ykZXuSjMj88Y//mYp8/PF/0j7pv/zlv9H5p5/+F+nyF3/xL3VO/pRBH/SKnp9//rl0Sl4KJD/X2JBLmdSnxP7nuUTgSTaE7WGDsbvYzminT+r/lIlNxS5iJ7Gt2FpkRy7A5Vryth0+l+bUSjUC3ykC03daW1fWCDQCLxQCEIlj4k0DIUYQn2zkg4CTDvnlGHLEdoqMkKCQm8iFWCHrUdtIgiBMj8v7/vt/eyPxph0jYX9UXZ3+7BA4xYbQLn3Mnn4NqR6vhWCnNWP/P8oOsauQ/JQb922HIxp93Ag0AscIdJjKjc8LOrERaAROQSChIm+88cZB9h/+8IcT4QCfffap0l977bXpnXf+UiElPOrn+NVXX9W1U2WQGTnjhvzXX//hmPTIY3QiDIFwBcJdjrdPP/1UOr3xxo8OLnEeHQ8u9Mlzg0D650l2+NZbb0/0J+Ep2Oevf/3ruQ1P0/+jHVI3dvWjHx3azSz46KDt8AiQPm0EGoHprDFoBBqBRuDbIgAJYSMm9qYNwhOyDBF6992/UTaOs50iI3nHPeX4C6kfr910/OabP5nee+/fTR9++KHieYnpRbd33nln4lrkEe970/Y0dd1UvtP+4RCgb9hOscO3335bkyv6PrZJ2VP6/6YWpO6brt2U1nZ4Eyqd1gjcbQSajN/t/u/WNwJ/LwRChD/55D9f81ofC8YbmQ3P9K9//dc6PUXGTS9RUo6/pyFDECH+2Hjx8/3339cLm+iPLDyeHPd2uxA4xYbSImyP/DxVwQYyMfy2/Z+6I/+UfdvhKSh1nkbg7iDQYSp3p6+7pY3A7x2B119/XTKPybK9zn8yE2WuJzxlDFeh8KkyblIez2ZCYW66/rg0SBhecbYvvvh8+sEPfnAQWpOyhLU8yuOaPL1/tgicakMQcZ7W8IQEQsx5JnPftv8Je4GQf/yxV/d5WiTaDp8Wsc7fCLx4CDQZf/H6tFvUCHxnCECGIROEn4SQs+ecdEgKZAfSQ96f/ewd/XFMGtspMh7VIMh05JOHY4gzSx0eb3jmSR/JO55xvOEQKnRDl5///OcibJRnUkFMcEj7scw+fz4QOMWG6Ef6k36mv/NkJk9s/j79zwQT+bkH/C7Dn+ipyzFCbYfHiPR5I9AI9Goqx6+09nkj0Ag8NQJZro2VVY5XV2EFFdJYdjAbx6RxLdvjZGQViywHlzLsSWPFi9TNyiesrsE2rmLBeXRJXlbASF6us8IL5XMduay80dvtQOBxNoQt0J/jlvzp4yf1/+PsMLJiO1luk/raDkfU+7gRaASOEViR0HOSRqARaAQagUagEWgEGoFGoBH47hHoMJXvHvOusRFoBBqBRqARaAQagUagERACvZpKG0Ij0AhcQ+B/+V//t2tpndAINAKNQCPw9Aj8n//7v336Ql3iTiHQnvE71d3d2EagEWgEGoFGoBFoBBqB5wmBJuPPU2+0Lo1AI9AINAKNQCPQCDQCdwqBDlO5U93djW0Enh6B//F/+p9VaLVaTfvp+vveq2k1rdbrab/b3Xg9NZKP8uzXm40l7fcqR56bZO93rm+1XknMerVmBSgdJ3/kVuI0raaJfLv9DqE617X8s58m2oLOu902qSqz3pxNu+2Vy9aVA/nHaYN86pyQKx13B7KRkS165/xx18gTudurKxUBC/23Xk8T+A3v4I+yI5fr6/V6om3bq8sl/wpo0Ne6CS/B5fNRFhWnzvRz9OKcbcy/Xm+UFv3Ga75gecfp6KgyR7ZEXSvJrL6nzfv9QT9Rp2y09KEvUv9cJzYMZhOYkD/+qP203V7NbUz+tE1yUy5lCjfqGLfIv+FWGbPpOH2nPoiJRFzOyZk0jqvfIkwYlk0f45k82YNj+pnjUVfpUm0hT/o7ZbeXl64bWwK7uie5HlvjODrk3tX1YDW2KYKrbeDPdqwj/cg9qXuLmkrWalN9R/nCJHVH9LyXuYwg+soB7uhevzdcTT3DrTuLO+4P5a+M0eH//X/+y5K/jxqBJyDQZPwJAPXlRuCuI3B1eSEIIK/jxgCcgWcc2DWIQ0ozWFYh5WVQ5D/IVpGbWeYwVl67vvMgvV3t50Fyt936mIlAkTPtp2naTh7YkR2SRv5s0TskgoEX2SHwyAnZiEzKRi8dDyOysFjtTBggKftpkn7rtXTcr9w4DfZFoKNDdBr3B3pNJrvBE1IO3quBBEJklDZgHr25tt+bHJM243bE8Y5JWvRBz7lP0X23E077gfymrhmX4uI6r745th9hUiQpk6KRDIVIy15o76YIYhHq6Kc9eNfEar81XiHjsw7YwtlGhEt5z7ApT2bUF7FN7CSksWxyB8FPv9HPw3at7a7QOUJCxzSOx3TnXP4d+jWJqSMY0tfZ0m85P5gcpB5kQmq5Z/e+95A12wxklnvgaju3k/xgqbaX8NV+Vf2/5yazvRdBRkfhGEXGdkSPo2tqVzBm8qxbZz3tsPndftqG8GcCrcludQ75656kLboHh3vSF4fJ6vj74l8h2zWVIhIbmnbTemLiJ0AkYpSL7ZOPduoeJVvVrcyIKb1y3vtG4BQEmoyfglLnaQTuMAIZjJfh3wO3ht4acHdFagRTkePNNJYwgBrMBu+kUodBknMN6jcM7Bqg94unOPWviyCMRECErAiGSNQ4SIZkTLtpg7e19IFoTMiqNq1WC4GNl2wmPkXMNPYzkCPDTGJa7wePI4N3JiYM4oPHV1gYluv/Ql5Kr1w8m3iaUGQYJ/y2JibkgyCvp0mYF54mOpUfFdfOJ5ySZyAv0gdCEiI9kClBwwRlKw1E2CC0I1EZSeBx26RLYZH2qGwmZVybIEPeRrlp23rHIw/bh4hQ5WWH/KQtfbRkiD6rnZ/gyCZ2+2m3rqcnlTWYifTKsa7ZwuxNTl2LZFU+20yIGiihT3RSuQHrpGfCN8qVDkMFY3+t6bfVpL5OlvSb8qFOiKKymrgmjX4UPtxH1debPcbE/7aPqIke/OdJ7F5PViRnv5rx4ImLcwks43BkW25rJYZH5/4muezMJHalttGmPVOHbRWQgvQ/BjC3XAci0EwMsO/YbCZW7pAU8D73biFFIve328v9uuHZnSf6vuhrlCt7tRJ2OKyr7lSS38uc974ROAWBJuOnoNR5GoE7jECIaPaCojxdGSpFOAsjBl/y+rG2znSFQbsO5oFOg2fI7+B5J4xF3BYvJ2Q2HjII29VW3ie8epQn9EK6rVby9FHH6t6ZB+Z5cGYgDSGw13uzckgE+fGei6DJI+6BGJnSeWfNdV6DMceqc7269shebaTMbmuigswrE2d50UIG0t7oKMWNqAmMvW6QXiYX+zPrH0+c9iLtzkdx2mgis582Z/y8r6YVJFYXvYtstarqnknM3KHOO/9LvuAh/uT2zDJq8pD8s7wih6S7r3WgbJw73AGvpklvyrOPntSr89pzHE91rqXvlLF0PfAe17zQfbYW6wen3S44TRNPHGSt2C5hEfQbNhbdUv8xZlQ6m7YP8K7OW2E6t2e+IBbos5LJiXTkoGQqQ2TUk4+b2ra/4cmPhSNqmaxID3l01VrdZ64OLM7V7oSMMEHdEDokdWqCsaG/vEmPuheEp0LD7I0+aG+RY9UIjsGLJ0bpX57eaL61nvYbLMLebtWtvuBeq6dg2IDqwua3E84AJtLadH8xrYuWTg6utk0QQYlZEWcihb5ARl3T0wCOmbzt+e2JPD8dYBLMLDIT+4N2z1L7oBF4PAJNxh+PT19tBBqBkRjVYJWB7VHgeMBbrmZgS8p8PcSUCxnl5gFxICtVcCbUEUSWkNqUG4Zh6omuCvNIfSFWg5z5UAPxIGS+UHWVF3dI9mEN0joZ2nIwOFf9Mx5DvrEcvELlch3+slvaQnnCVFQl/5BPJIe0IralTzBgr78iGdTHebbgNOqRa3Na1XGQzknqr+NZ/2sZlz49pEpLukQMOh6IiLrVFuk8tEF5H9O3aq9wiyB0P8Rhru8xcuY8JxzMuB5hN2KPGPIdp50gfs6Cvcguaj9fODqY7XFs3wgHeA7nKV7WZopbmLu+w+xPasMjr0vmaiJ8SXWhRoV3RYeDPTpGD+7zg4uckOF66nG2GQ/lHvJX8ehCOeU91il6lw7Kf1xJnzcCT0CgyfgTAOrLjcBdRyBkQoOoxmm8RLuZ5AqfIkca/3j0X8RCQ9sw6OM9E+nQY2iP+KSxyTtaA56G491uOju/p2vyhjNE73bypuKRwzPG4IjnLgO8XvSSMDzd/F8ewdVqOtuc6xyPPeXwvscDyqCODP3H4Aq3LY8yaWtCVlaTvc04xK4upZf+oRxNKGIwh0lUW0b8kJW6FgF1ZDh8IkJiggaWTDjSNk1IEqqAJ7z0nYh55yl+xXQnbB59eJQulEvH4MXeBANlTUTSHwf6lW6EKgsn5GRSEr3lnSz15dnMhUqjptEWZCzW96AuoBzta9BrxrbaQaMkM08qeMphc5rbg+x4NxUrTty87Mgv3PJOBPjyJAFsyROPr/QqPGPLwa7Uv8b3ZjyrUXjX0dGTwaV/RiwykRrTZCuD7hJHu3NvDViqjfVir/qUcKvYfumB/Y4T1zwNyovBst+SqZCw6C8LIX6cJz2HchU1QjcPfSQTn8GxkLTlKDkX655IPHYUZm+b5F4FV2EfsxruWd/szjuW9i+AC6ymxF9ZrnPXv8GSve7nGBF5U2HKHdaTGPxpdSY7G99NOdSlzxqBRyPQZPzR2PSVRqAR0Di7DD4a4PdFqmrgehJIy0B86NlNuRAQkZjUB+dY87KdB0XlYUxMjOp+vzw+DzGLwOxJL4JNC9ADsiUyuzGxDzEWgRGhE9u0hGqfSACThxA/8e6lLWSWfjWgKwy5dErbjklk0qMq+xmnMVF0ZCHj0nN4SRMSpN4ZwniQrTCJ6FMvpKkd1ZVzj4IpJC19OZDaWQ3IX4j3gAnXKRe9x+OR2EWO8L+hr9LvkheyV7qH5HEtGI5EXXWLnw4NS9lUXPvUg9deYVBJz8t/9eInRNykbyFhIbGSUQz0pnbrvYPYw1H9IqlFIHXpBixih1wXnuShfyoEw2ovPioAACAASURBVBOxIuRFVFNNyqacdA0sVV79UgUyMdlW7D/JaRMhGdnUbzqxML+P4WPoORv25nyeyKYe4XjQllKohPv6UkMgWbrQk0X6XDXlgnD0b4MgUiw896QFz32NVhQkvwLuaeNYzvKxLZURTos+pHFmecPvXppRsuf2SktjUk3sXSNwEgJNxk+CqTM1Ao1AiF8G2H9IRCA/kIrEriq2uEiw6q3wEwbK4gM3qiNdy2Or8TPkHO/o5FUlLMIDrmPTa6RlTC0vpLxfeGsTEqNqDwn5zI1GQht2kf1NWhaDoNabsAUHvXx55UE+RANRan/FylM255SZNw6jU/GEcDO86cmrusF1bqNJ3yynDshPPSmXPZfHYxGUUY9RkMjUUNd4LccpG+wyKVC/JNP1fXR4JJZaJnHldw9qiUN0DSGDqOcpxCgd3JEtueA5XhyPH3lhzHT9+FH6junqX9ovDNyZaS8SyatzdBgmKZJRNrvcL74HaKteWNRSn6y8w7uQSyN2JFR8P0I5z9W8YKmY7arfVlkkuJqZ/OnKtF7n1xIr/Lt0kK1p6ZZqdxUei0VONKMo5ZLuNhuvMY37wPx7r/1KL6KrIb73ZefRllmHrMAYA0ueYA1Z+rAR+DYINBn/Nqh1mUbgDiEgbxxEKy/BDct+jURBkDDqDgP5AUyQxmH96VzLI3EPunLTOtRi9kgty9ZpKCyizuPg1C+SIse5V0exLkN9LHfIOskjYSziGZIlvcU7TD4iAyK8njbyp+llttXh0ony2GY5PcbxhFiIsBUNGTEZWQSV1HnaYqJVxJbl6HDJX+3mJwHyaBaWIU0Kmxnrk/L1T8h1nQqrqnMm3lzjqQGYH+s3ykq5sT3jdTXnOklMG5X1prLBYGGKs9QbV6dwFcYOeTg7j+SCp4npEh4j7JA8v9S6X+xig0d8N11dbOel7cZVeQod1am+ig6lqXBFjazIU08cVI728RIuTxgwr2rnMaWf8yJnprwzvdWLvAHmuG3x9qtcxTXPMjaLsrpv0EA2yx6v8W5a6eVkS7cetk3bJauqSCll0NS1CK8T7G3meC574F13WV7APM4TLHRBVcZLvbyou6kQM4EnZELvXcoyBKwSWOdHmjDpU7tYCchlsCfaRF9nIuM2RgPv5QBYEb5Uq6ts/DI05D24GmsTeo6tx6Fuh1L7rBG4GYEm4zfj0qmNQCNQCGSwzAB0CjAemJacKTsPfsslj6/jeQ3oR0nzqUnIErYwX+DgyANM3gy0fsRfJLcKoVd0muXEa1vkTrpnAK5x1u0rgnNEXlPfKPcg/1zRcpAyIxclbZRxTDZVehz30Tt6CgpflJyB2C21Hh6lnw9Tv/3Zsf5po9oEto/AjRrHdo96qS9GleiC2QtaTzeGPj/IWv2qtKqbejIZZFlIbITzTcUXU3fizaWXyOJCbCN/1FFlRryrLtqvv7GTS0DsY5QztlXpqtZ1+9yrmhz0eey5CD/tC+7Rddnbyy19M/8cJzToXXVKRp4wjXkWYfNRuvVaWwbYlAc8VIFxSZ+LPFcdcQQktAQirXwHOmDnfg8gSsztrvcDIN4yFHIOZDz3lFaiGWWi4Dl2yCSFST0TuLVCXVTb8WSnKnY/RoveNwKnI9Bk/HSsOmcjcCcR0GANuRgHq0IiA+h4jQFJ6SEEDIAhjbUX0ahjLTFYJMcDLcuE+adJL5eNJEofJikv3DxgL165HNnr5/FXHi7FBS9kDW+z8uAx5HE+o20N3Oigv8GLZy/8btpWqEjkL9h4eUSdZ0IwWItJx3Tg2Rwu65A8yQcB1MC+s0ecl/+uLi6kFy+1oo9ePKy6lLbbTZcPH+il17Pzcy3VFyImyWFJqZiy6auxb4/ySY+UyZ78R/l0qfSRBzh5H7FXX4tGmYw9Ipt0zDV0Ec8tYie8xLPcj0QWK08VUNgRhBSv9ECCyaMnDoRfsIymXsrlK48V/yyvbk2GEB3iiK1IgWjk/XGa6hrL0c756cnCStHWm3pIh1njmjXQkZv/vLKI8ysN+0TfekGUwku9eOF5odd1xQ7IE3lb1vGuMIu8yMwXULmeEC7K4c3mJVSFs9SXXPGmb/d8dMue7vQlOBrnpY3WS02brvIF2Lqn/dQjeWlbvdPh7HqZFh02V35JG9noZ5kux3nCyFw3H9zKL4E/vqXr2KveO86HjaqSaZqururDZnVPcOXs3j21j/1ms9E669gKeJyd3VPIipYzHF6ctcS0Z5HfR43AkxBoMv4khPp6I9AIHCLAoDaSt8OrMyHIFyOPLmtAFFlj4BtePCSfSEONZfMAXwKOzyM36QeEo+SSpgG6XkDUWUhk8SDSCPdIXg32tK+uDxxuIaB1TS/WaZ4yTkCiWYhJnafe5bKPkDWQPOl7nAcSVZODPGbXI//qB+NWxJKQnCGEZxR1QGTAZq67cj1Kx1HICcfpE2U9QeZB/iP50VnJ6ZNZb/cT5cf+P8g7yLsuS2515yjZEFHyKW9s8YgADiJPPkwbD+FwBTf2OdyRmP7ZEA+fGJDsr0VW/FhpIhvXmth8xfJw8iBZ1U7Zk15K9qQD/BIrbx3tbd7NNoaX2B9N4joEN2En+j2ohqXsTcCYfLss15kwqO1zWdeZnxeT6vJ6F4FfcDR27vtdEXCnjWSciUa84Zlw21aqcyHjFcKGTvwm8R+TNSby5N1u1goTY8Ud34f128VXXPloUt2bN05QbwKi0xqBIwSajB8B0qeNQCNwHYHjATOciIEqg6NKZVAdlgHMQBiS4AGRT447FnssT168vvFoSiYjc8kdJwHkVdm6PsphEJXnU6uniHHMjYrO8YZLJg2SHO/HSYIHbqdTJ1uIsfQq5jDLq8+yzxVyUETChQ+uVBvI4pAIro4ETKRgt6qP+EzT1cMLLZOHFzO4ZHm+83v35X3cXl7I42ta4d4KVuy3V26H2gORxbuYtlV7DrV8zNkJ+YXhwn1mPGJHY79Sk/pWQAwTNvWPhUheTYKkmXQYKyjiWrqZ8tnLS1mVl3yVtgh5WPHMbqcJb7nmSCbDYKaJ15J97iPdG0N66hqSdDjbjN3HwkA2avOYs/slQuqFZHvdbS7Sl/C+HEsnPNXrjWwo3m3axnFkk5/JprzY5MebrXsPsk8PlMd4PU2XFw91SlnZg2QRLO6J3miX0qOWHEQX41rlpOXyTzDKbawr6gd78N0f7hd9fKn6TeSdbp0NZTnUi6XBRR51YsEdDz4v18jE9OpSk9Pcg1lFZtRlW55xtWmN93uj+40+Oz+/p/ud90XwkjMB2b+yk6dcMjdnnhSNX+1cmt5HjcBJCDQZPwmmztQI3F0E9CiWkMkivwy848ZAqsE4L0rpUW99KVMD/eJJXwbChAAssZ4ZsOeBdxwtxRcgKCatql/eOWQvE4KEAmxX9Zg6hA2dQ8KOBnfSRTJwcO3Xi7e+uJ1Iz8YeMt5iFemgXWxqq73iIUNJdwYzrcS+Lm2br86kCR0Uv1z6cR6shVuevBf888uIUsPtCwlJuRnT4FZqx0MpLZRWF5KPvVYaWS8hRoX3KFM6FkGc21hlkS1cfTA3OH1Ewixr6GvhHU83HzqqF4blpcTGNHWwONmkrcI40seqbzWt8eJmxZyqnfypM7rNpDX2gV6EOZSdk1+kNToO6XN/lvxj2dSRNO1RLiSUK3VexbUTyZS9QoKdXy8O87n3+sqmLHaz1vrx0/BSNLZJG2cyXXa6gyhueInR/ay266GA48YJH9luL6cHX3/l8leE7NjQZCsVriJ7z5vc9MPsEc59aflWWwajNoYku0GFAe0fXvKMPTMJmLFSVnA6Mn7SmTRpklETgfr90f05PAljcs+frA2VlI+vry4Th7lufk54YXu1ns7u3Z/W69V0sfKEB6+4yLi+T7BV6Mq9l1+Zzs7ORdwJFcN2sdPeGoGnRaDJ+NMi1vkbgbuGwEA+5B2EHIWYBIsiMiLmMwHJqgX2SDJwjkRsLhpiWzJDJLmOvHljICVvJYXkoBPHlGOv9Ar7GGVFzny9CB95VBZSHnIx1B0vuWQplpswkKuIM2FG1lURxcLrmIiF/EV/BEhb2pj5DW3TeRLqfNRHRI0yQ57SBlKR9sx9lHwDljOuRcgonk+4C59BN7fbFUhfGgCJghxOe73sKAIU7N0wFUiYxdx2JnU3hIFY+lJH6kR+yqof5pVKbIOqN6EcRXKrYn9SXcSUtTW8VOZgTcIc2SFis2FZQNleYTyTQYqNYSEOk5n1p4IqIr25XC9MCPPcJ2CVvqbwgWJDnyufw0FWe572OCPec14s1NrZg70ID4iohZuEiiDiIl5P04Z7kgkWH5vPLAoCf6V3DC4fXggPf9TK9wX4IFcTAq1Y5DXFUTsx4zPZrvbTfyHa3Csi00MbpWe872WfJsxGMljFxu0tV4Xzb0/kYxfBMrrqztJcwE86dvUOgKDGJnZbTzpGkl724ycN/u3R74F+F+wpv8cHoXgiRUz5mT3mVM5/jidvIu4e7H+fFoEm40+LWOdvBO4YAhkkNRgz8GxZb1suZw+MvPwGOS2PUshIPiYCKcngGi9kYk01KJcXS55PhrV6+cpD3EK+kRtiQxeMRM380N4z6lOdWhN555hOefFMLhhguc7gmQ+BEGMtAgjH29qzmC8yighQIssMUnfprHoZf+HGG69uIfMoD2Ww8EuCxUbCoesJQtqbvHnZlfYR++qwAtehdhchGxkceWdMIkApcENXCAmeCdhAGFVWq4gcexq3k9aPhoiWB1NEBXkDHw0porpj+aWCVKUe1VWTqpkQoktBI6Iewq1ke3ppw9Xuwt5vQo+KHMtrq8kU4QiODVaaeFtCJyCSw5KXpZRtcDXHSc+6clATNMimiGb6W8TWjcd2ZTNC2KTcetlWLAN7cruJx6brRBjLe5202Z5AqLAWoS3yvsa28rIk99nmbI5h3p3f9yRywFF16ynPwIDBc0cIi5f4vCgCfvHgm4k/XhD+6jf/TSEdhG1QH/dKPMmpXwS5bPCmyavhc9gTeGDD6vcRYN0f7kdjGI/1oi9lZPt0hybJZbSSQ9klr9l4YUtyEWSy5rdnyY9NUd6EfFaryPtu7d8C8qBbfqtoN+FgnNOH6/UDhcDcf/l70/n9e9JVvy33Rz1n6X3QCDwWgSbjj4WnLzYCjQAIiNAVMeA8A9wBOgxmtfyZ0nNOeQhixqiQBuQlrQhaBtV58B7G24O66oR86MY+xwf5Rh1mBeBarjj7ZaAeSj+h7jknpCDe5znxhgPyjATiOMtRfbSH/LuVJxQ6Py5T5/O1ob3XskIEWaoNHKqu9BftFxZjn0SA1GCisywDmEvZpw/G8xxf26fPc+Go3UlmH7lqH6QWclfhCFyHFGVj0sh1JlZsaie2yn/zmtJL5fsieHiFj7cQT+8hb8h0WZfzPWD7gXxbgu2ozvPERfqiK5MFy9ILthDy8sxmAkG/qK7YlEil7ZW6RPa09vVums4NHCsP0TNrViAq+5Kp6ZYbZk3VSC3euGNloEtNYHh5ESJ+eek/wj8uLy6nTADALnLnhpas4DTjF/uWZ9wedbUt6dFB7fLEY8auJiGRpX5TCBq/H24rGORelV7JbP6tfiZpmdy4n5zNMhBF2ciZRQivwT404auvsepeZGWWq2niCUXZGE4I0na7MxP0pfgstg8agVMQaDJ+CkqdpxG4JQj85je/mV5//U+mn/3snekXv/jX0xtv/Nn06qt/NH300X+8sQWfffbp9OabP1Zeyty0yavLAFceroUYLat34DGFRGwhHEWu7NVS1K6IAl7TeLrkAd1BlwaCx0uFNSCqDpSJMB0PSyTmGoOzvprHwL5jTUQ1QeXLgwpdZxOZqZFfA7EeP9e1ysOYi4c7a05TBg95CVU6x9v95TyYL7IOiQ86qIViRgWKmgQbwNtnopC2Zo/86K+nC8qOnscj/SLz8JrTQ5Q04YH8lDd5LOVy1EYlpf/wZGISEcN7XDG7Ib9hUEZGHG292syTK3AbN+S7t5d00rADNq6x3eRZ313hwYQgPtQ+hBbbMDE3qdXx4DWX7Qx6HPSl7CFfeV0IvZQAi3mLvo9Ksxc8toUOOq7VfBBj7PbT9mqrOGdCTRQGouUUL4V98mBLivvH7kVoIY31kuO0n3hBF88s8cz3Xnp5unf//rR9+UppeGj1oiYvdPLoAvtKf5VNgZ1w3O6mB7/7SquIPPzmdxN/pP/ut7/xfbzF8wv53xSxXdpv1ardFdaV/pMl1T3ryZE90DOcRwe0N7ai+6ju09gzvytsQzceSWDysuiWi3i9vaGn+znXPLE6/D1IfclLfZGLXpTxHyF3/Eit9LQFPHOfJXZ8up+aet8InI5Ak/HTseqcjcCtQ+DNN38yvffeuxOk+/XXf3hN/w8//FBp5HvkJiLnz4UrD4SBQb68fAxMkAAIBWQ8A6jWMYZk8cXK/ZU/aM3ASdJAVhjQ2BwGU0R0GH0zSKduMdkiF44XxzMOaZmmdb2gRl4RA86LT+ULfJID0dgWoUhdtVcoBu0h/hpacwYhKbKvwv4HEkEd2ZgMiFiUHJMyE1wRLDJWGIzaUF8ETHldpqz+llRxG31kxISWKyY9Sx5iiMdNZYqQaNlGSpCFfw6zqhjy5vfyBnIDP/da1Cq8lK110FVYjnb3AWxcuCSOu5QSWQuvJa10CIkTbpVXO6mpVmoNaPB78Luv5ZGEnM5Er2zQ59e9nZZLxa5wDKtw+A92G+I2KnDisbqLVrjf0E2ELu8ecO/gGVfIkcMiOFccdXnGTfbsfSZfwm1kBzWJcliFXzikDfL+qy9NBte8XHh2Pu03/lwRJFptz8uEyms9sGW8uZcXF/KIQ8QVpnJ5oRAW14WuTEmN6cE9KDMynmtN8NznQSyTPj0JqN8Orl3r4ypwLNvJyB+94JHufWRRdiTeXA05Tgny1i2ppOPrLmPjdD63R8vP14QveWR7u7W/2jr3zVb9wUuwbPwG9tYIPC0CTcafFrHO3wjcIgTefvtfiIx/8sknN5Lxjz76cIKIv/baa49slTyO0InBy6ZY13r8zgC2I46SWGsGIj6kI68eRGFSbDbeTfgA1xkM423WYFrkzyTeBGxFvCsyKCQqZQ+qTisNfkVuX2cPJV+80/K7hiArlzlZypDkx/4M+46PhaDJk16xslo/eIjzjZiQAcrLIx9daPrGxCx5KKOYehEFe0pN2ooARGewgsRBaEPmKKxB34Vn3cHATZdKc7iP8itJaHC0kwveWFGvMA2Gzqp/15M/+KKY4sRM78BzeMkx5YZYWvrK2Ou1AfWz6e/i9aQC4YFB0B7+wyua/4b2hrxqv7cnd3vplT5CYoVnvasAmQ6+1JOnL2Fgsx2hu9mW2ht91H9KqX/SxjFtKDcmcxw5ofzs9T5CyXF7eLK09SonTFr1AnARb/Wv8QCbfBhn1Jt7kMkhspBNaAnHpNMmJrLxzOr+KjIu3WRC/uw9NkPdkHnHiT+0V/zhA9Wbusm30geD+NiOw00iizbrvpXevt9Wq3iwYyu0LZMcDJV74hg5J9+QWsQdTOqJTO7z8qTvZ4P305H0A21fykjTEr9Unq70fkw/vG9F2rW04wPJcPtN/gnpwYaxPdvf5bS9JITFHxmqSnvXCJyMQJPxk6HqjI3A7UMAkg3Zfv/9v1XoytiCTz75ePriiy8UojKmHx/z0hKbHtNut4otvSJkABJUA+5CLr0uNAMX5NqDdog0hD4M0gM0+ewldzgIL9ptzs9VlsEwA6fjgIuwlIKRRd3WrTzTRRYgNiIrlZ+6Rn1gB3ypEgLMC3EsTcZjf4XQbP2CJ2QR0iPPJ8R7COHw4GzhRS99kpf9GJhrxYiH33wtXcDN4QomxcKpvuoHAYdosQcHdNVWcqSDaC9EfCFvznT4r4mCcSf2N5s8/JELc0h3wEPiRRXBdInUqQmZytkTmycbJNFH5NucnUt3+h1cybPZnItYZXJBPngUFIinGpp8YAPF1GJjkELsjvOvvvxvOv7vX/7XIj94dfFC2obS/5GRfgE/8FQdBYDIGjSKPq0JAHY8Y02+YCscTNbG66N8HWviYlud8aiXhCVOOGOL6Ou69SIz9fDEhf8oKHzZ1f1SmKQ+dDcp38mjTajLBST68qKwXymMJTpNqzNPTCRaFuEJmuolZvxK9zJPHJDBVyjBRb3JkyPdw9wz/vpl9EDX/b7i3/UVTzDyEwHaKxKrCYmNy+WQt9ih813H1vC7/RzHQCH7/o0hzeXUl/O7AM69/Os8Kb+k216X89wABb9s5qxexvaTr/F3DB3cV9aRpwuZeL308vdl86O9LfX0USPweASajD8en77aCNx6BH7yk59MeMAh32+88aO5PYSohKzPiTccmIiYROBV42Wvq4tLPeqOJw1SAfnCKxmS49VIyntXchnsRT4qv2hYfTgEb/t2czbdYwhmTWQRgvK6ZkWGgSh5YDR5glhA3OZNBGRZR5h0Dbvl5V6IhZeN25y7vt3uHB/58kW9WaAJZ9GpmTwOlw8PqYdH/MMSaiI/DyHj1lWTidWkSQADOLjh3YTd7olTDzkTWTOJUNKMgckcFdMe9xPFrKUmIoTujGQ8MtkXSUv51ZrH6yZhY2OQHWyRDQkyfguR8VMN6oK47abN2YbHJe7H2Ys5Sl2OZQMH+mdyxWTPpPzy4uF0+ZAJINjtRELBh3oz4ZFOmb0hnutbPmNeIRu0jglVkVGyUIb+yHZMjOfZYOGmfKmDtDxBqIljJS0Y0a6yefSRGPZFwE1+kWosD6shLaSyNKyyTCCmS1+7ujhXm2iH8OA+QNBRcSXNdUMqHYuu+25rT7v7l7qQbfluLnZhHUYdpblsovQbdrYREjwxT/khi66Rfijz2Lt9WGI8CyEf0779cQE2TA6RlfYHP983hV9CpjZ+3yWYfXsduuRdRaDJ+F3t+W73nUEgYSiQ75GMQ9Dfeecvn4iDQlL20/TN1/9dRBxP2oNvvp74yiOeIbYMWAzAEJ54KUVW1o7LhXjg4SaPiDrEQKEu9gzilYbM3bv/0uzpE8mbX9QjX3mmxLWIszX5hLSJfI6tQX6RD5JFfuvchLKI8OZseomPd9y7r1hQPuzBY/97919WWxTLXnLlERYHK/KLt7PCS6gLfSBFhHqADZ7L3dXV9LuvfivZ8kKiqx5v+8MqEHBhRvhOLcFnDE0WJXdol2hbtW1OHthM8kP4tB1cM0mdmVX6biAgYMz1xFQjI4RynHSlbuvuJwnn9+i7s+nl739fGN5/+RX1JVMskTOR0yKjEFI8wyu+uKq3WeWdZbL38ME3+gAN4Ri//a//38RSe2DoyQ1eZl4UZsnC82pixWofTBy8wshasfnFJAsTIJGtDpOA6ED78/Je2ihM6gTbYSMtE5PYPzpxbJJY+KcfIuxgH71G4ptyNTEaQoKEnO4jv0DMvYl9MiEBNyZ1hIuhm/qM9uEP10ouDqnw9UGJwmC8f/QiqCYY9bXO4CRbGia9gxgOg4OTPQly2mHGmKS/Nup7WPZRuGZyEp10XxyKmM/SHyTkeJHl/vA1Y5y6qWM5jjjCay4m3hZJ3fZ0u0/i9T47e0kTH/Ti9+L8/nI+3luR2vtG4EkINBl/EkJ9vRF4ARAgdvzdd/9m+vWv/1qt+eCD97V/6623n9g6BiwRlCKQGugVp7tV7CoCTEA82DkePCTD4hnYLMOPd+NpnUfD8lBCzqD3m629fCK/WpGiQgkGEgrxCfFE3hhCkkblOvX42ANwiBiKr3e76ercHunLi8200qfQIdt5ZL88XhcZpbE1ikN05okHRALiw/J6V/bqXhYZx6tLKIDIeXl3IeQhDfIOa/3iEJgK0QmTGVjDfDgfuN5rbSZB7XY7fGocUi9pMxYlAJxI4z2AkBv1OZOi0nkuL6KIzrw8S9ywcePJyf5sP53d4yMpDrmhjcKnVlCBo7ISjpa9rP6hSdQfW8mkJS8s+rrDkWYdSu/sTISdhzTDtJCy5Bv3h7LsBZ5tZyB5lFnyLnYxyuI4GPo4V0Oyc37zPpjfdNWTV99D8/XyzjMppKz1KyJfmRZco4P36jd9YXI97UK4S3/3Ob3GexSxJfcNp8GB/WG9qWP5DXAfzBrP+Cx60V9DaNbslQ+BHtsc+ZYXvHy/LnXkiDpC+p3m8tFp7CuuO93tjGxwWtroJ0AQcX7rmAxpf+bfjhD21N/7RuAUBJqMn4JS52kEbjkCkG7IOCScY7zkeMxfffXVJ7bMXrX9RLwzYSl4fi8vHk4XDx9qeTQEZGDmmOXX5GVkYKsVI+YY2cTDxjNJfPRZvTh4eYkgDXpZ4zhy45k1uTwcTO3hqgE6I2y16vpACx30x0TQcf/gG9WHfPSAMKcN23v3JxaJWw0f8WBNZzZeKBSZhLiKBRWJxGsp0v2NXoxjqThkfs3+6lIrgpg0LKSYL/lpUgCR0oeDTEDU9pBxKj1qmxiwtLnhWtL18qg9mYiSJ1oewYXQ8PQBAgEu2UTBalJCOXkJ6+VCt3chWrM3f7XyUw3ixfX043zanBsvCPm0OdMHmDJpUl3Uy9cgd6zbYW8uoVC88Ht58UCTF7zkTLbQwZM4iLVfGIy+2ae/R2JHWlbcgDgBY/LJ3qowOoNA0T8dkY8tdujjKjATxpy7T5Hg1W3E4CrX9e4b5bqeqktLE640qZPkod+xITa3abEh9RfltBwh9TM7ItUTIN03NSGOHZEHgondr6/OptWKCa8nvbpvVZMjtmKGxs7E2GFkoEUYivfCsMzIGLjdx/3meqiAcm4HXwZVykFsea6NZLwUq0mdnp4p6frkyPoggwxLXxq/UeZSdrw/XYZrbiO/Gci899JLeop176VXvMTkSy/rd4/3XULgo2XvG4FTEGgyfgpKnacRuOUIQLoh3x9/7Lhx4sc/+ODfn9SqeeCXh3pX6z0zkNmDihAGqBBKedR29kvg/AAAIABJREFU9flsBnxIAZ/uJmMN1K7YYSrytjIo14jPbsuygzONodhQUOQKWUOaRPvcxKaaBlkewmaQE+9u5dD1hw/OpvNzf96ax/3yglGuXvKTNhDHiv+F1IY87lk9BYIHEWetdWLfCVW5vBKZVNjFN7+r0JUHRexMmLxGusNttBRkVpGpVTLAVTgAytjewiptOLiWxMpDKIPbYcKt/tQnzk3qtPrNfiOMgx31gtO4GTuvhoM82stGf0dHynHOSh1n9widuNRnw1GdNcRlC1nPvOxGbeTl1YEbQd6MoWPGqYs02ZZixanZtFlHReAkq5Kti1ScVqvDoc5yVlrhJG32Mn3OH6hNMp22/GsCedwFXLdcCCyTBfrVeX1tNvFZVOpxwtIe2XtdRGba6uO5uGwJPUzCF6+4JxmWl76xDuM945AykXFedNW7BSG/emt42nlBUt8P5TkPXrolxWEpw9ORkF7VNCvp/H6ZOniSRv9w43iiB1QO+0nB9J/zLdgs193eyAGj6Db2DTAGN+7r5Fl+jBbZqZM6/PKxf9uwdyashNGRh5e9wY0wLNZ7xwGR8LYxrC269r4ReBICh79QT8rd1xuBRuDWIvD2229Pb731U73MyZrjY/z4kxplcuBBTTHkRcQ8ELq0X97khTXHUU+KWrD3zf65kQggi4Gu4sYZPQ8vW+ghWzGbmUMaEnrgQZ0Cyb4MuNM0roVMOmR5rAwvKl5/2rK5Oldc+xoCi9gSHS9gVJzx0DrMjpEXEdOTANbB9pf5iGVnGbSLiwcit3jJ/UKhB3fI2hKfTMiG20Qa+qCDPG3CJ7VXb0nBOq6G0765T+q6iAhh4OsiK8LARJtryR/CIhwPxWaeJF3XsGYti03oEauimCwiZ3tlDyNEmkIQaHtFC0u1yeQHDNXGTJayvGF5rudJDZ+5r9AV9evs2S4li5SnHUml8+KdXdJyBAk8xIB1tbMtsqzraC/OU4aRAvOePgopPMzjNgCL+3UucnQw9uFSxn2ve4sa9HJzdLMAkW61eZB/qMJRTVWOJyOJD9eqKPUkhE7mJdwV/Uv9XtFEpaoPSKY96pcb8B7vR+mu5RKtt8tYdI5tj5lUUJMbEG/zUteCo9M4HycDx01Nv5jwj7Z+vW8Ll9iq9ibiEHB0cYjKuUn4+bmIucJVWD0odnysQp83Ao9BoMn4Y8DpS43Ai4QABPy1136gcJVTXtxM23nBEO/V+X1ewnMqniE8pyxnByMTsWLgTAayzQRxN+2IGx6Wk+M4AzCDKeWWAXcJi5C8Io8iIHnsztJptRSf5JYMjlU1LKHqR3fqgnAQLrPem3S5CKTYyynSTpbkY6AlzZMKkyDKrfgcu+SK5jneOeSHx/T1EaE0nXoluwbw1ZpQmFrqr3Ci7fMj/mEQ328JlzEpEXGwGmqbSWYRGrUX77/bpHCTMKDKjTdPOolQwW/q64GS6Xhv6vDykXgEF1KqcpIXAoXnfyG5lHM/lEe16iDuHjzxGMrzSv9qycbSJf1PN2ntbIcq3bv3kiYylKH89vxquv/Sy14X+yH9WN7xwpqJDfUv7Ybg14opNbEpGLRLG5MWm4OQ8dIt/SF71EzSy3mSlzrcZXUDSMByjH3FnpEFLu4GVnxxm49xjQ7Zu7w72vL8ImnW5pceWhnGdnHOi8Zn/qOPCQk6u2cbpk7F6uerucLbNfERK25VXlq+PDvzEw7uj83GL8nWhC5YpG22UzrMHBnMwY8/jh9FaqkVL3M+ZGuCPbc6t2kSZpxTPxfcJ7ZdCqAT9yqZua+lI7jjCED/DU9uPOE6J/SLl8jz2yAsPGmUF3t46Zey4MCm/tK9wvKnvKDs5U9p68vf/4PZM65+OD+XZxzc9Rsxt6YPGoHTEGgyfhpOnasReCEQwDv+q1/98tqa449tnAij18DOl/5297aKmya0QxSVgW4mMpY2E2MR2Z2XuSsvJksXMvDhAc7Se/Pj9CIDDLAMwuy1zYTd5yYA9VGbjNNFctMelSUWtpZS3BA2gLzKJ5LFQAvZ2piYQ2yjU+SwDxGf9RkvUj+EhLbGawlXqxccrevZJK9ySPFc3gRwJhzDRMNZQhDnAgvWwodTE0NjOORDhcKcVOFJ/QrrMI4pCwcxNCYqlkIfqKQQ4CkC+UlzXp+nRj8dMTmD1BiLIm2DHskPpgf6gZ3Cg+gDXo5DxmZayxbQ6zB0JnKO92pn7Ob44mPOjUVhOWNr8qtrhfM1Efq4FOQ9Ez3LsA2TOxNOpx+XV75l/jpfNtZLf2RSIEyYRPISYf1hYyLHfESqqonNSoNKA2+V5+XD+ogQfSWvL09PNNGJzlbFuJRaaoqFmYzHPq+3zXZS4SePwE6lxr4afke0zGjde9bbT95oF/ZhfPiNQDdW5qmJN5N/hb1g8xVutvKSj/vEpBfxtgy3zTa93LdcA1+9wwLeTKzrewBMMGTjmSANuBdSvWsETkagyfjJUHXGRuD5R4DY8C+++LtHKsrLm6esoDIKkPdoPyk+8vzebuLlpXsPL+TBvHjwwF6pYcnBceCGZEDKQ2AJ2+A6AymhHHgqNcBBfAjxIH99hGUkaiIVUUqeMT+qZxRmAJUncvC8myR4UOWFwchiT73ZNBlY80LWK/LiKv7zvuM/TdQXIpQy815rlvNFRNdDO+R9v+eYcZ4c8KInoSmv/MGrWjObT4/zcRXFrVccKviiFxgx8MN0laZVWa6ED3gV41he7IN+QCwGbx7YBuvoqf44msgkHlzEV97NhdCnnPpO+NZkiPpEOg+fgGRSRDnF0rJU5Cvfq2M8tff0J93KO0levciJ11JfAaoJCR7Ps3N9fAk7o8z5119N2+1a7yoQm6woqJrw0M+SJTZWehbpo6zarhz+J2Er2IvI234h9ya6TCQoZ7m0jXS/mAdt5M/1BGe1y0Yo7FWnWehyTvWDXjNbllrue9syx/aqb0WUvfY8ITvUB/lDH54WYG/8vfS972vP8npgTR428HU/W1/6Gmxpm++XV+aPM9HOy4uHWlKSMtioyf0SmuJ7Ctu0KaIP9hq5qnTG3E98bENuOrhkVZwxL+kzZroAOib2tk9/tRb8bGtuD08FBGnhavwsgEngeE5qwpK4R9lyz7mE7T/YOYMn7eBNvTzV8svpK/0Wco+yDKufptXypMOTu8jtfSNwCgJNxk9BqfM0AncYAQY2uAaD0XptTzYDM499GSzhJiY37GvgrwFSgzHsqTZ9ah3Pb5Fx1jwOATVB8KNlySlZKcvg6boWeVzzgO+VODKoa6+CvIh4JfoUGgWhzBYicP9lyOO51gtOaEVWNkn+tC1l4QsZqEXCIXiVhqzd/fvT+UOvLHP+4IEGdGQxiIcYgB9ETwDD1yocAr2oz5jj2TPBEsFQa0xYgrvI+qzYckA3AKPaqb4ydi5XXmjIkLylJkApTTn1iQ8K59FT7pwhMMigLfQnpA/dwUFeRRQp0rW/NLFUZxJKsN5pecmZrMrja6KD3kyQmNRcnvuz5NSKfJEziJXkFoQVokAehSxUY8LX6lTxz3N9ddFk06Q5hE11DC/ujXKMKxJjWXM3RvRSnexUqkajo2sDIa/+3W29hjoZWTaSvpA9bDayU4i4bPYe6/NnmT2TY8roftFSm8s9uZ9DlFgf2/cv92AmZ9g+9wu4IxNMYpvIo49Jt104lEM2XKFQ1KvfBD3dycuS1G/bip1i27JJzEI2bxuM3pypX5kY1ZrfYM/9lvuQ9iMjYOsYAdrcJ7p3Y3fDfU8W5OSXhHzWZ7knFh39VJD7FvtmDXbqFj56irPWyjXVxKq/d43A0yHQZPzp8OrcjcCdQ2DNMnIMhOf1GuYeTyefw95NxEuyQXw0tMFQsjFQMuANg6BfnmRA98dJIAEe9MszLi96edIHko8CMzGM/KEqXRvqyQBN/YkZdzGfZ+CWp3C9nsmNPF310Z9NEeBlWcahQvDY84VJe1Eh7tOVB3QGbUgNm17YvDzT6iKbnePF8Q7m4zUiGAORsTfykGDMxKS48kwCC1/qCclxG/1v2hhSgewQGVqCOLBfiFK9iBqKUp5/0bp6uqEJ2ECAVHedQ9ywB8gYH1By/DIfUKqX2mb9TTx5CsKChiteElzz9MLxvxBhVqaAhBPfzIoVVxu8trY12mUPJR5OC12gIEa7YohHWwxTIqNKLd7YYC7iWcStss1EkTwih5GDjGq30b7+LzhQ24z5TfaZYtgpk7m5c1VQ9xX3jOKd93u3e7Muj+w9TUrwiPPFU02ACJ3A813/gXHINFhBZmVP0n/SF29phieHK8fn15c8IclMrHJfY7fgoIlmxWZ7ouWnB2mKcOL+qKc5et9i7ifjH5tU3sLp2F4txyFC6Md19M/GxITN/eB92ka6MMiXfo8mFeoTQeN7ep4cpw6rKfngyTsQIuG1dKEnycaH30flEbJDQZXufxqB0xBoMn4aTp2rEbi7CGgNYYZyBnKNchqYGOgzIMLfNPgNq3MYMIbHWuuYHEWQRoIeYH3JnvE5DZJfXjQGdXmwIEaoAbkpeQpvEdkZCHMNtvHihWBRxMfl/YOMh4DjzdUTgPIKZlCn0CBaQEA4ivhoGT7CX8RyLZevUb70ildWQVfyXOJ5ZIk+LdVnDz0ExxMSx1qjnMgfyInwHRGNIoxqRLUfIinSFOAg2tVgSBTEkPM0Qf1YxMN9UktAKlwouYC3XohV+yGMhzHe4ICO0hMLOXMYBWSaNpm0mBw7DyEHhIZ46Ty9S1sTJuxEIdfguj6btJbz1fn0vT/8I31dkrpZw50JzoE3VfW74aipJy2EJWCLIYFlM5e1ag54xR5C8OTRrUTwR1/1C1J07rQBYs0F0i7ZZPUHxyK+CRsK2VYmzQYspqCmDzLZHOVhK1rT3rmXLz3qCYQ948Ja7zngrfVa9ZPujSqk6gaSqDCcadqsKua5lrGkzbyYiL1cPXyom0RPxerJFh5z2jSH7Mx2SlbuSd+raTchM7GtUZODhsfGSYyKeqXBJ+ob+gRcY2f1WyP7Vlr1S8rnt6H2shWe7qkdi3PAt2oVKvmoIf0rVIm+mPtDEwxPZpi0k74hLKhi0vX7V3a9tLePGoHTEGgyfhpOnasRuLMIzISmRkvWxuYFQOifYjMLGREKPJ3zqMqFlV6MJNAXsiHSCDGBkDEOZqANKeHFrFrthNKQ1oyTyMdDGKJqb1YRgPLMk19bkSJPEBC06MqlEFU8XugrAj6/COeXORlsTSZK5PHLhuhe+qvtW3vG+diKniZsiKE+n7ZrSKq9w8pXkwp5O4GgXiCFBKhtEAB5CyECxsikwJMQcPO5w4dqBmAlZ7ptUkHi+op1xk0qCpa5vAgoJEoeRJOaEHDjCHTGmHNfG1iPyMtChkJeRcTrBTs3gsIyBx3MxGWPXiWfdpWCah/E74w1nfGA4hW2Z1x6CRhZl8lSnXMtZFzLRAo+8MSjaiKGbHTSvvT3+UK20w8JhcBGQtZn+0YMFQ51j/aCDNt7TWjKNsvU1QwwERYiz0bFF9y2+YXQuqcguOjB0xdwYQUVjtO/JsW2D2SjGtMn30SWrOarPawwgp1Y3nazrdh+P/WKHryXqPKFFfiCp9tXtqCKrD/6oD3YsY2YzDLp58It/TFfU2mDq35Q2208+r2pSXbaLKTcEbOI+hUQ/rqXuJe1RCOrclpnpqa5NhcEl5pk8FRm7mtbT02w/EKo7tci4rOKj2rvUkEfNQI3ItBk/EZYOrERaASCgAfEGlTDJCqWE0qeTY/ZtZ61V3NQ7KmGMwZChkw/zvaQ7eGSwU5H5kf+MMzqXDGY+UhM5IcUMljyB5mVLHlaPcBKh+JH4nU16IeAKH/aALmQLOvF4C6vmD5+4lqRqjWzazAWsVhN09l6iee92l35pVMxK1rkuFaq5uuaenpQHzpFZz4CFC8jhERkEwLABKfidNEFgswLryEzIiIBQ22syYJ5ynxF5KZCEkhMnD7psywRIbfXHlkmOcTgzmJ0IIzLa0vzHGZ0mAdCg41AFLPRJn9G3WCju3BkUkQblQzpY4IFXXS+3Tb25KUop816euUP/lCTN0Jf8BLPEzkqc7GaMPhJyUi863LRr2la/w8VZzynFHENKS8ylQkJ/WGyBxmnbweAatJEv83JqbBeGJwnhwFmmARI/dgw5WrSI+/25JcdZessy7flLvGTqJDx6EjIDpM/PYWAHIIm9xOhzDxqgIsb8IOJi2QXQQVbE1NCVmyj6M5xNrW/1tgmBIX8y1YTKia6un9WClPiHiAkS7eGbkiXsI1W6QFSUphQHGPNfSvsMdCSw5OSg22YcO+uijDX26a67/GM6z47rDC/CfotqMm5cc/kVJ0jG8uHgM7P7wtLMKA8G+2c6zlQrE8agScj0GT8yRh1jkagEThCQAN+mJBowtHAaAqjUhqsNP4lXMXEPEzqmABSaCY9uXg08EIqk0dHlS/DrAduaobkklqeUMoVMfEgmhJHDRxOLWulVT9CalzWenLd2rgO5Yeg4q2XQzakl3jmeuktj/jZh4CPaWt/Hl4EqXAWSQke0g9y7fj6kBtwiTfRpIiM+ZmnrSZNzl8Ek9j3PatFmHi66c4Xp+h+77o2syxBai2kd3n1Sy+IeHQSyYRMQjYVa4wai70IS3nIF2LMZZUXPibQLKNJX44EMYQUucbCnl7UyLnb438zsYxusqN8yr3IJR51f5odzymYiMPN9nZtxjJW8DhzChEf+5C0OImTXvvZwy/7MH7x1HONlWXoT4j4iq/AVt2xzVnxdNUsf1C40sBlrycR53qZNnhiw9mUtexVXuFh0hqyLfuTvovNi87ToflD4AFOy0n6XPfQULEwypOGuh/Wx1+IFQSe1a/WfhIWedRNGtv4fgVYUTsTD/JmYqXjg8mGcmmSAFazXDXF+vs3oD66Gt173wiciEB+pU/M3tkagUbgriHAADtvjHUQs3iq6oIJFfmGvDMBNrFiAOMT8mwQUHne9lt5UEnjA/PaBtKQQTkEQ+dVBd4zqtPLky45rcqzSl0ePv0BEM74DznWtfiAx1GflOdYXL0GdvIiSwOtiJML6MVTBuXyClf1rqW82jgls06ywnRo/XarkBgglQe0HnPTZAjsiN96A7E24UJ+QhCCEWXUNSI51iD6Lh5A4rCNq/KHDEvgQlw5lbdTTyogfqhCjLjXaLcNJLyoJh3VT9JLRJM2gE+FJlklP8GoD7AgZ+5nrqsvi6ghb34/Qc9R1C+bs5dkK2fn9+vF19IPr/+OOH1PHBSLr+X2PKypLgPkJwIKUy8bqzKCgX7kv6pbapeNWd9FP9lQxdFX8+adCNp85v7K5I3keJKNkTPOxLDs8FAGhHYhflxT+BO2Muhqb63vBRu98VANs1x7sce6ua57oQi25Ivk7xWbDp6a+AhD15nyeqHxgKy6PbofS2fsgglR5HC/+ynT4SSnSpbtyNBNdnMB26yQFz25kt1h1/Vl1pow0Jbgtc9L0WBV+RGnNt6g9zjB86R3qBzNZNYON0uMeHIIk4onR4fNMIFJnt43Ak9CoMn4kxDq643AXUegiIlgMNeaCbkGc9OvORRFhKAGPpWB+IgrLIIYwPY89t8uZAMuzmDJH3IhQlqDWqEWtR409csLykocXumB9ZQ94EIuQrYig2XhYOw8TvaG3GwhSGoH65GXnuinCUNevAvhpX64WeknWZAZPIshBeRlcIZcV15IJquG8NEaEfjEmpp7iIiTDmFRK+TBtxfddS1x7pybFIFVYVtNqqiDap6xVLiP2MRUq5YM5QdiEuw3K69prrYp3iHkziQKUa7f1Sxk3PWp/0LgaoKjvhTp5QXOEKRJH4LSlIVJx4r2Xh+SSNuzpKZCOvLFSNe9mSpcCLKvr3OCk23K/WxgTCrdb8I3MdqLKSwO78JKNQy2UqCa2CsMxXZn26PtzAsskL2aNJDmlB/3KYv9CFXsK1vdC+6XZQlHLoO/cC/5whcANW9YGjX2U8RqX/VwHXxZOSh4xd4ygSRd8guX6Gx5S13J57ZYSxTaXhHGxBMcL+spWaW3ZUWzpfFJT12800HzxvAVln5EV787wm1THwJiQlnrx1Ne5LqWZ9XsdVFZkz/1W01SdW9RZug37uvUqwlr9Uu0juFk4q0Pms0X+6AROA2B6798p5XrXI1AI3BHEGCAYtPAzuEyZh4ioPThYkgNBCUDYIgce4geJKSKaOBloCsPtsmAqMGkT4IXAdkqBrU81hAFCDiyKEc9Rf61h0yLBC4fdzlQuiYAKlZKruHDWmFiyQmBmDeqOjilMZD/qkPcv9J4/F0hGCmSsAJ7whG1kLrkUUPAgkf+9XJqCArXgpXy6dw4zeVnZY+eHOyJ10ZBgy6yUh2QiQlkVn2+ggDjlkRHS3ZZ20LSNOmgucIZIsMa9MZCNsMTgf3ukCST3xYlTaVHfewoqgfzXMNWVOdAOM+qHeRVnQrTcWgJciLDIStuA2l5KiPTHOOiwUIv4BqftDE6sU/89iphEiM5m2V5YnKow/XeGUm48CtvMuX8VMQ1J5/P6l/pWcs4zhM095VxN8bkPmiHmyYhwZZ9bIILKW+8MxmregvX9MWcKtJek+FKJK6bJzyEOU2EQ9lBv1Q1YjcLQpUoaSvRUqFScdFT7y9gCzWBRR/ee1AXbuvLsDVRBtt8/EvvHAgR56cufxFYDTNBH6yTJ0vWwk98gg3qqk69MzAQ+OvdPLSsDxuBmxFoMn4zLp3aCDQCj0GAQShEx/zFX1LksfyYLhEitn5ZL+tvk4dBUN7n+kKmvMcMzpC6rdddVj0hglltRGNmPjhUS+RFnyKajv10ab+YuJCjA+JRJHv2alOX/oew1qg6k1+TdNq03nrpvO0FXxS111IvqikLPjK/jBlZvPCFE3e/v7/IL3yJTxYWRWY1wC98UniIL5c6Ip0iT5AW++MgCGotoS2wZ60d7ThjzrnmvnAbhIEOl5c6TWqmaTuEYSisSKvPVJjDXO9SrppRZEePMaxLYUlf4H11n/jDQJSJxzHH0Y90dAmB9mTKdpEJVtojT7r4s1/6m2WGEA39O7eZivgw0cQXHJd2RGb01DXpEWEmiXpJWOTfxHMmZ2CutcJDENUiUTa1sfpgzl9kjmtOKxstImp7GlcjqkkYq/PkCYIIsJ90RH/26M59pE2TD7dB16hN/ShXvkJRdK4+KTKtpTD9YjOkN1iknOPq/QTIddRLonqS4mqxO1keutbky1eWyQHtVtvDvStD9JF98/sx2GRkqJ84qdh12sbvCdt2uipMK3fZAXXpNweMNCctDYTXQvSxs4QQbQrjGd9BF37H9MALeHkCV3ZdtfauETgZgSbjJ0PVGRuBRkCkcIThEYOssjA2HQ2yY9HjYw2LRUSOr+U8ZABPOP9JPmS4vMNQCfMMe8kjk3IzOSlhXJNDnXNGZo+lvspxDeCpO/u5XOXXxKKIlXSayZVLKK3aJf2ROzoQC8N5EqM2GDilcT3ESrJdseVWHcjX/IF2UoBzoRG1RZBn/Uof8oX4pL0hHRTUh43EWmYxM5Gb2xJZIb7sxdPoA3+VNBjMddGOhCrkSQhVjH0wnEun2etcfZN6Cy/1Q9KAL7KwjbGOaop0SYiR+sQTPKfPmRZ8qh4miuKcI3ZVL5M0xYkfvdyIND1V0MFyU1xLK1sgm7SGFPNppLWfsKi4WuPJV87HPiPt1G20uUeVCXZj38luhgLUr3dJVgmBosH877ZSNnhTLBO/MW0QNx9qYg62Wk1mTr7x3kxd5BqP51JlE1zjP/op+aKH0mW8i94yo7JtyUKfOlc5jjOpy0R+rrQPGoHTEGgyfhpOnasRuLMIaMCp1mfQYoFiDWkD6eDxL4+CZ+/U9lIvnOlx+2rjeOUiRjx2hwiQfxy0RQ6OwzI0uNrby/WsXzx7MOuFSQZ46WAaY7nl4RN5gPwNy/PdRGBImwmKVCtPGkSQMZdVK+RYPZv0aqUewXtFE62PXsQZbIRDebjt6ZV0lYeIEm6jfIoV95OAxMN7bW2DjheUl1RZJrG4jXSR57g8t370DkdY6pBfsoi00vn4Dx5qhQZVO868TrW8hRWLTx8bA2iI88XrH88v9bEOM32gj7sU81W5vb88qv6oD+9kMqHrecENj2eFHLmlVCerEnEL/yGFVpEXW0LXbbyQZU948PV0o4iR7dTvF6AzeuJlVX1VWdoi+5T30zKkAU8pot9A7kAEXdjUpvKahpzFlqnPGM4Qzk1U2UwaKnXOG7nswaKelmzW/npr+lkyVBmkcutQKMVF10So5Ov+kgrux9jPQT9U/Dsyc++iv/C54suXfDDKHxOinGxZN8PK92+1QeU1Ma6EMh+H2DgtTzLUV5VttoH0fYU52X6MNXahTfXbxhcseBLgl6n1uzRMsGgD/Sm7GmTYzkqBCm1S2+q3A9yjV/qG/lDM+Hql5UnVPwnpwu6iakAu8b1rBE5BoMn4KSh1nkbgDiPAoMOWQekAijCmg8TlJGVMxky0MlZJ7jzG1iN4ihJ2sCtvYA3QWpkEUlBkTOMrwyy6iVzuph0vSWbAzV7kpipZ1JqPGPC13eTRIo2wmyLiEL4NK8mwzjhrahcR0yCuwXggaamyBui5wuBYnmPSFZbBSE5etddpcxlIgEJhTNCUjvwE4AqyqlsCQ8oX7ymx38JwIOLIFMlCduEk4qunDExc5No0KVWOadoQeCDC65ctZxLEdb1g6cnMiAliQuZLjHZ5OXcmWuPFHAfHOhcNS58JLk8cQjrJhg1Qv0iYsKnJRaWFTKeK9GPOZUMh2VU+107dC6Nkjg2MbRnsk2yz3abMcRr60OVhfEO+1BWCK4zSh6lTtjUUymG819Gx0kXEOQZL/oOwqiN1plzCt55uCO9qk3Q8kpfqlI+eGSbQFmZFJX14J2QuN/R50vybohvKk5Zh8kIe1OElb01oaiJOuu7n0jUfYZ8WAAAgAElEQVSTM9pr8l8TN9o81Dn3jyYD0eCoP4L1crmPGoGTEWgyfjJUnbERuKMIhDgUQdGYE/KacAs5nT0CazD2GGmeJb48BEHXgKhBsryekln1QBB3KxPfEDVIoIg4nu76EEvW0RaBJFYaz+68jN/yYpu8lsR2DrGe6UnIAf+FuCVd+/J2ESJgJlR5N3yop8i4Bu140xcGoiM89Xq5NOQY0BaySjuROOslkgtY5TGGXNQfEw4daxbiUR+49oXZyANUt0hDPoq088o1WmhxyQn+8fTR/uA6fiRI+PNiZRF2ndOuvb3inFPOOBI3i0EsL1OaIBq3YBtPKe2WDiw7QtvlyLbO6o+amKRc9sIrWIHB1k9EssRlQj9YQUWYDV5ObEi6cq2emsQG2Cd/Pm5EH7Fx7catdJyv35CN1rNp8iEnLa2rvq3wI5XP/VV9KtupSufrIYi5/6JblVU9lK/bjfawRYf5eqXpOnlSd82U8TqDJ55svyg52G5hB36ZAKQeyR/qm+VLi4UIy9aIsQ82CSPa76ctT13iia/25h4p5Hy/lil7QmjvN/3rOrmN8JbXuXDyj9WMZV761WsOV1qlibbuda+Vp10v0lbsfcWuz5PIapN2uU85eZStjPn7uBE4QqDJ+BEgfdoINAJHCGSgh1MwADLwbPhYiWMlkxuvsR4KFwFYnZ0rJALC509oQz49WOF10qAJUdqyVnTJ1nU84wzU9lK5iImSaJ3q9aoWyFCMrriChZCG543/RBbENfb26mZwDUmpwV66pCFScSGQIs1goNUaWIKPLyJui6CpRSoJOWGTTujIoK6QDIfWzDkrtISVUhi4452jbMifluIrr6VWVCmShA7Hgz3kAkLiypFhlkL72UR6K82Zln8hL2yzbhWCo8SUMaxOwqMJiRXhqHogPSsvKrna4Um1J1+6bizZOTGflcJb5kpzoXRdXdUTEvqwnkKob6TDQBpDYvPyL3LKHo1HJhck12SL9ugpAwvAZ517vjzKZ8+XMH69sBi81c4jMptrQe0RREykD3vAo8xWRBwdsinPOFGUndX1oe7ISpXCNkLIjg6llzCmTTWBU7ayJY5j6yG4pO2uWP1mN11tL0VKWRpwvT+bw8iUpyazsfOEcUj+8E90TT1cmnWrtkd/2XvSagUe3RNMYlmytNpkYp314D0xFZ7kqH49wCDvIwxYz1/G1ZdFt2rz5cUD3cuXFxdeE52JwIYPWG004UY2E2/2/OX+PLu3fG12aLoPx5vp2sVOaARuRqDJ+M24dGoj0AgUAhlcGUAzOOrSMDhxDnnOoMW5j73KBR6qeLKRZ49uvWxISEoRb18zybcn0cRkoS9FulSBiZbfwizSBykt4iF9K44WXUQJ4LJDOMu+SGxeJlS76h+IvNowxuLWIC8yTr4igByOJJhyIhziyEUYIhciSRNDGLZpXU0i0BXPpDAskl1lj3fpG6UX2RMxV9+kzTXxMTAWUURPxJBjnZceI7kkd01m5v4cV8zhstoDVoN9iBwuJAw91QfoVZ5w8BFG7hkdJ0/2IZ9pt9pbZAdbHAml8si2PLtQlydvkTLLLQjkxC+9aiKEPE0Uy6N6gG+UqP14L6QdI9EGzceVn/VNX6C7Jg6l35x+OBk4UuPgnpROsYPYFzlYIlMFq49pbz3VUp2yV2LAt5M+M8+67dMVX9uZV+dJvdSR9h63T/gmI/uaJFxLT7/UpGosomPZ5BKJlUmjJhg10c6TnPk+qj5WtdXa2b5lEktfk4d3LvgIEffy1eWF7gEmYpvdmT6UxRMcPfVJHPkgM6Q82FmeGyXngBrR/zQCpyPQZPx0rDpnI3AnEXjl+3+odvP4OJtWyRg9ehrcYQFe5o98GSQhVOTfbfdekg0+UIQ0j7kll8EUQhISjOd45g7zgVWYCT1ZKvRDj88zIBbTsGD9q8lAiHoRHb9QFo/r4afltUJgkQnpUWURJlKgRVFw4bvcNiEEtKOIgT1/JqWinjsvv8ZADwlgkw46WkiXPnJCG4uNMuiH+CSWVS0VaXGoS7yHTIsgP5p0VPgJBGu/uyr8If0O48EDT7lMlFAD/PlPMmb5EG05lK2HK9fxSEiQuxlJUU18RBIVFuK6VU8IujibJx3CpLraH+pJyIs9/AdPUYaXcSFrwaqgVLsU6sHEZ3jRWNc1GfISlOkH0tGTiaPslb6qJweRyf64Hsuz3UnnEL/FeJVFnn4RO8swtC43TjrSz6lTfVGy0g7bVbzC1lshR7K9esKCDcSbfUygtSIoH+S5mi4vHkyXFw8VjvLNV1/NdqanWZvNdO/+S3qydX7vpTl0RThRV3DluO6pUX+R8OPJnYjwQoyTXyQfkWdn/mpryQMHSLJWlcFmdvaMpx9W25ocYA9Xl7Jf8oMy/YF8cFgmBNIe0BSmBW73X/6ezqmLergWj/jm7NxP2vhtq3uSa9wneuok+yW0bJ7dpOt63wicjECT8ZOh6oyNwB1FYBhojYAJRAZRpRWnuBEhxmkGKghgWIcIOoVckOExmwdwn82Dfi6yF+GoATXp8F8Ifnlk55G1BspkO9ir+lI8Az+niyrOHkI+FM5KJSz9l4nFtXJD3Wm3MBuJ9Q3tH6qZDxciUROZUlOTGb2oVuuND6EJC6YcXW8YMtVUzR3c6IM+nWs3JNGBvdqjBxgmhCmXPCO5Vy0Vn02FKn9AxJcnB5nASQ42UhMLldvaqz6G9aSNwTcqcy6vefVxXheIfPJFj5SJ7pzHx3+cJ3mv7bFJ9cliPNFtzrtcmpN0UCZ4kJi8YBzDqjSdDwSXc/SkbdobZN8nR7LpJ+5Fw2KSCnG9urqctpeXIuci8LLRswmCQP5dta8K6mFU+hy9E4pzrR/oZ70IrI4/aKLK5747uOK+oV3H8shGGmVZRtK/BaVjebrR/3LwdC+kueysvvSqiSMrFfHxpPLQywbSl8K0nuwVxuDGAkVswjtfkx36I+9xOFf/2wichkCT8dNw6lyNQCMgBDwQhhCNq1g8DiAGz93VlQZPOEUGYvYiEAyARwRNxHoMIykC7wHTAzZ1SoYG/MUbL/mlkPIPynFNJFbD+qFHT+UGkkmxWT+RHAuKTEJCNJCHrJQ+IjyQA7zftL1izEUkYDTDUwVkkT6TrkFX1U+95VWu2sWOVQ4yI3Hx/IXFUYU9dSKgu3z9sAibcAV7668X3UR0CNXlkT3kKYosRE8eaPWTvY4iZ5WNNkvepmJ65+KpE4FFiMzqdE62EU+O/WfvPZ5Qsq9WW8XXcw2PLvWxvCI2yLEnYvXy6zRNVw8v5MkVqQMLrQjimP+lPt5zKOxHElZriWdyN9rT3KwFoCTNnuIZuuXK4VFIaBG7kXSm/Sog81y8yPKIB6+qBFJJGXnxh/Ak1FPIiWySJ1PgBIb1JOfycrq8fDg9+OZ304Ovv5ouHz5UuIZtdy/P8O7+feGKl/z+S6/Ybqs8ePKyMZu8yYctnM/MxYuMU6Z05TeEvsPbP9o+WNMWQkTk6cbehnAW9fV+mi4Jo7FFqf9ZKvTiwTeOAX/4QBOMywcPdA/m94p7Fa/2+f37072XXp5e/t73p/V0NiUGHHzT19SPPfvPT3RMxH3faMpW2JOnSfjc5X3wLRBoMv4tQOsijcBdQmAmkkVoMlhBaDkeiYQG6CI18hqXx27Ga/TKFZPLQHwQ/yuPIMNdPfqtz9yJu/APf0VURDpTp/LNtc15hhSXrQSTcp+4XTDbWi6vJge7+sy99BxIt0jFajftdiGYg5wiyFnSb5ZNbD0EJO41zutlVn2EBLzwCBK7HKJNXohUXRNBRI/SxX0AT4JUmt0Zpzqux+eJaafNK62PbpD1eD0v1B4AVTgjE0z4L3qRz5WYDpU+9jJupKvbbIEiNAOhEhkOIT2uM6JDOnW96sbmdkxyiohd2f7Uj8Syg6fstOrdmmhzBVxZpYdMmlTIFgsjrssbjMU5r/LnpcIbdXTZGy6JtKZ/rP6Qd+g7Rz6U97gEZaIQ/LSv4tIfXGqddfJyh6Crt5WW+KyTQ1snVGy3E+EGo6uLhxMvLl58841ILGQ8HmXKU290gJie3//dPDGVabJ+ezzK2csmrUva4fuENGzI97M+W+9K9LaJbN4GVS+Q7qY18esQdv3GuJzq1WSgJmDVUNpF3oWMX0ysCnRJ+A1x4UzcRJxNrjnenp1NV5eXkn92ean7aXwBHdGrNRMBfmh8jwePeaJbEwvauuUefYxNl6q9awRuRKDJ+I2wdGIj0AgEAcXpZnCuAVPkJ0ScfcUZUyaD8I4X+mp5sVlWeWtzzp4BTGUgHOEUqS8f7eBjO2YAXnpsvu6YYgZzZCxLbx8SZNU38KHUn0HVFZvM5cuVJp5UFKpzJFNjdBEPFC9y7LqKJEpntTJVFqElO3HSmdB49ZB8VAjCnk0DvDByXLVCQCDHA7kVNlJ1wKn6alf6pz5pM5CGeEJNrJYOuEYsNMEwiL5m3ZcSbpO8mNQpMldUESJExWBUdY+exBu6Js0/2IOqyXY93aiXa4V25M7vNmRq4hAm8hDaYHJV/VMTFdmOpxv2sktfVuOpJw5j30ajAcMk3biPXrHzMZMmWLKCMXU5BvOQVOCLLNIUE+42gWXyEUOdLR5l2gdZZRKDtxn7usB7fHkhjzhEPOeUxVboY8pQFtu4eOkbkX5kgstMcHlqk9h63QbUb099YNuVB5ky9P96UyulEFpTnT/CSRqWs+cJBX1eky90og383iQNffVOxHY7PXzwjXSjLTgRaB976s2KTlcbPw2CiBOeg8yrs0v/BhGywhKgEHD1zX5abf1ORZ4yUB9lwEUb+bgXCZtRW061ZhfvfxsBEGgy3nbQCDQCj0XgwGPNeFPeSQ3+IlweMGfKWiSRQVCHey+fp8FrHKdqLFPpkhMZkg1vY2lAxsV6NE46Hx+xl7jUluPWxFArRGiQJKcJbhonmaIJTrlBlcpaxD5fiiS1Bl4G4RDoyM2gbLLrgTp5RHQHMpUyJK3X1mDEd49nv5Z7PMCCrCu/8LnbLpMC6zNLNSmoEJjlJT8F14pgCM+JpRbP5zZBjjzxQK5fllskHhKP/VWhVjvy6TDkDA/klknDQgjVf/MLdEVcZEfLhKOk1ARlrJ2MDvMhphlSJUJZ4T9jmJTIUhhdhWuALX2wmc5EnliyD5Z3tb+sdwx4UnFlksnkKP1MSJW63e04xHlovHMtxOwgbMP59BIp+VJsgEZp86RFwrTyibJnzfa0iXCQ0g98Y3d7iHBIcK6nTM55CfLycrq4eDA9/N3X8hb/7qvfyjP8zdf/Xd5xiCskFrmb83Nhgh6Ec0DGv/rtl8IMUpunZQ7loEGLPtFLe4iq/hxKI5Krvvdyn9ihJsSyWQNEG9PPCcsh3It8TA5Ud/0eGDE/XaKfaYPysfb8zmRcv1fTXi+iQprPHt6bLs6/mc6+uTcRxrLGQ/79h27b2fl0fu+eQmQ2mYida3EjTTjctpV4N5NiXr5m1Rndt6CgyWG06n0jcDoCTcZPx6pzNgJ3EgETuHgUTY5EbItAQyhCdAEoXIM0SAyDZEhOAMyArfNrHtfKxdhcdewWoUojhzyrdV3EVU5XKHgRSDx4KacCxYbkRaw65l1dg8QsztuDqxZVLQ3Zoa45l8mlzqvdxsn6kI12i9hBPkq34CvSybwFEhZMMyHBE1eTnODqhh7JrrAKZOZjRY4llvtwrtsEaFZcB+iNbg6jqdamnXbim7QfFpvWFe4B8eVlPTmb5VV0exPi4vYfFS70QnYH7midiqTRZuTPRIzwBf6rcA0yK8AkHksmbGAJDnh38d7WC4FqEqE6WhV/PXtfJ0ISILVcice8yHVgKKUOG5G2UrLCpIR9ctWkjjbK7heDKTzLy1/59YEl2ShhD27DLCpu5KFOnnywgf3BBE734mK1eIFNuAnduJwuHgye8YuH8hJfXV2kqoM9pFs2M61MQDPJ2Zzp3k6/oW+OmZyqvSLjRcpjw0yQRHzvq3/ARr8T6EwIiZYcvBIpRhG9I4AtVJy5JrDpFLASSd/Z0119Rx+anHuySRu4F4RR/W5wvtmeTRdMPlbr6fye/PGerAo/f/yHSQFXNDmYnQ2EvujHi046wKtPGoGnRaDJ+NMi1vkbgTuGwIPffaURdl6Cj/F9IBQwBl6eEnPA46vlzuqjK7X8XMj3TLoqDICBlwGWsnjj8HTi+ZzzxzO+96NxyjOosjEwck55dONFsBBVeUzj2TIfsc5Ftsh3bWNcpUyWa0uWKgPLEAlIwWESQVK8fhxTP3pBCKgLAmDCATGsrwLa+apryBWhgGDs/fKcdESH0j8vyY26J49IAnpCFIpoSCeY0bmfMARn0tMOPvYiPAeMIDAhUZKRD/UMSwmGOHF9i5e9tniZkQm5cegLbXDYAnHxZ1qG0AWMCY2shjoSR21AXyYVxDZDwh9+87UmCni3IZKQQ+qgTtuMPdtznVFq2EO+jFk617qJxuLV1HsQu9nGUhQ80PVRm+11CM0A96P89E3y5QaiXQdbhZMYF8cg087jupFjsotMt0H1Fc6RCTaUxeP94OuvJ+7lr3/zpWLDv/nqt8IQkp6XN1PuweorEVL6cffVb32PscRfEWtNWair7nXaY529jxz2KlMrvcSY6Vv6aY4dxyZ3dUNgDYUdbVw27nU/6eB6rskbXU9M0n9eetC/JdgqT01s1w45cTs2Cl0BwPvy/m/0IidLOZ7fuz/df+V7+l155Q/+0BOH+/cmlndk6UUR+nx5tvpwnvQuCvdRI3AyAk3GT4aqMzYCdxMBDXxwRIVJ2MMlghCSCZGaY8YZMIvg6GuMYs3z0mczgnohEW/eQjTwfkEoIIrzUmkip46VDfGEwDAYbnkZrwZulamX+eY6ijtp4JwTTQ7MYJZEBmcP2sQwHHq5ZgK3ZDfRgphA4OrFLUh2NvSBOMiTyyuBInkV51qEZr2q/OXRt+fREq4uBg+liAx0x+5p5GqjffM1MbLZez4TwZDIrIk+8En6FVm8KOfH63QypGghiCZF+2m6QD59476GEIsM6jEC/W2VRDjLAw3uO31sxjYjQj57nRfypkqrQQd1F4m6rJfwWPUDjy52spBx9xthDJqIAEl5LunT0qr2TBTB/JAwhtTNmYrbzo0qQsl12UkRRWNTZJO6VJ3bajxlnKUCX2+MPktNiUM+viSzVz/ba566jJVjuMGTNtPe6MVepDD3hSYqTGR+t/w9+J1XGrl8KLsUpiLti93L1orIQ+gXPTOhcJ+vd55YyiaZBNZvArplwoZOy0TEbac9ut/qHiZ1tP+0l7LjdlhP6cvvjCaz9KvT9FuCzApnQQq2pbVz6sWS1Yr4ea8pzv0CbhB2YsnPzh9MFxcPRcaZrEDO77300vTSK1cT3wC499Irfh11mCyonbkRRqX7uBE4AYEm4yeA1FkagbuMgAY6BjZ9nno98ZIhJJOBcbM+0wAsElUkZcoAyyNcjYIQFA7Z29MFJ/SAy8oefnS8vXg4w+yVkM1558QiSXM1kbneKB6WfCKJepR+Lr1UR/IlTEG01i9p/f/svcuvZcmV3rfP4577yGdV8dVyowh7YghCUfDMMIp/gFWExhapkUbNEqCpm/4DRHkqwM0eaSRSc4HVHnrAsjzyhAXBQ4Olbneru15ZlY/7OA/j933rix3n5M3Mm1XVapK5d+a9e+94rFixIvaNL1asWNEG/W75XAC6BnXxuzQgwvZ3IftcA3A06EeL1bDe2etDDiOBDwGN8t/MM5pbzD8Y2Bn4KRd3apaJAQdhgDgG9ZiK8A5IEChBiNnAJrTGASk+kASwL9xSQH8fxJg+ZWlCg9u/K3GpdgxQEtARmLVJAnzDL7QbSNZkCXl4NYJCT4c7qgcTAwAnMptvPNFo/COrOd5MAD+shFCVtPJoCy0QBY0CT5SNRvzq8mJ4+Nln8paBlvfygo168XTh9rEAOEQpkxzLMuHUuK3u8CJtfHlWoV6syGC2EI1ntUeSCmzV5kXlpg3oWzHHqD6tdGX33E+KNKkTaCw3jAU0nZ5VntKE12SLdqFPCGBKXu43pJdWuVYfZN9dky71J3n/8KyL9gNcPnzwqYAmckSem/WmZOi+qTpWv0Ve8xkbJTfDZsBO3x5NNgX604/gTXsPaKtug+URx8ez4fP8ie5atcqEIRPJqnvKtYy7mWJFUAYXdT68EkcKYpWm0q0vz71SRdtUXAB6vj/JtYheLOwpZuR1Lg04feH49PZwcno2nN65M9y+99qwXB0Pr71xNK6gFQ19uyrtkNPpfZLAiyUwgfEXy2hKMUngd04C7733y+HHP/6j4Wc/+9PhnXd+IP7feecf6f7ee39W96fTXFdRDXos85amDBCE2zDuAjql5SIvadkQxZgY4N0GUoEsD6oBheSJJlP0MqgeMlJjcaNVg160ggIQ3amWmwXa3dL8FtD2kC0uMbwYXykzG6+oG8vlAmJoAcsUpkAUgESAE4C82Q2XW294gy+B7u1mOH/yaECzDRjBdRxghncGf95zqd5yIV7gMREHMpAcSVcTmZiYkFxgPNpvKcqboDoAU2FAcYF4AxweA6KQX8AJJxJ6MmHvG3qWttzgNm2g+2w2fL74SG2o5fuaOCxXTBI4vfHYS/xHK2m0ATuahJQG17a+mwLpBlTYgSOzJw+/GLBh/ugv/pPMKh5+9okBZXnIUF+r0zJVr5Jb+pM6YSdTHg3z9wPRlpMfsEZevXeAmNTEpz/3ua/BiIpGtvPyyJH0yDGy28qOvE6krQT5JkiXy1h0BKnmo9pBANegkb4BKM8FDehRJ34ef/FAk2e+W/oi8mXytSv/9/BlIO++2HgxA41v9YX6NmQmRn6+s87chvL4nhZHK2alNg8pDb7KBMTrdN3ysKMvlV9MUnqzlNRGDaCXAG9emlRqUoc2f8/bjMQIf2VC1tPW99woaBMmZUv2mlDOhvWVVwEuLzyBuThnZWatjaCYtdDfT85ue7I8x7UhmneufG96mX5NEriRBCYwfiMxTYkmCbzCEqgBWR4N0JbJPRr2vAYNAARAVYY2NkQBXAI8ckeCeSZPe6/BL2BQkCkop+5tib/SVuZBnkVKewyAjnZ3wMNBvdsFIABGuaSs5ACZFgCI3WG7brdrBgz2wBHf39IOAqawXZ/Nh2WBdGohzTVgXmYcW9nfYhYAGEeLi5y4QwOPFimXcOQB+LUsNAfQLwFCKJb21zbhNdSnIni9kBbYQFq0OlOZyFrl0Ua0UKdhRd6Ai3ZJC2svF5JdtXVWQUzfG9rcvs5JU8KHQbZXHFarE9drtxuOVmlrNkvaHpv8yI0VAOjLYgcAiw14ecyIBhwvHmh0pd0tM5VAMTSwrhN90fKxHXOrlR7S3/ZD/QYfEBGIhK9F9YVuouiUkb8BY+R7SNv9GLOH5TjRrBUN9RX5pKZ/bmWDHE1teAs97qGVurne42oJPGgSNJsPx6en6tv0K/XXKhP5AiQJh6Y2NVLjAtL1QViTXEzQ78RHfafhjTvfx4KJQAFQ8ue7gx+ZjG1nw/KIY+3xRLIZ5tW3wgPp5HiS/lurUJ6M22SqL49nvjldgOjuWXG1QXY27+LUovmLRBHs26h+WJtylbfCEr/VBCplaflI8oo8MVehn1zxXe9WNlFjGsOkUPIcmjccMzz9niRwMwlMYPxmcppSTRJ4ZSXw+Atv4Hrw8Uey2QUYBYwxMBk8dANfAb5laep6bWQ00AxuABM0kQKJglKFlgPaC3QycJPO5hQjyAd7WZtnDTbpzMtoqgDtTAwEUuKRA5ARUxEmDgJ1gF82e9mbiegLNNi7BsAITTRAmU1egM8TNnktlwO2s08eP9TA/fknHw1PHj2UNhLZAX5yQQNwBJ8qsyLgnQtefY3yVNgoGgH4pK/EpqeJClpe0wcMkg7SVNeAwoAsABQwnCuyixzhVeApIMYCkakHMohctTEOTeiCDX6ug2Qy56CYE9nYorU9Pj1T3te+/R3J7/a91zUxiSaa8teD7cHZaPjR//fnA273/vN/+n81AQSc6+q0mp60gLxGrWpEhQTbcwG+XvOauLS9wDgeNwQo6R/eIDrKx/sApHkv8wfKAITRr7mQK/UQiK62bKsPXR/HNMvXFyOPBHCQDpuRa6VFtKoehMFjLpt3jaZKy4erRI132n7LBLFkR3/gWxJYpV9sh3VpdA2Gx6w8UT7lcqVf0Jmg2XYWtEmh8/obYjIyTnChAzKHhn5S62pLTRUL+M/iZqjKV+ctHvTsYtpv0eYtR9PXhCF/M4hSmjT42OUbDaWhn6sbOUH+tjHRkLnP5YXoYIbDd2+Xj8vh+OxsWHESbPtO9shOL5MEbiSBCYzfSExTokkCr64EbO+8ERDH/jS2oABhtF7RUmrAqwEVVCZwUwPgOKAbfAMC0UAGvDDI7oNT5O2BG1qkC9ALLbVIDe5ECmBQvsABf9qs3TPwNPCAxwZoAH9rH/YRPogXkDrgJ9phQDgAUPyU/TAgZjd3PgZu6G/YCHZ56RMAN5RRXk5qSR/AEntbya3ADvbU1CQDu6RQqwx9uj0ZFNgQyJkBtg24Oa1R6SQY118aTOq4MODQxKBARHp441WyGCcFntjgY9kTsNCmf7CyIDAnMB5NvScWbBBcrG1CgQYdzx3kRU7S7DczInMgoLdeaxLDxI/85rs2wjbQU7rOBs5rI2pVRPwUSB6BZoOQoiIQXXMvJmEcCsSm02iNe9bggTbgrpLjfYXWKu1swD7vaGq51G7Vn9KubFxWnDY+l5mUnum/0Hd7KRHPXf9J2MC3hx0+tu67uey79ZGkL9UdftmACU1+cqmfwGeAbiKed/dH6BT1remF8Hz7XbnUvf+uQzpyQE7p14nbu3c0e/p7aZ7xErknWrwwyTno74n3X5C8+d5ko3b330BimIDyd0Dmekyuo50/kMM+teltksCzJZDRoBUAACAASURBVDCB8WfLZoqZJDBJYBjkEo2BGxCO+cXDzz99agBloBOI2mBTeaoBPj6LNcgVaA7oBUCgAVwsFwJl5A9oltAL1KUB2qC4DycqutBmacRIi5ZWPOnIbgN5EjO2oyHOJeCtjX0Giz0uAZSaBgDMR2qfnt0eFsvV8Nq3vj2cbG7Ly0LNEmSCAgBHm4tGHDkhMwCv7HnbgG5aq2MDXeJzRdtJGEAxoB9eomGFp1xNLsU474rvgHQ0v/KIUcC15ydAApqUuTw6NqDHxqAXCPKLaRJaYOKqXdfw1PNV9swAFtGdQXclzTj3k1u31U/QLqI9Fx21j09YpJ9xKM2jzz9rmzUBUcgFcJlVl8iBO/F74E48eUIXmTX+AYnwrxM5PVGCrnyNi04Bb9qBOmbiBU0BOgosaNvVmwNgVF/6aWnPS2XrVaAGuK2dXm88MRGtajMmvFzS7FbZMb0J/8SrF2wH+5NHMTzHBKo2LEr+7j9aESngLi8pNRGgHOrFKkb6QICqv1mh6vatB8gzgRLAZ0JJ+zJZ5luZ+W9AwDfaePotph1MdMR79SfaMd+WKtubBHV9Lu3W962kb32/AlramgwQrO+op9fFhQ738KwVi/pG2t+jWqXAdny3fSAQ/vCz+8PJ2eVweutOfaOjm8S9P1F9IdPzJIHnSGAC488RzhQ1SWCSwKAT6QByWj4vVSEDK4MfWlEugcDSwMlsQZpPg4oANgFKVI/lr3oh8GFNMqA4wM0qy1HyexqrbmDVAF3vGZgzILfBHi1mr94swJf0KcVa/MAN3wFA0DPAM5jQJq0ZftAxjbGrPDzKAEYwW+FiCRvtLyCHSwDnABwDZDMRUKL6FcBNnSmXzaQG6KNNPlrbXDGPgB8u9K1wL6AW04zS/CZfzw+gKjITAS31Xyl/zC/gI5ME0oT2NhvmIl8EknpCtw6ooZ7qL6waLBZajRDwTVsKNI8TDMpQ+0j2Ng0Jj4QDAJFP6m6enF/pChzzLFmEp/TTDjyrzvXe9wny5kdmKdekUV5oltcT8ZEJDAUXAIYutNx3xLkmVoQpT9WTdPkhXPw0GY2eZ5SpwpU+6K/6AFTZyCjqtUG4fVu0n7Ts4/em/k0vhZ/wVG3Z9w/Kikx63qmqTjatybDkRX4iGv9eUTiq/RHbHF6kyvhXT58QypAM6jlJrwtLXPKEVtIm/mXuNutyG5FP9ar+jzcfZOqVGybX3vz7Vcp7Gd6mtL9/EpjA+O9fm041miTwtUoAV14MTNHUQZxBDyDOYMQARByDOtdVgcVeyybgVFo7UskMAB/XWzTj9szC4CYKgMgCFocV8fjOb/PAnfIBRAL7pfUmDACY5XmlJ22lD0jI4CmtnagaXEGLY92pg8AKgBLNNprZ8hgSN3i4epSbw9WxSjg5vT2cP34k7Xz4JG+GdcGxuL5TDteHtJlE4MuYHNLsMVHp5NFr9tGoWv5orcVtA6oBUt4j5zj4aDwhww6MJ25ToEvAuk64lH5bbhcN+t3WniCwme/wEi36CG3QNv36REUmPpl0FDOSbWggHy7JrGTOu9oqgLXbhJd84f/wTrzAv7zPcGDL2HeS95l3rWZsh4XAZbVTyZA88CR+NQ8pExbSIhOS2xpF5JEDfZxJ3vqSPu+JYmRFnvRHZQiQVTul95jTVi48lCyKu9bPxB+TulmZitQEw7QxETMt928DcZudGXhG/uoHA5OicdUl309LY1IH7TjWJ3XM3wHZ41c79HXmOf1W/HcyqCJeeKMsyafyquwX5no6gWRBW3d7VpSKVcKLCykndFgSZlTsvZjQ1NNCnEJuLIGn/4reOOuU8PdVAh988OvhzTf/UD+4x7vu+tnP/kTxb731D1o0rvPiPo/AX/zi5wPpvs7rsIyvk/ZNaCGPvs7X5XlZHnFDiLy5/zZet+/dl3/d17/z94bXv/33hvvf+M5wdvuuNMAs056csonxyF4d5NLsSGYZhimlwYzWDqBdGls0pgx4AZFNU1ygvXlQQSjR8tYALhDAM3intI72iV1a2AyiDbx1btRKEykgChjtAKmKijkJrhy33oiG6Q11vXX3/nDn/mvD2Z178jt8TN3ZuIizRDZ2rk6Gu298Y3jtm98Z3vjOfzXcfe0bw+27rxmE1YSBMrRsX+BINvmAfTablgu49AMBFfjp6q+JB7Q68AaAIY2Abrmtg0YPdBooUbnVDgANAcSF2g9tviYEZY4SPkRbpgXlDq88xyj8CjBigE1b0Cb6qc2qaNUxR7n3xreG1771B8P9b3x7uPPaGwMmP2yGAxXWVEHFwcPJrVvDnfuvD/de/6bkTv5c1EOAjclHma3QhtLqlkxbXQOYqx+gVcf8QBPLyFDAuSZ0hPGv0gPE9CyXlnNr5Stf+GlgOGmTt2tn0vaTWWROPQmDJ579XuHwWd9Mm8yUa1FoaQIwMqDJq/q/zLLmOpTm9Nbt4dad+8PZ7XsDz0yqqQuTX041pa808F3ebSwfwwLSir/lclguV+onxEcmxOk7rMlJ0tM20GaliHqaL/dtytMegGo31QV5VRu0KnUAGBpJFxmqTTp5Jz48aLIAGO/aou8TRVA3ftF/mOSy10N/k7opTV+m09psjf6m8vQNef+LzMrcgxrt6WGSwE0kMM3lbiKlVzTNm2++Obz//q+urf2vfvWrgfgHDx60+PivJoDwP/7j/3n48Y/fbfGvykMvh9+HOsuDyG47cALd5mqto6PlIaQGOgZfLjYMcuVgFcKjrWPQUhqdIon7LysOK4PSkSLpMojOi7Z8CNfgqjyk7TSUAgXJr4HcAzgAvzfhSN7cW3ndknjSK06mKEvZO+vkveNj2cACNHgHKBgIUh8ORMKV33HzRRwQKe0/k4aBzXb4exvrGp2nAJaFEPYEJsYXPwkEZcOggC/mGE9vTGuATaDOts8CJNUWUKOO+new0dF1bxRUsMOYBGCoTOZRw8ykpYHSMEy5C3u2oQ/hTSUnGXIXyFL5yeA7wIw+lLTYmFM2fa4HVJq8tB62T+PwTbwTyEQP/mtFIemI72knXFlKXk2r26u7+4QHz41e+umB3NXuB3GUIVl2aRud9O+DcsRj2hJ/44Bn7PO5r1atXgbJNh0LzcglbSe50Ke670HAtuinr17DgoKgp78H2gNibyqhpbKqvgl7Hh3Vq/rns9IlPO2X+iT8mffIl3tN4EgLX3xfqXP+DiUu9PU3grz1veobgtdrVmyeycMUMUmgk8AExjthTI/7Enjrre9JWwsgf/vt77fIDz/8cEB7/sMf/kja7xYxPfxeSoCBnevu/dVw6+5rA67pLh4/0sl+X3z6scxVcOUnUDrgx/jKSkpMRhigyr4aGgLo0iQZxPrd9tfBJdarkk/jZMkUGOCwDIgMnM+7iDYY14gp2BoazjrmhyYgUJotkpemG8B4fGIQebRaDWd372kVgJP40FxinhLIusTvMFrbzXpYvPFNpX3tW9+RPD7+q7+QdxU2d+Kij82tyAX+ONpdJWZwx9y4/JGnro4vjWUzS8iSftn/1uZUy7uAgijXL8nDXl+ibYzmX5rJPm09u3xrh/vofdmPcoQuLhWj5eVwFDZrspLCigHeaO7cf0MgJvUXeCviyB/Qzg9Akg2xAHk2dH7y1385nD95qGcBpupP1mqW7bs0854UenJkTa46JD0A7T5az9LgU7++LjzrX/WtyJ9wa5H3/evDNhb8Sce76DGJpD27Pr9k1aG0xtLOLzil8lzp0DhDn42wqZvapPgIQEw5sWemLE42nS2Wwze++YeawHAQDTJn1YF2oHW0sfjxw+Hi8cPh808/Ga4uz4fzRw8FHuEll+tYb3yn9NHSEqtexR/P/PS8whv/CKee9C3lYVUA7X9t/CQMvrhSn5SPzFgRS3ijX2H6Pqv/9/2G/OPal013VH5xD72stIWmTOFqs2ZWnpjgi3cO9znlyHvzeCXvSBfabMxEkZUv5HzvjW+qr2pPRXmHol9P1ySBl5XABMZfVmKvUPrvfe97At2//OUv98A45hQ9OI9IYqLyi1/8u2bKgZkK5ioffPAflYz3n//83w4Aei4A/b/6V/9rSOhO+j/5k/+tpeEESdLcu3evpcNcJGYd8PKTn/xkYPKQ66c//ZfNRIZ87777z5uWHq09piZo7T/44IOm/aecn/3sT0NC98Ny+kjKJx46Mceh7j/96U+VLBpy6soqQb/K8JOf/C+Nn57mb+NzBq8d4EJ2w8Ow4Sj3+VyDfmxhs7LLwGVtse0tNbBqoB7BOIMx+Rj4oE8aTBy4MgAyMBvgB55bOhmok/6ZMivAkPQmbuiskqq8hAsElD04YQYQy4EVAZnhHB3pkBY8wIhKgS3kQBkCHkWTzalcuxO7MLx1554mLQGYcokGJuRAoMvyAa0Mlc+34DnTijZcwERBBg51oqGK5Ff4MhZ0wgoLKAXUwC//NKmog29ITHsQR9sEWGDnbMnRFmauvceEJpsr2cxaR6IDqlkd4DhxacaPVgZwMvWgfc1kTDLg3SEzyRpgj0kQcgNAQpcfwKV4xDyGOmvfQQB5UYBWmYGwaRG+0VzyD7iefk2dAW79tVuYBmXQtuFKadjYm85e4DtpotkmXbSkiQP8ySsKmvkCbDk1021guYcPwCt8UQc2T7t/jkAvky71z8WR5XS0klkPBwBpRUsmHjvJjP7Mag4mJJcX3gdCWQbNBxt5i4nUR32lVqnCX+7UL5MbGo93Ae/qF/m+VVZ9F8kLXV1dv00cMk+7JJ3k7rmWv7ck5u4mcwiLH/zrec43kDwFxJW14uAG/vW3Dv7TTshxdSwAjicfTXhqpUcTT9qWtPo2e0ZS2HSfJPB8CUxg/PnyeeVjAbo9iEQggPMf/ehHw29+85tr5QP4BXwH8AI8uQCsgGSANSAc7Tpg9oc//CcDIJYLgBvzFvJZA/9PFBagTNhbb701fPjhn8sc5p13/kfRef/9/yAa0Pvww98MgGEAOuAemly92Qz8wAtlB1jDX/gNHehikgMNaPWTAmi+//774mVcQTAYV4GacPxP4gN+uSIH6CCH3/YrgEF8FoCcz9DkrQWY0O42s5Vhpk2dDM4Gc6VxLjCnsDogRnbGgHEdIIOW1z6224DWgfGAyF5W0OIKYAoIrUAP1jXICzBooGTMLqDFYN1hMMZjxdXArEG2Dq6xts5HpUMrAJyy4B+wlHJn+M+WFnQlO10AAQO4NJ/YpGoDI7az2KRvdNS789rtIvUhvQCI0IFJk/6QYdl312FEpBKQ6CvVQGdpGwssBWTTdtI2lpYeGQLYaBuVV+CC+vRox/I0X/AAPQF2pbdnGTSIAHHo0YfQ1BpYlg2wTGu2A9by1s66XURnvhhOKZMJAzK6vJBWHZeRrMI8+PivtbpA2fRD2kfa4i39zisygCO3jScelrEbXEC2n0TB0oHcXLvxdwAhNLmggfxoX/cHTGAApjhSweMOMh/Bs/o3Gtr5SvGUtzw5M43OLERtKnOvUWMtYD1feJIjGjZHod+d3bkr4I2NPRMVvPmwisNehgZQMfOR33tPaC45kVM2/QDzC7U39bvacbJktwGSOpZbTzyGsNqQ+pMuExrJRpM7m6mhKcatJ/Hqy2jJM+Hp5Ey+/AS0S5Z8ifhQr/0cKnuGi9ICyqw4dF6F3B6jRt1guvNgQ1uMTaknTUIOJpb0PVY6aDXxq4UVu/tcHc+1B4TVnXtvfENackA58qCvw7f+gkymKgeSnl5vIoEJjN9ESq9wmh/84AcCoAGaaHkBuoBIgOvLXGi7yRcAClC2hthabjTTP/+5wW4AMWmiVU9ZgNho03n+0Y/+qXhB4w1Qh1fioymnPCYOKT90mGiEF8omPcCaCxqhAxDngiZhvZ084ciI67rVAsA7MstEgnSUiex+/Wub+ijz1/yL+gT8h3Q09Xm/Lk3i+ruBkkOkaVrMBa4MVufSTGaAJhWAAETSwHhnphK6DFxNaxWNVQbpAoCk1SDvh2R96t7SFBjtE/RxDmfADu4KEvfAr3h4CBjXAAs4NYgkXsAV/9+lBSOtgGkBGEAAA7o0vioI8+rNwEZPeNHmta1NHWwSgFnLeDiPwIcOBAKIuv6iD/hAUydwWqrBsSIFBCQApwm4EwgpHguNmF6gidF+yqCOBpCjiQF8o+ncu7qyW7hAogET4IRVFO7IDKA1Z8OibLZHgDrHqFwmQQ5T2dABdJkZayNX+D4fdNrhrSfnOvodcyjMeVhluLr0XQAq/ajycxtBY03gOhv31uTV7j0oF70Cv5JR94w3HbXHEPkYPFIeQDfwzyCNsPQ3UviaYyMe86KCizEVkcxVHnI8kklUZMlKAWGkwZyC+/L4WPfY4zNhpg24mFwBilnVuf/Nb2liSJ+8uryQP/ds6Dw6PlZ/1ISmgLI22cpToycY8EBdDObtUSe9ibIEpmcz7S3hmT7gidJ2mJcMnpaE0K800dCKrGdtH0r1P/pPxW8X4+ZvtW8mPtFo10TTkram3JPtokHzEZn0lfDoyKZNAtho+ZdHmlSygVtmKSdnWoXI3zxo5pvifl07h4fpPkngWRKYwPizJDOFSwIATAAv5hw8o0G+DnS+SFwBsZi+9FdoAUwBh9Z676fp0/P85pvfPQzSO5ME+OQK3SSkXDTS8JE4tOv9BeimfK5n0TFg39/UGrDe08ozwJsfQDkrClzIkOsQ1Cvwt/DXqN3bgWqkqbSmtMxOZOrw9AbCABkwToDJ86onMwIPtYyQe0ljFhDgZHoMy3gasQ0wGQK6rBLUQrWxVYGARpQsmC2IOYNGASsG5rrkV70GYw+2Bgk8G2BlEIaNEcSLt/kwzLfzASsMBm1+mHxIY54DT8oNI/zbBIHDVDjdEgwVwIoceqhj8F6IJPOGsCw5Rx5oFkc5jQCHvA5v2fYe0g6qcy8nUhU71F+TKardaQI9WRld2pEl4ExxkZ1RUGnUix8BzxH0R+YBl7sN8lvILhpwh+aeFRnugEqAuUBk1cagyKsfyJ06CxSqL/Ry9bPaiDjFm0gmlAJm1LN4hDdoqgzZQB+pL+E5RFdHA9BOesArF3lcN/cf3tH+pzG1IlGacWQHXwLjlC2b/IXMdiifHzS10FPamfsaexn4x5120hZfmQYdDae33Rfp+tisk1f7GMqTSGTLJAftM+1Gn1lsvTriuiCzneQO/0rjmlfd3O/VA7Uh0nt+06/TTpaDM8Zkyf3F/T9foyYWneza36S5vSkJoFMOcmcSwqXJiOUtbnMmQoF5yRvZFMB3pkHgW7IsTTfKBfY+nN3Gm9I9yRvTIFYJVAyyz0QuRKb7JIGXlMAExl9SYK9icsArQBITD+y9o7V+GVkEeALs+4v3hJGGn7z36W76/NlnnynpIY3nAeaedvh8Fp0+7U2eoYe5CyAfOTIBQMNO2O/OtQ9WAAT9Bejezn34j8BJRQp0GPm1waqPPxzAWhzF5Socepg20dwN+h1ymK7RrAFY7wUwWxxAo7R9w25hcNmBrp4mgzSDOHkJRxbcnQbosRt2gB5hgfK/PqARX2siM9Ophf6ziykDFwAFevxbxFlxD+bK3ELpSbe0gFyugS98QUNgE/OdHaBiKV7NGwxZRnu/r5E18Q1ESQNqu2XlC1/IoMyEIhPVWZpv5XYxkUXCJSuDGGmPi+/MvSJPAaUqW4Rms8G2+4DPU7nuG+pQJAAYoBng2OqvlYTYDHNgle38kXEuuORKWLVej8VVR8lPfDtngLHqXcSixVZfrDBuYLT0M9oDPlMAotQqCg+dXHnmtcd3lAUfMs2o/gYghWdo0GJqbwoVHrWMFVZVTj9IOnje3tlqQ+3VlV0dsjGbOjC5QZveJhdoxunDqpP7P+2v+rR6Uo3A57HelCsZ8M0I4Lp/qcfHxIeJUvJWOurmb4R844bvyKovqxiTfPQdyA2kQiVbyqI+4j/nBOSD0LdeE0j6GSsMS5v70G/Y77A6PdXqFs9akaiJWPoOvC9nmKpc95EVH9NtksBzJDCB8ecIZ4qyBL7//e/LXhqNLuASDfbLXgHHAbvJz3vCSMNP3pPmZe73799XcmikTAKyYfSmtJ5F56b5k85mKr8ZYndO+FepX+j+l72PA0wG9L58hRVy6OOb68HEMfgdnLwXQCR6B3F9GXkOYMo7dw7dedbV86O0QThyu1j5uDVAXUCU9xpYQ0OAgnARso30HmISE8RG8ylVvVwwApx0ImUBDqgUJWkvAZaDNkyapwzykAQQSHRAfe2hNdAyGwXGqRf/pYp3vEGymGpl+W38nVMyRYtUomMNsPirNgmvbj/ziNzBeYkjb9PGF+hC41/MtwlLIVTnNKkREFf5BI+wufgV/fkw29n0YTfbqu0Bj5g/MCHc7Y5KO24zG+L4N66YjHV3u44aa94DnFuqMFF8Eh7zhQBkwqz9rokhARaMyRQNQPN8YaAdQAlf4pD2p37NhMpZ81tiUfuMbZ/0MpehyUrm0KZNqA8TPazyW1zXXlr5maeClpG06ALI3jy53OAZyWl6G22l6ydLVFnvZXLFe03WVKmqiGWeWjlNeFM53aSEtDHZ0Z4A6HeTmR68pwxWT5BnJg6hSZgO5tEn2ffvklMpGJAX5j7sc8D2nvbBDIjVh9jhy4MSe2D4ZNkvUfth2t8L/4UYKzk9TRK4gQQmMH4DIb3qSQDf2Djzc1MgHmAd2aEVJuzQThqzEa7vftemJ7YRt6lI8r7MPaYn0I09OPkplyt25C+i+fbbbyvJIZ2Ysbwof+JTbq+Zf1kaofV3dbfmzYBDIIJBsaASgz6ADoCSMSjgLGng+7qwPryvW5+vD0/6Fh8c0QGlZ5VzSEcaTECLtIoorcv+N9o7ge6RMGUyuSAEYI3NboCFaBEv+9/y+S0ZofX2wD+wIVMbVJ1fwJk4wEFpTNHcCSDV5jTR79GZRDyTvb5AJsA+4AXNKUClNpwF4EhmKqeAdgkiAKtHjQET4YHyBbDgsXhNPuJkDqO2NVGaIxJrZgQVEFqqToE0hyEPEsVu3hmgheaT8mIrb/DZa4ANuFNHtLS0E4CMesVcR121vABV9as/Wia9hlX5ZSbUaiJaCUfeMbcRAGRyhLlCV0/KkJxqBUbfRtlcp3xNsEgnXodht3C/Ub8oUG3giWRsf07flo/0EKFroRknfQHvyIgw+gDlNDttbaIsN5jwvbS3FjTk8MiR9hzERF2xx0/fShfDbAVZqk9U2/T9jPTEEQZfkmt9R2pjJho1ORqrMJq3Bbynr4ge3OQ7F33aNm3jCH9/7kdaGRGPXh1SO1RhaWf3NwLrm5gNAt9KxnO5hMQ8in6szbOsQsR1Ye2FID1xmoBqosjqy3RNEvhyEpjA+JeT2yuVCxAdW2m05C9zoQVGKw0Yxb0ggB77bYAyoJR3aAc4v/vuuzLhIBxzGPJj0vHgwWfSLr+obEA/P2zWBJhDG+009uKUAR830UyTj4lHTwdvKtSl17i/iB/qyooCP9Bznfe9rbyIxt91fIAVA41AUgFxDcr13PPIYP6sS4N0xfP8MtdT6St7b+bRBtpi4Vm8CHiiZr7hpbpLczl6zIB2K4+hXfHexBcw0sCAgLztelsegRbnow6D3NcZ2JVue59+tOqUg1a63AJSBU0EAGXybAK3rpvK0nyg3iv8Orn07WweAStClvv0SmaHK/Iu4UCgtEOZarR6E1TgnrsAXNnIq7gDEtKKIquNJzakj41yD+DMLOf52FRiUWBY7ZR6g+wKxEpucnM4cq4nKalpQWv604bc+YdJk8oSLWufE5dJnapQdQya1MbmANbEsVmwwlLtBnBLJoBpyYt2r30Golk01HeIqz0CpJWmPg1U30JolCiKRdrY/vXx90jZlu9obtL4KjEZHOcbH2VHOgAv9GAtIDpVDZ0xv/tX3iNn8kPHPynHuQHe+nZVmMOahlxhNUFL4fS1rBg4+dO/ezOVWvlgQop2nA2wyDc0JMOiKTkjzO47fpr4FDJJ4GYSmMD4zeT0yqcChAMkb6oZR2AB34BhPKLErSAAN64GAcjxjEIegDSeRwDjAGguyvzJT/b9fyviGb/s6xst/j9SCsCzvba83Gmg8AGfoROg/zKabeqMJxdcOHIxGcD7Czy9DJ1nVPW/SLA0b1WShkZADhouBryMlf2YfBB2CKIP3w8rQfwhWEweDYahX6BOAyW8oHGtkb8NmgV0ekDWygMwpALd4N3iM2kQODC8DRAQ6BCfpC6NYMATm8pY6u/4DDIJiCTXPCYg2LCChDoQiJ9r1blDMruaPMgsQRpImzaI1txebVLvsQ6IxJpTmijxAT6kS1gAfMtLhpxUWe2btG77BLYc40Ore/qIEHABvTK1KMQmmqknQLKB05oMoOHFPpmVB7TQbOQsswLCci1qQ12aVKCT4tVPzZA2DqasyrjIpKwLl/ThpVZOlFT9HtOY4h+SZTZk7f24gZgyce8HkLu6vBAyjbtKJhDpd2ikIdMOI1K/6ExRUrkCfNtN+ThPvUhPHLw3UOgJI3VIOSGT7yP14S4NuSXruskG39ptKpg237IZVMy631Gk+mgRpyziD8P3+1W1Ax6EFmj1saPHxWf1E1WDjcy2/1ff7ZiVXMtW3nXzfoFiYe8G3/4Z5UGC8JlvkrDxb5zbnHZrKyA91aqzJkD0y8geutf+DekzT8+TBJ4tgdlu6kHPls4UM0ngFZXAP/5n/6LV/L/97/779ixtVYA4A1A0dZ32KcCCAevwz0sG9kbwugdG8w5Ek+Rw0E82gSaAWQZC8hojNUwmkK7AEbglf8sX/gtNjCmzQc45GjiQWYA13V4m9/K86hteujJxaZg6CAx0MmxmQB14Ujk9ncZwPQjxjHVNtKGOkIFRUcnCch9rlfS+t1whXvc+3GAaOq4jSSq+ZE7IYftaNiYnza1ADoCyrsM6tra3Zpay9LPFl/2V+psmOlWmeHlGawL3jQAAIABJREFUtdL/BNpagVVunydxfVj1uWhE6ScB3KkjdNP/Wp/v/M0H+IaseKV4TaQA0Eyg9jXQpG3pIqOSq9LzvYWXitcEj3bJqohAaAH0oicZVNmakHBO0uWlwLc2lq59MqkmB/gbv7pw3aJGF2MuMPXOZEehXbzl1FC5zHgwtVGjRxiRr6ahW1yimHgB6LS5A8mKply7cqWtTnju+hzCq3pmGhWgbZeaiRZtiKlvWf5MnLjUniRkU3eZoKAld5y17LS/vs/6G6DIlmJ8+3/+7/+zvfz7f/Ov2/P0MEngOglMmvHrpDKFTRKYJDBK4AAw7YEFjYKBmZVFgMrPDbyN1P52nlTmOABTSMMH18QFKHmEd1ry4Ce8wwuN1xYKrcOrCgrwxFaZIA/aY/qAmAYGnkIn3do+ZRzynbK79hipm6m89/UIeDxke3wn177sxrjuiSQpoAu+6WPPx2GJ6VMKr/olDNbMXa3G3KBAtVe1peikwGu0uakTeXoeVUxkTtV33h+RNNDNc1iKeHToDIGlIddjd0gNYE6rLOvSMrswk7EQ/Nx+h7L7BbxwCWRXPdG3818xM2upk33svwlx3myyph6Rk+RQsBRirY7FQmRrBqrfRE7Ud4tG3n3FaYdhvsPN59b29WEh9JBrFku6cgdWIIq8TGhmu2E7Q+YhQF39EnDceOq+ESZlknUy1p4FSOOeUO2Ycotv3Sq95MFzySL1DxuSm5olISN/09MkgZtKYALjN5XUlG6SwKsuAQb9cscWUWw3Hi09sFVoAG0GM+4ZHCusjagJD0EtkXMGni8tB/OI5pq0Aro16NWyfMEPg9cavTOGk1VgQuVmsGx6wipFqfTsFH2d8lwUayWgNzcJfWnQBEY2BjYc8lMAbPREga33RhrR1A2dJAM8psikoyQr++09okqWaUaAAPKDV8WVhs800PBVXGldR7Aw1rMwjOsvIpGNg57+TSKnacAticxEgblxM2NHXI/mA7MCXg2sZQqAnbLkNJocUIbkysbH3UYmSOKgtXkVXsCqKFogZX4kbqW9tPtJ5yi6JTwBsdYniybcyZQkNabqbOAzyIykmlkM8saPPN2UO30AUKxNo/N2Oi0eObTJVCdfbga6kkBkFZv6yvShXP0xwXNv3Z+IxDTLLW0CtknnE0HA4VKN072XT/3wWi4h6U/48lafnA0Dh/9QIcmhvtGsEojPkC/e05epO+4QyUd69cmlT9chLu4FOZF1u67TU/m20wbIfuNNpvQNVpTgY3ZkubIPgKqZh2IC/ip/5EE8GvrwAX+Uzz/lpW4C9vBYGzjpc5hCyWQmsxr11PrbU3s1oCH/5DXpKBlgOpV2qaDpNkngxhKYwPiNRTUlnCQwSeBGEsjAegC0BVIgQHzicu8IM6AagFRg6HVp9h9rhN4PvNnbtbQ9yO9DLzBADf4CilblUad2xaSCsC6YeA/SVPsgooNJ0axXKQZDXTx0JBeBvfFY8FZ++dY+kJ6ioSn5h3jspFvmQxka/Am4tDR+cB2erkfFys78IIteXb442Y/uzAUScZ2cFJf2KjnCX0urudrT2urQHAGqQ8Z6lFAORTBmbE8RnwPyZlnkrSXmgbaqvQSNT30CNblsHSUbWU3F7bxHqXrCvtyhKRt7+mTVn1xqNz6zsoJJO/Y88B0SHpBN927xRSvvArE9Owey6tP1yfTc8dXHqex8U6pd9dxOkKSRLIpX/d1IH+iJ1bPS8lxi6stocZWW73n/m3bB0qL33wf9k/JDlPzwoLAiNt0mCXxFCUxg/CsKcMo+SeBVlUAbyBAA4EiDZIWimdrWQUD9IMYg2QHSawdI6DCA86tsuRkmnXUEWxmzjQs8+vr3V2sRBvCxStTHA28/+GrAhqdeM6t6iXFxG4ACLbTmaMTlyo6NXwz2ncyoXcxbAI0tb5cm2nXAnbR6ARMCVOWVgzIkYsspvEsukmsklPsoq6p21b1apmsrx1fbHITDrygKfI40Wz0CJUnU7U+0x4yqrwk4ZbSfI6mCbQaQtkF2n6O1pAWFJ/2QWUKoPgkR53N5BCtB47kVI5IFu6DVhAJzIw1RrImAY1xGX19CkEo2m0rLTAgywkvHMPehOh2okxxrtSk8uTdW2QGvmfhBL/s29myb3W9xmZhLvKV7pj3QXqvNXAqaey7xgfYXNN9kEEp1Hyvub1UZS+5VLPWn3+ab2qNFvbMZFn4kh9mw5fTamsDkm9NKlPpYff/wFBmYdTNV/TJYmm+llZ04tavNjvxpWyMOgWjQI2ZVKd847c23WzRNty+86m5Opt+TBF5KAhMYfylxTYknCbzCEqjBDAkE5Bn11Mgu0XQj9DWiagNjDfjQKRjXUgsIGCY1Dymywa3BmKj9gXCkcDA0Npp+GIFJS9eAxhg3VhPgVJMCaSA9GJM3wMZ0Df5sHkCcfWYLCBT4Cmhv0olGV8DAAI2NdYB20deGNoPLQ61cJgKUrZqHNwGf+Os+qHoP+JRxrG9SJqTJRvJOLGUNw1wbT+3/OzHJJ7KRTSL7uwRLnQyQ0obc+XFdioqr3ucu4IzpQW2mrH7YWr/AWZrUbUQsrhDhvzY58oJdM+kBWmRIJu5q9GKAiQ//dLhLJjwBqKaN3U1OXYVJlcsDqHKG8xebXQXoiZ+iqwrChzuVyyaw50n1dB9pm5GVxBMjaba79qVQ8UB0bYykz0jOC07xBHAXPbVxPXe+0MVrpXE7jRNPbNOJF1CO3FJv9WfkadOrvQaUbB3CoTx8+9DJhs/4Uwd4a+JiO55Wjtqr8V1/g6oPWGT4JKqlgOKj8a6+l7YxD/qOOv5pK/FSTKeOrW9k0qK+qo5eUf7+VZbq2H8RRWy6TRJ4gQQ6HcULUk7RkwR+CyWAz3DcBt7Ed3jYx23im2/+4UvlSd5X/Q6Q6K8Mdn3YTZ+vy7tHP0UVOLINqAEQA/N1+ceyQTf5cSjkQnKMezpNUjktgK09CSzpTYN7UROWg44H+wr1prFoUwMilApgtP+nV+ADkFSgQWCp6CWs0UUzp7pVvTpAJek0GqHidOIvjyVTTSDquYHQyOkwXHSrhfo4AK3ixLCf+/h6hv/UIWz097QnbcsqgSc3zqFSCcPGWbbAbpfiRoQD1nqazldAUnbg2KXbpl93rUhwrPvGwFzaYJcDvVyio/ylhZe21IB9BHABteYK/jVx2KxlKy2+0TSnDrEhoZCubqSDn9Yeal/LTnHJBwBHsy0gnn7sftj4lr9uA2P6jP4JgGIbbVkqbTUOKzf66eqetqVW+tfnq4IMnkd64qkmWeGlvys906Na+dI3pnp61YBypKXv+YBA9SXJq/hRWcihbNSdrGu7otG3p/pagHgYG7M4hPiSraSa9Lkn33SfJPA1SGDSjH8NQpxI/N1JAJ/lHKjT+yp/ETf4HOdnum4mAQZGLml6wR81UApsFAm7dnPcdVQDAgATPLeNbkW3CvAtNDutF5S1QVInwwf4ogXrtGsApAzuASwMxDV4agC+jjmN8a4jIME06qTF2oSXwT/ZGdgljzp1U/kqMj6LPfgboBl8u+4NpIXHOoVRpzICSHa1ATRyKBDIa/CC7o3XaAnHWMANEIxrsagl/TLngEh4NM3KF+CDmraAiHitiQ82ye1US/HifLRnAJtB2NxgEuLQUZ3Q2PuEQkAWB/l4tcMceHKkDC662gQZxgxD7ccmOcD6YG1zgKP6qMrZDRtOjwyIKrAKZV2wLI1xaVAJrOqjKVV5aRdpiq8qY2lN8Y9dct1sbIZFAjYmEp5vhbBoVnVXOe6L7gsuVKC7ldA9yG2+65jyFFv88x2x4VJ9sPq3+xtVtxac9OpTVLm+C+LIS53ZdMpGRAF8bRwm0Dyk3Umn9GrK0q5XefA+58jX6lfw2WRQaUzN/UDtV32sB84yQakTcEVrXSsJdQBRsdT6ZOTqfuVVEnm6SZ9MP6bYOrYe2czSrumTbDINn62QarcO2Mf1KLzh4z+n0SIs4tSeoaNEHbEmgOlhksDzJTCB8efLZ4qdJDBJIBIA7BRyaYM1cV14gI2yHIxJAQsh9zL3wkt7WYxLAK/mgci9dNKwju7UBP6KQlkF79EzoaLVzEgYcsd6Cynu53rqLQO8gV1x1ACCtam9LADOMT0J8AnRBm4SIPZGjexc8xGAbSWgLRowMBxPm5FCGkjVxxl6PloRRBW/qgMrAyjyweilXW5pSRqpk2eGKUenKVehe62irNC1nDJZaRXoST//+WmyI234gmQmLJoTdGAzPKeEildderphi3QS+9hWItHFNzmE5uE9fYCynoqrAOhVOdyREfsD9i5elY4E1f8Jau2+l1ovY5YDWn1S+KvoyIF7nvu+qGpTXupU/YA0/aX+w7RQfyMcM7Y92Z/mR+UVkdRJ6Q7S9nnJc1i2SDRZduUc0On53X8mz3599t4shP0s09skgS8pgf210i9JZMo2SeBZEsB8BJMQTEM41p5nfnK6JvmShtMu33rrH+zFk+7tt/+Hli8nd5KvP6WTfKEZ05WUxQmaaM9zHZqpEI+pC7STB14//PDDZBk4RbTng/jflRM0WyW+4gMaTexN5X6PZ1z0bXBPthmwAdXPZj2gMdRPheHCjLwMntLY6m63Y9bSacT0wL7dtvxoGw9/pIGXSQFlp6wr8wIIBHyFt5gJ6B2+R3pP8VimCwI/xR9u1dZXl/qhjtlAiWZMGsnSmpNHmr4slQcUFbah3padXblR5wYkSgMa+UlWHMCCuUAdDKQ7dtIVLrkjz7KddjukbpaL6lry53AXftAYbzZXaqeEUT+FE1c/V5cXOjWSu+JLDn34dc+iKXlRjvsFMlPbU5eYguz1w5kBp2RCn6qfAkySbQEiVh/U5ut1yadMVoxeRVXpS/5Kv6VvVt3Wa52qSELJkklGAV7C1D837n/kVRuRZLtrfbvJvvXhDuR19WrAsCaE1EttfEWfuhq267V+1Lb1TUlW5e6Pclr/S9uRBw02fbw01u7HblfZhXMiaSYWe9+bT7RUvVQ3zFHsYlM8ALkbryUz+srmyt/Ndu1vjDaQGY3NWfQcjXMBcomhaAnKq01dPnG0ESCeCb3ahvbhp77nBvBJVz/qm1V/fyv1zadPQe+gH1DXy8vz6sNr2e5jvz/2se47TNuVXP13hvhr0nRpHc+36HZp8qWNpmuSwEtIYALjLyGsKemXlwBA+fvf//7w4Yd/ruPuMS8BFPcXgPm99/734f33/8Pwwx/+SOCaNO+++8+V7733/mx4//1fCdSTrz/i/oMP/uPA0fNcAdLQoby3335bYJu8z7oC1knvfOMR9oBugPo77/xA9EjDlSPun0Xz9yVcg3UBQ9fJg6SXi6uWDZwYZBswGGS3AVnAzIA04BbQqcGx7GQFVMtuNSCe+PDQBlLCYt/6rPSibRDtQbImAwKGea7JRfEhvgoQug4HrSgQAQDLxMKDtYBcAUiBuKeyCSrsh0o80LHMDPQMWjyZMUghXGnKvlkyK1k20A7/AXJMfvgp4Cb51YRgzGu5673qG9k2msgJutCJjEvuAbMBk9yVvyY8Aid9m5bcApgEYRUGuDMQNPh1n2FCJXAY3nrgWOAOGcGbQZzBfyYB6V+pk0DYZqNJBsCOfJnM4RebME0m1o4z7bXDmLBk4idAyMTT4DGTg0ymnrpnogqvyKNkEnqtzVs9alJbwFP1y0Q3YLR4oU3An1zSWre+2XWzTpXbJghdtEA9/Yt2Fm8GrZ50843lO8EchH6YiSL9Z+wX6R+io745fp+m637Ut0cDxpFLAV/S9PREU1sz2TqKiVL9zUjf0AS++gGTmPqhXE725NvZ4xU5RXD1Der1YF419sdRg7+fxG+kU9pertPzJIGXlMBkpvKSApuSfzkJvP329xtYBtT++te/lra5t90mzZtvvtkKALADyvnheuut7xUA/yNpuqFzeKHBBjz/4hf/rtGiDMD2z3+Odvv7h1n0fu/evWZ3Dg/QZgKBlj0aciYTuaD/qlxof8ar3IDhjQKtVdk7C5RpiBuHK07dQ0sHHsjgx0DJxQCri3i8a/APG1GBsFEbda05iXNak85z07R1gyzhGSTl/eA62wCnqaSi2g+q8CMzEGxrFVsaPdWHeqFGQ5+ROtvmOLbHytJ+Fchs7x7gBRSQLyTCb5eGCGzlsfEGpOiajyCAEwmpP3R0UUwBMDSQeyvynZyaXElA+OGVKhVP0maKxURU/cnXF7JVSzZbZaKVl1OMAEYDh864PHFMXspoMhwZSZ2k5QeoFWAkBaCXfikb9vAwsjYSoSitZDgITX/e51s2IMwEtBWLppz+yIrH4I2RAHWuHsgCSJVQPFuzb+rd77LbJt9h3XpadtGI9h0tdcmil6dIUjHLTDbKcIM857afn3OoDs1QG40lb82Xx3ZNmT0vknpp7C1ruyFUPwsPHAYke3O+dR+Uo/5SsuZ7Sd9I7fMNEe5nShp5cToTcEzi3CuVL8SuuUsbjVQP2xteWBno2kt1JJ1kazHK4oo+zx4BmdDU96MVLufv+VId1THMzF79qs+ozAOZO/X0e5LAzSQwgfGbyWlK9RUl0ANZSH3ve98T2EVbDcjm6oE44QBh0vVXwDRg/jowTjjAOumSl/dovxPW399887v963D//n29wwN5oRnt+I9+9E/3eN3L+Hv40o95DFUeLHkqzWlp+1L1DFbrgU1tnFxYYNuQ28kOBi4NmgHqGTgFMEaQSUbS5QoIyD3humekBt90UEC8jSSc5YCXFCGgzHyi+AqgYcCX+zWBWx1CLjrGAQVAqgxLaY8zGKpJh2rdeBBILNDSgzg9pz7CFarUmK+TV0pSGxU4i8s44lKHTIYsGwOQ5L02rMqP6zjoYAfMFRAYvJLJQPCXJjX9RsraTKi89B2dvhkeoOln+OBCwynNuyYtDmNSp/ahbWrCQNu67zkNeb3B0cehp5/4Ph82c/xfqwCVQ7Hkl9Y/8s59b8Ky7LG4AL0JFBloCtenTn2s+2PIBiSqJ5RmGK07fGhjYGWFZ7Xpzps2cbjI//mc0yBxzF2bSAHATCI55p1+X3xHlpIRNNN23Kv/q+6sgsh0is2pNdFQGj+r3eMoPrSL1lhLy9/BY1s4/vDd8iAu0jKPYzrRoS/z3WkDKnWv+JpoSRlA+x/4aId6JhdkgeXdgo2b+Prn48Zn/8zfuO7eXB6ZtDqFuQqIXNUIYuUgQcs4PUwSuJkEJjB+MzlNqf6WJADYve5KOCC4v3g/DOvjyccPtt/XXaF7Xdx1YQ8efCbgjfnMz3/+bzWBQGMOD5jPxDTmury/N2HdwHdYJwZOBkbdW6QHSi1xz7fDAi16ZxAXQKjkeyCnQEKNswIThewamCiARl48KLQRvJU9PvQ87T0XDWgCWvR6MJa2sqkbGywBOdpIxztuKsyrVgf25IM8Dogd1BFe9NPX5aAiBj1Pa1UbX2M19RT57MlWmNCg7alNgJU/+XpyhPHvkFYVJJkrRWlFeeZ6ZnsUkEwZkQ65AqL2q1961PQtgFieI2tNNMa+JzMEpem8f1ADwOqMTbwA6OqX0vYCwNxU+3W1WYOLGcFsA3+dTFudw5MCCidKK1wTyb79i8fIzJ2PPC4XEpiIoP1tcxYvyKgPph/qPmzLI437nNoYwAmtAuJpQ4VU2a0u9Z2RJvwoSU0K8mHstHKVFPXJpRHTqF1fbkHXho2xh09jCSVDEpRsMU5h0rFjESD1gAeem3yrQgqutnaFJF9AeUA0zlu2O1QF7mvIX+RqQpZ0I23q/VSluyqMZXeB0+MkgRtLYALjNxbVlPBvQwLPAtYJPwTPAdvP4oV8aNix+/46L2hi7sIPZjA//elPZfNOeTGj+TrL+22iBdBhIMJNmpbw0SrJaQYmFBzQgemBbTkZf7GH9SCJMsvLwQK90UADzvhHXBtIXWMtl89tpgK4iyY28tgbEDM2FrhVmhq8eTZ9PSS77snGi5fnYbcbTIXxbTYjOrX0rfSQo5J9+npuZiTUibACRdCWTFQ6+0ut1Q1WSZ1y78vstaPYUe+lKfkRZksCu3lEptSdMgUwYsIC7w3hFTO97BIE0C0hqTzkQT7SCgQ7YdpP95K3NNHz+bBYMrSYiEwrdJCLXTbaxETw0P2KuDKF6lqh9Q+5pGOCI1MOm6tAE/gk2++yGWbTXbuQTXNPhzxazPhAWDdRkNaV83wwA5LMynSq2hIZpK4QSVv0ILK1Kc1fL3tFt/CakKWfqLsUCNeplHP3SbFS7U63kuWX86ofAchrUrk6PXV94K0O+QmixwsOzSHQqYmlD0BC7jLFkQkRm1fLlSMNsce4gS/5fZYRq11MZmrC4Wj3+wi7vgsJvML2olR35OTvPd9inz4uOA2kd8N8syjb9bFc0osvvqsqU5M8JNP1fdGVbOYyvVkslsNiefT0N7HcDfPdYsCKiSa0WZX/VunvGTWPbPoOmwKm+ySBLyGBTl/1JXJPWSYJ3FACmI/017PMSZImpiGH+bIJ87vftVlJzEmSj3BsvA89nbCpE68pX8eFWc3PfvanInU4Wfg66P820hB0KjDGAB7tXeO1AGx7rwcBEgAF/2TOUpuzeJb5wcGGT/JlxD4gBvjp/yU6AzADJ8+HP0nX7gWAGqBmQL3uJxn6ARf6ZToh/qlD/QsAT7Zn1aPFHzyEju5Vj0YzwKbjM/VOeoHlqptAiNor9uipY1Um6XTfl5vLHMGkZeN84ZH2FOAB7BTJg+q0V/HJXgBtpqN9LDOVg+yqbiLTPfMe0kljogkN3/Qpe8nQxk3JLv2qylNYY8mUVQCd0z/p0z2AixzJCQ/mYyy/p8hz+ufhc+sLAXHq5uOLZKLvwRMeZAUApY+pXUtOTiduRuGECWRXG187wbX8ykUd/FCTQtdl7EPdakX7ngyW4UcyyIZI+O02eKbf+H4go7SraEqY4rq4SQ3Ge0u/T6fxOaas4q5JV/tPJMd6fhZvrX/xtyc/1Z5dUWP7U5yK3C+3Tzs9TxJ4GQlMYPxlpDWl/dISwF6bzZVcPGPqgZnH8y7iyZN81kj/S9mYH2qjAcWAcMxGAMt//Md/3DZeUhYg/t137W3leWVeF0f5mL2ED9KwuZQLTy2/75c8c8g9YXmgwLuD3J6tm+0zGkP+7WmMGHgFKkYPEeRbb8pdoFzt2SOGNZwbwVrk2TSQBZSajMEv+SGwAQYN0x4guzDFCzAaBQCuGigEHAqc+OAQTxbs7k0a+Q4QYGOtDYRy57geXR5KFvbkIXDuEboN6JIKZhHahMlG0JKTKll1UTWKF4BOAUvRC4CNG8NMampig/Y76e2dwt5Y0JoGzGkiVPlc904G5YJONOIJRaDQIDt5Aw6RV9K2sjOxKnnRdoYoRizI3N5N4NXuKLUps1YI1HK0UdqJNpIHF7x1YBNu8CbAJDkU9VqFwRPK5cXFcKWfc3tAucT1HbLEJZ/dFW63dUgPdaAMdQ5WcuzC7+oKV47OV1WR1hje9V5gXHlLk+9mTKtW/w/GRju9QLtemvmaZJK6dWLR9GqJPbFcDVdXl/qJZxZpwNUn0rZuc2uU25fh+hZQVvtLdu73+lS0qoFdtemo/Vj1ksbcE2zs1SUz2kkuB7tvN64yFX41XOEys57d3/BkwsZayuwmL24uTQoaGK54EuobjMDH6rQn4vP3gMmIG2Mkt0cDunwz9Q2tL+0l5+qCfmG3nuJP1Nnf4dUIfWs6SGmuw5q0L4STbqvNlDzt787gr7Y9N3anh0kCX0oCk5nKlxLblOllJYCmG28mbILEtANzjxfZWyce4Es+LkB4f9om77/85S/lA5z00MXTCenxC86FiQl5rtvwqQQv+EUZgH3cLIaPaMez+fQFJH6no5tpAwMdh4yUGzYGRQ18NaDqXQNxgaWBgRPzAoNmhLCLyQf2u6QVKCrx9DbgBZQZ5LnYbIVZQhscpb0quhoQTWMc9/N0YJpRA2qV6AHVlPsggaU1py2yYYyNfjXLWMxY1jbawrUj8a0kqgQtQGUoVz2opwb8chWYeikdgEAyHFmYlznIphOewCN0W4GF+THXEGCBbXvWMF0SAmTK5AGDgKhfQkNgHNDrgJSh+pbsobUJKKE+ZVbACZDeVGc5tFMxkUgB0nZaovCn208bP0PPjI4VJ7wDX4qmDpiIbIvobiewCii+PH8ikHV58aSt1uhEx9kwLJcrtRXvmLXA1NFqJVmjBbfZyVg0YWrBrc2vmja7kshEIWYtM0yzkLV5Sr/MfR9ABnDWBKcDlPQDfQa4LdRE0f7IkTK0+MEUbKzDfn9ezNKgZR4mjqg8VjoL1VUyVD+s1QJCa5IbYOoJkwF2wiIZ1VN8eCM2ph3uJ0xqnGpe3xV5dz6JqpkehU5/3y+j+l7fsalH30fU79Npe0pqsmb6xQSDujGRQba50yUjxxXlVB+bzSQob0amPP5cAcq3fPdlHqQG2g27hf4CufDiLW2kDaGHJmAHbE6vkwSeJ4HZbv+reF7aKW6SwEtLABDLgTwByi9NYMrwdyKBf/zP/kUr97/++/+wPWuwjfY2GlSNh2iYKlkBSfwSe0AFsDiy2UALaDD2jZvHAnihEjdvDKge8DCWLQ1jFcP2K19AgxReId2rx1iXIx4bo4zJ4auAXgcAACjiqbw4wPvR6rhAnO2JXR+XTlrxWmA9sqIEtI2wCFgwQLCWVsWXvPo6WG6tegf16yonDqkbqAjgBvBOPj9gdysJySEF9ay6Khma7q00mpWr3eBB8oFg5CLQRRIDVtJge+uQ3TCfL61ZXJSGMZ50yC8bbvcEc1BtH0QHkZQjguZfchx8zL0015vNcHHxWHI8f/RQmvCL8yfS5JKW+gK04Uv7HNjjUGFHxydazaENEAN8sGrh4sr3+nZb+byiAccAPIP3amPqLbt486z2on+WbPu2lHafCU1pqgHdogkmBIBLU1++5OugGsoqBLERAAAgAElEQVSDd9s127aZtl0eeYLBRANQvORntVK/g444mMPbkcK4p25jOdRnO1xdnjtu2A2X5z4c5/EXn7dvgv5KPeCBCShlSa5HR62emZimr0hOtCGgtm9XldT9ap20C7vmEZ73LuoI6E0/oT9qost9o4mZQHitcKzXl22SRntRl+PTW8PR8WpYHZ+Wzbj7MH1EclM/9SSIemjSjYca9sww+WkTMR7pD6VBD0/F8Af/1//RWP/3/+Zft+fpYZLAdRKYNOPXSWUKmyQwSaBJAADJ1QMNm1DYPIOlXkCSl5CfBrgBASNKbKTbA4O+gQTAydpd8okmgKnCWoZhaJsEGQNTRgZvAQHltxaMfAH4AUCECUQBjTptLH6b4UVARhrWo2FXAzEbyPCLDjDxZTCg8jPhyAQDxT8mDkI1Ox9GgmlOHRgjXgHo5csaegFxgBri4ZXLYM8lqiUEeOzqrYUWYHBxgGy3G2DTy/EFKKldAW3Ks1mCzUEoU0C1iFpzS9vU1QGOTExWJycCJMujo2E3RzM6H2ZsgJvNhqP5sVZT1LaUi29nfIRH5gWSJQuKOARflY4+COBGAw5wfPTgM5kKPXn0cNisLxVmcxK7rYMU4MoAKqB6v71TVmQuTXKZr/BMVReLIzKp8tEQlyQEjHlOH+LZ9ah2E1AbfcCrPUkTkNpAOBpmbz4kDaAReRFG2YDBBQB4Ph9Wq2NNHpA5P0erk+Foc6V6qq64EmWSurH7TdxyUp5Mi7rJM7zyjfDdPnn0xXDx5LEmNY8+/6x9czQF/Qa68KD7YuEJQesHNa1Sf3I58Kz+lXpGYBaW36qdI3tHeXIdeUqWfAP1XfFNIBNPgMlhoE7d8ra5urRmXCeHUr9Lg/dhNtA/qcPqyePh5PTWcHJ2NZzdvTssZ25j/j7s1pdqc9LlQu6qu/rENTxqpch1Vp4mm1CY7pMEXiyBCYy/WEZTikkCr7YEMnAGkRVIZPASkNPBIVedhqoAZDxwVPoAa4QJyYxZBjAGNdIyteVeqeYs+xrgW0PI37A11wA8gAUaSA3dZJOdr8G82bcGmAG819h1VZI2j/c5YGg2H5ZoSAGLAhpoUJ2X4VgAAbCBN5kOMKhuAQ+ECwAZROhkQI6WL1vcTBgMfknr3PpdZgV7vJbARk0cMoM/S4VnQIPlSX1tArFYGJRDi/roqjwBOA3QAMav7FFDsiw+nMnl5RmGZwAUwErJCfMIqq9S5CXF5hbwpCKpIwxXn4KWqn0Y1k2OAJPY6yMn2SlfXg4XTx4JSF6eW0N+dXkhzfNOqzEGUnPZantyN1vES4gBHDxQd5W/G/uR3+2NhGdpg+GtNKDQ9IUnF7Trnmb0gJG6MVml3/CPy/2yyhNI9XOvLVc/2m5L0z0XfQHT2WxYAkLre6KNRVsyM69z8mmyMwwLXK7kG5UfdpteaBKgT0rc2IyDPRzYfl9eDpcX59KWb0suoiEwzvfgFQTauU3WCOyvKlOJ+/DuWfVBHmn/3ElT9EjT4pO3ZCr/+AflZqIJv/IMUxNKgDuTDbThpo03Fq/YXC2WkjN1YeKF/LhoFXy3QyuX24VJpv5E1K/EjvfwfCCVMcH0NEngORKYwPhzhDNFfXUJYB+e4+O/OrWJwleRQLzJvPfen4kMG2l//OM/kmeY59nTCzBIkzaaVqCBIhwNJVpLbHcBdDwDjAA6WsaXW7/O5Vw3yKUuABcGv177HfAim2MSCgxxG7WdgBMGbvIx8FJ+D3BFA61gmQLoKG8B5JTM3YMuedEgoz3zWG9NGtrxW3fvSxuIvfHJrdsCvCewxLI2+WvcbkA3YGM+DOtzH6/++OEDgZiLJ0+krYPf88ePxLc2hwLXOk1iZC4OtRmTQvixrXIAcACARVSmMwBAJivYz6JpLTMMVYz6h+HwKZlUJWRSA4gf5QZtNsCRf3VMzQ2mpBmvMDS3x6dnw+mt2zLl4TmgMVrFgUOgWOJHgy6tsDdtIosAJoWrP1Bb88SGRkD3g4/+8/D44RcDpimff/bxsL66GNCM53Lbb7WiEfoAIwHAADj6n/rSCJkyERHYrfSaAEhL7T0C8Adwo39jKqLJR5uELNSmyCx9mPLTMULX4L8mdJoUzdqqCOnJzyVTiQ6Y0uaYqND30c5zR/aS62I53P/Gt/R+6+69Ybk6ltZ3U9/Z5qL2XFDnMntZX57rW/n8k4+0ovDwwafSjNPGrD7oWyoQb55GWcGfwbLNayL73CVrJgXwTzbh2rFvxbTHgH5fFs5L37IcXJYRcCZOEMw3rpWrKrjnmSDayfltbqK/G9Jse9/A6vHZcP4YE6cLtSey0/e89CrStjNButpcqH/yt0Ft3ya8lgW09W0VL9NtksCXkcAExr+M1KY8kwReIQloYCuwAHABOAC+GVBZ4iZMYJwNUxu0UZdNs2SQMW5GM0hJtAfpQzDURFvASe8diDLIQ+PJoG/NJ4MxtDNQS0NGRoWxVO+yAtAPB0/A13xhLzEpf36xaOYoR8fHAjwADEDAAtto7LOxK4+2WWph5w6Yw0MHZihPHn4heZ2XRhegDBinWgIfBYgDRALGmYzYJAiAQh1s38pqAHUPYG08Z0OfNL8GNfA3Ap3S+hXYE59GTE0ZiCy5iAugBBBDg7YKrpUJwGyu9gakqG9sd8PR6lImQd7gyOIBkxzsmmvjX5kVqBAmUzp6JTWghnXAEqxutwKKgHGANzI7f/LYGlz6YjeBCYX0J05nQmLbDRp8A0oBJ2QdkJ5MZbahVKWZdd71MLBxFHMibQ70JsgNmu/NTBtbIxfkRl3dx8htsFbK8bEkaBXfzUSp2su5yFcrGEVju3UbbtbV7pSPRne+UN+6OjoXOD+qVQ1AL3H00VysFrEpWfbh66vh/NGj4QK5PvxcIPyK1YU6/dPfrb3uNNl1Fcl3nf4Kv+ljAeHtXb2IxnRfJ5y/Ha0MTNCE3d1GhOcKDbVYBedbb31f+8D3+0JokIVn6LCxNPRUYO0v4HsmDX9XmHAz0dGE8XhnbziY/mgljkm/N1svhmzkNs/hd7pPEviyEpjA+JeV3JRvksArIgG04FwARIAOIAxwyR3tGmEM5BqodjYnYMA0WGOwwv4ajV5swe1OTANmBtIaGC1S8owDMul60IUGm8HRQCMbCJ3e4HYnralgnQZ+Hy/OYBtaGpQPNKQeqOPuzPQAV9jTyj5Xm/92pRkF6DB4HwuAzTrQA6oF/AOi7e3jcnjwyUcG448fSRuHOz20kFwGXmhGY1qC3faV6higAOgh3vUuF4lszAxwyT1IuWymR3ny5DLGMg2OkK3KLhDuPOYr5SaMtJFdwtgIB9g+fvJY5iM83756XWGkX52cqg+A4plcbLZXzcuJkD1AqQPo0Adori/oUxuBRUA4fY22YPMmgFImUn2+AtxNK1p21+6Xlh0bOAHp9GXbgBdYrTCVLXMPg6xNeZnBdCfgT/UXeB9XfFKGtLX1DWgSlP0DtEetUKh3d+ZLyABe4Al5bdF+98CXzbJM+ADoaI1n8+Hq0mAwkwvAI2ZjxyenkhkyR5PLCoUmN9obYFePfLt8r198+rHA+OeffqR3TQxqEhAeqVfK1r2bNKqP1yRYE2RK4hujHtrgi+GMJySyx2Yip7qNmmv6HX0ik0v6lL68TjuefqY4zKaqH++ZU/nDbxPjyE9tVs1EGOUsNuuBjZ3sP+AbpF70K+R1cnZb/ZXvenuL1bKFNnrS5nJtOmMjthUAuCaaL91PNJOtb69Ceran50kCL5TABMZfKKIpwSSBV1sCaCQZNAHX2GBir4vXBQZ07gCmLDs3UIf2j42JMSPZeClXmrTSMkqqGdwBKx2QFEirgZx0gBTdpcHC3MEgSsAoo580bwHltYxe9JW5zIYDpkKPex+WcMLWs0vV4/zJkTTi1P/oaCVtNsDu7M7dYVhhIw1QKsw5zEpWl8PDzz414PnkbwS2tKJQGlbkSRbqjdz6SyAYjXGlUVwBFCY/rvdoe/1UfswdyqRBMkeGKQNQX9p85Ep40lAOsjU3bOos7XqFAbSkKeW9gPCVTvv0xlTsjgEwgBuA6a1H92Xac3bnznDr9v1hsToaVisAsX1rqzwAa3ijSgCuzWY4f/JQNuKf/s1fDZj3PPj0b9TP6Ff87K12UKet4Jb6KACLiVQu5MUPdJkkRXs+qxMkKT9ylWxdba+0VP8AmAK6Aur68skLjbYagLlDAcfwkDuyTRx56L6hRRq1CQ/5HuBNkytPiOEZfJk+8OTxF2pPvsHV8fHAxIV+CaAU/epf9Dd8sdMnaSeB8KsLTxjlX9yafdoXu/F81wLa0ChXiZSTsFYn+hCbsDkEqNoSWVNX6LX6lvlI+FIdikj7AmqiEtqHd00K+kCE48WL8e8E8TX5kxmc3jU9V0742ezwbGQzJ8A5m3VXJ19oQsOE8uzOPQH0mP/gHepoe6wVB39b7nMuqkyIeGkrZSpq+jVJ4EYSGP9a3Sj5lGiSwCSBV00CAFDQUw5VkanAI4DShbRL0uYJ1BWwa8DZWjxpincs9XpTGgNxwFC0XMh01y/N92YFxBUo9KDOoOqBnnwCM2mUHjyW3XPAE2BKz3hKCLAtXjPA96BIoHMYhsvtVtq0+fpSg/P6aDWcnt8xaJVNusExkEmAb26gqYnL+ePh4vFjAfLNmhWEc2s/tcnMswO8juQKr+ZjIz/e4UlavhrrhXeiKRWAa1CmaQ6hCnBD3oqtOqusgN8D23Di4kjCsjZdrUKQFvMIgV5r/mnbaHQDsAXmZbJh7xXIhI2QJ6dX2kCXukJfQK00nQK6aPuR6Q7Xe2wsvBC4BIzLFEqgd7Rnb3sKUkfNT9g7MNaD8gL6JAlNPjRzs1xIUGEBiSOPRuU7AVp7nBllEHeZo3lU6qTJ4txmHqHV39PvKY8rfOm5wtIrxFO1MbIBZGJyscN8QpNkrzSc7x560+d8Ufs1Bm/GpX/hm/3CXmdkKnV54T4ZV5u134JNyiB/+OF7AZDrggblKsy2/9KCt36UeliWqgdnCXAVvdTVgbDk1Yq8H94lkwrku9i7ur5PuOJVzXEyoBzJBp/iv/jUSpMnN/wtgJf54tJ1zr6A5XI4Wq+kKWfyulnTnw2Z9E1W+/rvRG1QlknYaBq0x/P0MkngORKYwPhzhDNFTRKYJDAMcne23Q5s9JI2/KG14gDqbBLswXUGLMBUQFDuhwMy8k0Y+j7SoXWTKpDI8jCmwS+NweDJpsLLSwNNAEMNuvhfZtDdbi5FBw0WoHh7VeYSmBBgdlOa0jbI1+AuoEUcBGtygIYPG2G0sV9sPhZdNruxsZNJwqm0kLY1pS7I4tHnDyS3j//yLwbAjzYaEhdwI414+f9uk5dxsyVARyChs3VP9aWh1UupbxMRWRawhI9oJUkSAMhzrxFG5pZ7mRXM5wYlOzxRYM9bnj10aM6xABn1XlTjSFNNe1xdatWA9mf1BJpobdn0uTo5G+698c3h+ORs+M53/xtpF/GPrXYuoCRgz2ZNzAcePxo++eu/FBD/+K/+om0M1qQJrXyd9LhbuOFjEkLd0geQIbAoqwDEodWFr2wupkxN0pgwHNldJW1POwmgVZjTWYNvrah9mQNOkQWyVtvTvjvMTlyWzGHknWfmfldtRB9nItEOSiqQDW+UlQua+aFL6jvTxMCrG9DI/ojF8rImyJw2eTHIp7q8uhgcSq5PngyPPv9U3wTa8ZSFjCQren5pspH1boGP85iFLdUn4VF11aZnf6CpP/JQ+ppUkQ6TLPmf78yqpFmvsvrvjHrTT/0FBklzlpW/B+Tpw5/61Q1vXIZffREF8kWDMwK2cx9WhiyHnTzHGEBTHYchG9LzXT/me5jPh4eff6pJ5BeffTKcnN3SasOd196Q2Qr2+KRh5YwVIP3NUn062/k04nSfJHADCUxg/AZCmpJMEniVJQCAwRNJzAM88BqECCig/Oq0roBXLgGLAMQDASauT1eZ9lMWXYbMXAyaXKHBwZ16t0M9AYxe0006vYfHAp/kgW7oiUanpQ4YVtlS8huEMIADCrBNBugjm/5CPkxSAEQAJcmrALeAR7cMT9loXVV28QOimOkUw57q859Fh7oAlJBNJQ/Y4JW2et5Fnsj0MB30A2AS1yZIAdNVBuBUJdXEBBnM0MQ+sRtCNg2iKZcZSdquZOB+Zo882IXzk42TlEuZko0mTOHE99ZHQqv64TPrTbqSifrxdZra1C19SCsTTFA8gZG2FQ01tGTX7QoB8PtyQ191eFY7dGWFr/0aqoFaEGXSJoBTlaVVDvdLTTrmnKh5oYkPHYK+ik/29F1NJNLnOp7UZ+q97w82O9nvQ/230zGmb2o/pWN7ei19vssW8PR32coWoHY/vY6W5VATGNqsjpwVn9XX6Cet71aZqUf6LUsr+rtXm9X5+wHoPjm7UFtLvgvC8L7iVRa4fma7dXWbHicJXCeBCYxfJ5UpbJLAJIEmAUAUmkK0u3gHQYuUAUhASSYXdiVGJg594WKwJJ1+CoxKIyYQ4TSkC3DugWoDVlnibmDW9qcCIQW60LrloizKZZDMMru1WPZFzqCbTXYMyEwiKEtaXnlmGbVlm6vRPRobCqMhhi7mJpdPVvImwyY5bEwpBzmhcURWDz//TO7T0LZpM2vZMTPgU2YAwFP8oM2siUXS5E49m2wEuo0wJI+C4AIaday3wEHJqX9u9FgA6Cc3HUCNTFUCZkO1UpBw+Ej7kiYaaIWVvTD9Y/NkLSCO5x1khPtDuT78lk9EFCgvDTXgEa34F59+Mjz4+G+GJ48+l1tDyoRPytRR9vCZelVc02bXRl3KDmCjzforfVNgmriqN22TuNTNQMy+54mjrZUP8Et6bQa1FxXKAOQCfEmT8hVeADd0ievjxR/9t0A9dPqL+ic9d/hCnv13sx3Ww9V2OzyZL4blFVpbvKpYi08/xNSMVQvAJH2SC35ytb5VYe3b7NwFHubhPXwxseRZE7d99lVE+kj6nGhds/qj8G4CDr+5rIXOmwrXi77nWqGIv/kZB/1InhyGpMZpIJt6i1dkGVeG/D1g5WW307dNFsyjVo9Oh9PHD5Wevstqj2zMT0/VBpgM0cdmM2iOf9s6LqfHSQLPlcA4ij032RQ5SWCSwKsqAeOeGmQDgApka1CVu7/uT0kbyPHC7QGPgSqDH3JsAAAQxnjKvzJJAVS1q4B9e6dcbFGlPa4BtgCQB0OD0zZ4Y7KCycFmNAFBax0wEBAhG3IGUQ2kNjloPEKfejSNdnm9QKOnuhqUwiP0MGMAYGoSUPISbyUX6AK0Aiqgm4v8AoQB1h0gSZqer0rWzHoamCJxa6Pk9F0ApEwRIgfy4fHC9ZFAVRcAzg7zIcwEAGRXtk/mWXzI1tZxgB5pxeU+3G3IagrghAkHdaaMR188UN6ry4thdlx+oN0DzGDRpt0A1MiOC15TZgDPXn0rt/hgokU/AWipXd0v4EEyLgBuWRg8oTEmL8pUwrm0ysEDYDDgOXeJqVaIamISmdOr5zObdzwFqqFNv9+5n0FePNWEZJk+Tzniwr/6uqo/qQ7jRlqtTunQTptU0WuZONMPAeWsUESekmPxwbPkUHVuRXbvpGnp4K++Z32rNekmn/tA2dAXISbLqZ+M+ZFbChm7vuRLcGSfJJSbb6WPD08JSz7ffTASaSQrvt/sQ4F/6kx/rzpqAlsF8neITdVhjT7AxAW/5HigYc+MXJ0enwy3WZngnzzC0OblljPMT/dJAjeUQDeC3jDHlGySwCSBV14CGghLCgxGvT9jQI0GO7x5RHtYQDSDn7LWAE9aUAfAQ9qtuM8TANsXNeWO6UsDh7u8XXOVonjAOAM44GAtn8a9D+itTAr2oY7LEQ9VpMo6eA4g0r34bzwprd27MfBTNpdkBXjJwB9gk/iceFhlASbI3wOEitq/QSdAruDNIc+8B6TsZ2beMXq5IC7mRUmHfCgBGksfbyQwN9vZcwQgk7ijaBXLw8puwF+7wbjylt11Jlm41gMgAnDw67x39TKqg5wEZnsAXH0p/O/llzzm3muw3dhtHv2g5ncC6NUmkQt3+ESbCr5dFA8KB5Jth4FDdFp6wJdsvmeaXGjCUv3SdBrUVJ7IIvnhNxOM1C1h8DDgw7o+CFEK7a6iKgf5ayOzywvo5w3ZkgZTKVZ1iOObAIxrwiRbck/8ICveqt5dMQqHTn8lLeGpR+qme/Xv0CUsNHJPPn/LnnJof4IzteKSPnGSdfX10JAWHFOh+p7InG8P+uK+WwHShIHJWm24boXRL7RiJYEomPKRFyeUIj/qwp4EbMjRkJ+cnmmis9wy2ZwP297fek94ep4k8AIJTGD8BQKaoicJvOoSYKNi7KDxaoGZwNUltryjxjQaPAY+efDowB2DX4BdBkmB7sEHqEjL1m2uU5oCBtkM2kBHAQMNkgyzcjhSvoqX46AfTRp8M4DOZtYMpi2lFWOzXwOK6MGsCyMP9AUsCqjkOeYot++81jZ0YXZhX9oGNfh6xrUcdOy/+Nh24wz10fJ24DKbRuENOQEypfmdb4ftulBkMR5w0upRwHIEJqOWs6XtwGXyXQf0C7YoSfhQugIkAkLIhTKx3e7bqABYNOgQEQAsLx2sRtCW1M3TLjHeQFoVqvZgYyd+3TlNEvd8mAlwkVeb8RaAYBBygcjsWSiZqv2aN5AtyHTYbm3msDw69mQu7aqJpDX7HOIDoEOTbj4p0yYLoinwu7WSHI8buA6kflox2bcR39MGi/vxV+SmkDqQyeYmbDz2wUqqb5skjFrpUMl3tNd3AqaRQ9EFfOt0d0x3NHnyxke+XeoEL5q0lmlF6p0TPPvvIN8l90xO0sdancJDyTf8qs8cfFPEJX/SKawmecQlPrxSTsLgw89uP57DB98D8cg1E8p8I5roANjTzlV3ytbfMW3yHg8R4lvk79puwyFnNlVZfXQ2nN2+o++cfuBVE+8dCA99nabnSQIvksAExl8koSl+ksArLgEA6HaxEfhgEGfJe7NeaDCPaPpBkjC9S8uESgpwYw1j7I713oGp0FHe0nAJECZC7ilGrykEZ/ANgCC9tJCAkcqXNEkfch7EC1SiIT7Q/vEu8JEMdWdwB7wAGJELYN4g037USTaf2UyFQVqAcr2WzDDRQIMfYEJaOO1B8EFxT/FFfF+nPr3qAIDpA+v56wII19FxW4sxlca7WgBAWJMPImgngA2rKAKLBRh7dpVTx77HzGeUa2gwZ0JbqSvgjPYrICigXnJSGuJ6oZCua++0gfgWkE3vsYY1IM4FdvIPD11Z18kn+bhfF69ymaTU93DYF5M/4dfRSBqDQuRcS020BNWhXiUf8dEyHPAEMO3q1SV7iobodDT30nYvvXxbMPk68NzCS5bUNfVNXP/Os+TWld/HJ09/T3wvh8SPLe6uct1XxAR0W37pWXngR+ZwrGx1/Sk0p/skgZeRwATGX0ZaU9pJAr/DEnjvvT/b4/6dd34wfPjhn++FXffy+rf/QAMjJy1iN4knDOx+sUe9uryQlhR71Hg8EIgFdDFQaqMZJ1/u24xjR6CNi1pSLnvk2nAnbVYNbgHa0tDq2OpYclrzeggyokkHQAmDlJu+3jMKWrZc8M2F1lBaUUxr2Gg5n6ueYLhodanP8SknGx4Pd1//xnB2++5w69794fj01nC0XMmFG4M4p3Fqg+JiKRtr5IR7N1z/sTmRu7SUaABj01xgVZOJNROBssMuW214FMCF15rkSDbR6lGPaKcL5Kaespku+sgFUBKTEdFNO5WmULKWTGpCQj3qRNA9bXCVRxx5+CdtJSYDmHFo5WHlE0rnc7mEw9zg/hvf0kFAp7fu6NhxJjfII4CZemnCszzShCf9pBpKN8kJ+mhHMcEo93kALdW7bPeV2JXUY8wd8D2Yega8R4sKwIqcOOAJudPnc/V9Mlpx+KVs9b/aW4CMocPklTi1eZl2iA/CahVGoK601EkHzVwJo29yNXq0ZyWiXcnDfgWdDLtcDientxTGhkP6+vKSA6tGP//IKt8AZOYFxFMeacO/yqzN2oSnvMYLYalvZ+LEt69vaz5v7kjJo5/qqwHsqkpvppb6tum1PTexstVkkbLqG4YG8oQ/vrVcaXtvuxXqlxtKVvIy8aZPuP8tbfqGqc/6qpk7QYMJ5eXFY+0NYVPyya1bw+rqVH3Zpwz30D6lT/dJAs+XwATGny+fKXaSwCsvAQZ4Bm20wAzqnEzHQBcTAgbbAEzARy5AAQMbXgdIz+VBWE+ClU7rgZm8VnRlMEP7VWYC3QBtIGmvGozRAa7QCug30HKZlK3yucsbR22cA5TAV4EneKU8eBSHBQQAZABCQAkAnGf8ZaMdp44LfA6j7R04xtygeXHksk9v31a6W3df08QFuovLo7LpjXa3AFZ34I7qDa3yEw1P4pU00QYTXzzOWSovkK06AFIXpk+a1Gle7SOZIK+amAhgxlRhxICWg/g6CAS4AUwAQmXzDqCJ/JARZQJOkRurCLavPRqOz24NmKHQbvZuXeCSSYY82izU17DLVd+6vNDkAW8gOhky9s4dqIwfa3Wg9JVqR1Wi+l/6pycNY78gjUBa+kr11QB1aT7TL7buH+lToq++55NDRatALTIQsK144hSmfhcYTdOVphcf58UraQ/LaGV131nCqBMTL/dVT2SYPNIGfKvzK7zXLGQ3Lt/7uOecYcLjSYP47GQGn+1HfI3ftvpUX5diotWtPmG9VxyyD+hVUOh3QDt1qT8ETnZN/J5cpGR3W1axnhQetGVowhMX0lf9in76sVbyUjfSsfGYBZoN5nD8wbEv+8WRT+UVrWvaQ4VMvyYJ3FACExi/oaCmZJMEXlUJCHTN5rKLBlhhH83gfiXf0Y+k/eMZwM4PdqpcAgCYdKBVDJBhAC47XUHj0kSRfrcJOM2QWhKvg0MEc9F0o03EfVzz1DH+GXstRMMAACAASURBVEOLbZzj0wPRkEkzLABrrbB8WcuW2XQ0sFdR3DxYo2H1JlBWBOLODIDIIHzr3j2ZoASkS3tYgzpABZC+AwABftg4t76S/Thg8/L8sVxEIjMAQK+lxsSFNFyeWNiXMcCV9FwAW+KQA+UgW5UncJqjyk3DdEbQ19TPgE9t6quNrwU6BAoL4EuQKhHg7QlVwCxxaMnhC7/hyBjQF6AD2IYnmemsjqUV1xHtR6vh9r3XmolP+gXFCBixIsGk7+R0uH3/9WF1eir5MdnTpsQ6MdLAH7MkHyjTyx/XmqJVfQ3a8VyypT8wUdEkIqsE7ncBipJB9VdprC1ETXygG2nu9ZuaAATQI6fwIC0tmwVBcUxQ2mrN6CVEZSIDTKbWLkETHR02lTat70KTrg4Y59uSL2xPfOizbI5l4kwfpM/Ahzd2eoNnVjvUP6Wh55txGZGvQbf3MQzFl+rApFWTdH/rkQV1tri8j0MvBZbpM/QX6ij58Jeg20RMfZW3A+maJFZf1V8OzHnW3jiajbaSVg+8RXdR+wo4+GrsD9BPOWqf8rASIM7fJLggLu20AWhXexLGl0X/jIypU+qvCrQe4rfp9ySBm0hgHMVuknpKM0lgksArJwFpthe7YbU7HXY7n8DIQMxJllcXdwQM5aUBU4UCDwgJMM5gSv4aZ32r5XjGLIGQNoCPAENDZgvnkJ1yR5hTCEt7CB8GonYzKCAu7TcHFRnUAHYpJ4MrHibQPkrjVeAd4M0F/3ifCKgAGGtDIadIHp9oSZryOFFSGt+V/YuTF9DDRd4dIGMzM2BfHA137r8+nJzd1gCO2QqaSWt6yyd1aexVbtVbxEQPMFFa0mE2AHQBNpJdgEYt1VMP+I9pSlYCAOFolamfQLYJCqBBnHI1ycE/R3w6dxpaMSDAjhYVWmt5lSAfbt6QLXKJ7KgrWlgmLwYuJ9KIIyPCADChmXqmL8h/88mpJjzHl6fiS6dFDoMmNExmsqLRZB7NbQfKsjG4GsUAK32qABNl0o5cyMwTxPI7zsSnfJaHR7WP+old45Gfi3uen3rXpIB+Oh4WBB3Sw7/yYW7C5KiTObzkCm3D1c5bSMxxZnOdfuoViFvDrbv3dAInEx/KoI6btQ/u0jOHVWGCUWYc+p7L1Cll0j6kER9ykDTaaStU347tpSMX5a06NHMQAhOG21J1wawEZOKJLDA5cnh4yDccPrSBF1rp/9V3Ix9kiNQyGWr9g7pkVQji1Q/aoUAFyrWHm4mutiDQp6tfU858PpzeuqvJ4uvf+oNhdXqmU3jZsN2bMYX36T5J4GUkMIHxl5HWlHaSwCsoAYAWg10GHJ4Z7NYcKIJmVkCytM6lsUVMAeMGaKNGioFQYEw5x8NvBBQjXwGY0pR1AJExFG8ulGnQOZOmmkGb/BqUpUkf7cKtLbdWDr6tkSattcuEGYAaoIsu2mGZvFtTe7Q6GY6OVwN2zgE3mEYYgJa3GPxaM86Tl4E/GvLZtsC7TTcA94CgSzTcW3wYYypgTf4eqIGWmQh2kNYccJtL6RFTTWyYeNjUYwQ51D+TD4MVyxxABQBPGZLfdjtcXlgDL6KZRanAmsCUWQ+gjvKtecRzhbXj87knDMhGJimsLJxZk0iaIzyaaH/huHk1YEr0FvNhORwNyJz+Jfv7+WI4P3koftGGy6XJjklEPF3YnSZy5Aq93GkzaKsvl317i2vmOZxhv5Edv+QKQK9VgoDCXu6ATYm+gGboFQNJOmpmmTjxD82wmWz8bPAs9BxAH9rhiw6RZ2RAG9AegHH6F98ek8cjHU7j/RmbxdWw4TAsVq+W62F1bM8gWt1hMsr3cCC/gGiz6/5NLQTGCxS3ih4+lFz64NBvYQdpoimP9loTARKTDkDNv4M8jVbf7oDyTFQqwV6+MgvizIKURbKUTznLpSdP0eYjZybCyPZEHpRKvphkyUzNqyaZMPV8Tc+TBF4kgQmMv0hCU/wkgVdcAphlcElrVYdcMPAzsMokJVqqALeMRqV9YiA1qHGEQERpogROKh8DYAZGDboMvGW6gldglvkFdFNeDYDJA482E6gGY9Igv831XmM6gFSmITXAt9jDQb7AG0BO5iNN+2ugy8DNPwM9h1EVNKzIRmUIrQ3D6dltAQlszpGZtPUFfNiMaCBssEPdo/kLCEFmBl3eTGhWDUwE4gAfkgvmEcVfyV92z8RJa0geKwa5y2ZczVKM4i1SduSkH4FPtOaZ2Ej96OZs/QLwTTszmaF/oOkEUGN2gm9m+6LHR7cPXVljYhIbfVddMiJsvlwNs1ObM9A+HDYEKMdVJD+PPv9MfDKpQUvfbKAxLaqVDfWVatyEIWeuJjNVxIloS8m+8nCj3ly9TNV/OzBMfA/03FbFe/XVPh4eOLWTKiNCDplBM61yRMs8yvMQ/Nb3Fz6gzzfpOrEx1iZBp7fvGCie3RrO7t4TcLx1+z4dUpM5Dr7iOwJQMvmkrTD1unXn3vDk8UOt1Jw/eaT29KSuGri+T9oeQk99y8Wz+9+o2e7rHJkkTN+GBFdtscOe3KsELU7x1THyt0QyK9eWxNc7E1/Zc3ffMHzSD3NlQpU21terfQ9UK3UdhsXxkSbZmgzO51rJwdwKOd+5/4YmO2xCpj/HVIsymDimj6fM6T5J4KYSGHvqTXNM6SYJTBJ4JSUQ8BnTkNmstM8FAg0txk2FElIAYmf6QXgGZ6GEkuY4HLJxsYDmwqEcNy1rzWausdPGyT4/ZPCgWNhBAGm+K6rcGNehW9pcr0WLGXMgdEoyAwDxKM8eS4NGAU3bn1JGG8ylmey4lwYUMwavAACCrTmDdrlRZPAHf5WpgjSGqnNYCWgcKxQQlNWIgB9obAtMENZkW3KdR5YFRBsKBHjP68j4bhkfAIMMejA+rhyMm3GLvCYSgFWtGJQphrxOFBjSZEbuDEGdlYs2aC/VZoW7QlcSzuFJy6W0vKmfJjSb9XB5vtDEZoHWtw60MbDySah7tGR2waQlANDmSwGIY9rxaVunBYUmdwMu+vC4qdUgPxUojb3k7Y3GLsPxPOMqlHZI2QLoNYkKGHWZ+/bIAuBzHzwDH6zOABKRMSsmaG3RhjMBknlYAXHViD6rA5s87JOOb5nymLBBm4t21yS7vtN8Y+PEpLTyHYBlhSdyNd+WYepHGMmDleP3XeVV/yQN6Q2aR1kRFpo8w2ebFBaPymfmXTDhfIeZ7FGvWrlKAmiyKkA3lFxVn5lWF/gG5ElnvtDqDs+S7zG+79nQjUnWuNIh2aVvp4DpPkngJSQwgfGXENaUdJLAqyiBgCYNqDJFWAwzvHeUmYP0bWsfIIJ8pPnkgVPra6OkBjuW/DMaR7NYoFb55DEE29lx8G3y7gY6DsKhzF7rFR41KDN418YwBm0PlGgqS8sZDWgb+IvnMr+RBrlAcgZsgYGOB4AOZYR2oiKjnQD6wuYqpTWTScpwJfkIoJcJBDKB75oDqMqZEAgUb7Bh9VHblkdK482gBTMUsITl4PhoxMVjE2QeRFkmP5FdYmYLQBFqYachXFrRJODeIyuBGE+wWEFAEystJdxIY8lmv1o5kGeWZQOhre6i6QIsa2vQZ9uZwCbyAQypP202w50nbwgwnj96JN7Q8DKhQa65mLxYOl4BgEab9FTfRX5aCVBcyVCCtAyZhIgfVkBYzelMH6ItV9vRIztwrX5QzYTWXnHV/6AhMLm12zzyA8b1jeBuvFYmShoKdxklY9xEnpxKewsIxwYf85Tb919T2PL4eFhp8zBmRP7k1N+EOi1PaGN2Rlnrq3s6WOnq8nK4fPLYqzq1h0IESqCekBVX0UTTA5u7w/p2S05Kqbq5uzRmlKfo9F25wg20WVmyXBAez76wcy8PMLVqEfkhQwN5ZOg9IG6H/UIE0PXtBnDjsvSW2hlwDtjG1If24AeTFJv+rORFyWn4++f24G+BwPn/3967LEuSHOmZHifOOXmrC4gmhZThENjPENgPiX4AsvAAbID7aYB7NjAPMMA8AAE+AIGe/QDD/QDkjgsCQuEaJU0Rgo3uuqAqM88lIka+X/U31/CKc8vMqkzgqFWddA9zMzW139TcflM3N89+kIr2oRG4EwJNxu8EVyduBO4fAiaGZjYmBgyPIiose0hiGcQlSKEIGOPgZW6Dl2s+jSDLETRAy0tKLAtRiJsJldNWUjBx19pN4fnLBNIRQioWGZG7I0j5iflqkPckTEoHUSneMpzo0l8er9BZyyhELo+0BhziqgE+l6joPAfhgUvqQNXxwhPwYlKro+MkDOkF5ZrWHps1herxkpuX7eBhRjm/ZJZp0MVtszZZKYTATwkgbASnzR+BVTp3KyFnmYlI8mgH1TpLVTPFZEfLHnLihMdYZQc+mgCAJ6Qtd9BAgHUGt6MdmOyvuxb+WgqROrMH9C7PtbwG+bGPuydXEE1IpYg42OdEj3S2C5EztX2si4bUi7xpQhYv/VUiP1c2zkRm5WnNZRpZhttcbHuZKX9bN8qzHUf58bn6IJPqTcoRXuYgn2Fr2UjYD3aHt/bho+noOLYq1F7ienLA7j3HIuIQRGzOGCSEId8dOXGWF/jBgyDy2ssf73Q+9Sr2ZKILptIr64em7FLD5G9MpCv/jarQ+NG/RLodmUI4ZBTtCt7gosmT0s/3BCYFXBeGtLDSLsn7nF4FJ3YUE++EBI56r0XfD3gsrHiiw9ITMBF+R+tcBsQLuLFdpJ70eCIteTFJk+3m/aHUqk8bgVsh0GT8VjB1okbgHiPgcVPs0h5cRwYueIkdRN1MqEQy80U4yEwhyyJN8p5GXgYzERMtX9iX7wGVMo5YusIuGEkykeMB3F/4hDDkyunwQvKbl021lpuXK7PMVJq16ZQtkpEExJ53kclciqIXNnPnEdapQnbmsNSZkTrLYckKu0Uwk1iFp1v5drG0RvWeIRQzGQSZeOEZZVlPyU6vOhMPgsmuCFOuqRcZz3TWlevi99t4SS0z68CEKCYpaknJDKKRuZOIbqdLkV2v5WfiglyCPIUQllwCYHLONYhb1HelpTxaSWS7oJ6J9RHreFh/X5bXAOfRKp6KmNyy7t2kDfleTmV89PKqyHeQO8ibCJ1f+CXTgvi5XfGuUz7Ez3XQkTwOOQHwTx1dH9a7p6fbOoKlyfgF21Wq7FjmQV5NMrK9mMwMO5ftx7p81s/HtXzBdb3WEhXsM7y68zaTsFyeMAhzvSgamqpN2TN7xYvFR9PuhPXk8XIwaZfBbUv8sE1ZKktxYvcisAV320vIQVbE+T4xxBfslFfkOjzi0jcnmWprKZR9HW/8RWzL6b4Pvp5gGevQNWoSk9Loh7QhfzxRQCfW0YMBdktcEO546VdpNJPArvOJ2JjgxgTDdxPXO0rsfxuB2yPQZPz2WHXKRuB+IoDjRy8qzrcLDbKF4MU65gU85EtvpohrDmhzqhzCkrASz2CmZRL58qBIZWbQNZafeCR3viTRJuJKXrgE62KZBIhAlMfrkAYvvxCxgYRaNsQnPfculyOEQd7uLHsmCaF7lA2ZiD97TEV+WX4j8pIV4gBGkFbpF6SQ6G2Sa6XUxymzQoXoUB958y2u1tnkh/TLdIrLTFlOrXc9t2jpmCQs1r+Hh5i0viaSCrHcxVcnRYYLuRb+YCiXfXy8aMukiPnd8MIHHkrL3INJDO3CspLhrc0XK/PF4EA1liWgr1845hxSdsSOMaenIongTBuKIGcbBXGLtcpRdyZlMfHRBCqXW4WnWTMjweK0gRFkM874N8woGiR2/2Etdry0qXxZNp7ZSB8vQ5NWXzRNO5Rd8gKxtoKMj80wQTjxR5PyJVkIpUgk+9SDF3aa6mC3eomT3WdyiordQdxRdLNlv3ohPOxftp46Kn/KijqPCgrT0S/AyW2U6eOAJjNBJ87YDXklfS1PHSSvEc+fSbeOkH/ZXLTrcK8rz7y+n5+yqZzQaMKmCW4s5QHnKDfeNcB7rvJ034tzGlgvziZpRyY18xOhVLMPjcALITCPri+UvTM1Ao3AfUPAAyhH/mOQKzxkkACfxCBnlGpKxx04kizZRAzlQVxJOeQV4iwJJQ9pPODHtb2LI7lO+CfVkuws12RyXHRiyi3MayT3daue+gmlpa4lrYo3ueeH044yXMJ+JuSS1u2xf3X+NWMxx42zLCOrr+hD8kYLGyfWY+fafrV/EiU01VIjyM0oJE8oS+WFND7OAy/XUpXcPlMpP5NxKWj/t9psYDXbR60H5DrSTXrZVfQeryuTCeMtR37YzSDj5YMukGDLQIMg2Sg7k3ddVxPO7aInOfQU2SRLOWJCV6u50+MBcMHDnC+WgmUu88FTi2x5bHNvfcVp2Uq8uyCd9cLmvu1TPSGeBQb6gdNWy4BW8YXJXWkzTcBjGZfTu21kd9SHyVC+xLrTOwG7ye901xZS+bWyeZH8biPq5nPqPELaFb8DW5Y3xVMs4SgZ8Tu6Q/QVpc2nMpbl/BBxtSUTE+E1E3Wd8WLssJd478HywEJEPnWM5W4HKudC+9gI3BKBJuO3BKqTNQL3FYGLszMN5uvjjchUDGqJhhybsV91DNKxG4O8VeWlvSm3KNwb2EVjGJBzqUS+fOdBmRIgHAQR2iRP4fXLQRfNcnsyBlKvdcWzhdc6lhfE2nR5Q0Uy5rXW1sfeXcqKx97hidXgm1+WhOzI88fSkvRme024lExCiP4anssylnmpRWClPZ3zJTOvfRWxzpcmiQsCEEtykDlw8dgPl5S3NUhRXAeX9CBqeQcEDi8pbksUV42S2ATBUb6AU9Wo/6jcXCOseIgd7Cp3tXBa2mRzfi6iAuFe+QXA0Ebe80qGyMduM3xmHEKOfly3DdnryW9tV7n4Uml4daP08JTGUgmWpFzkl01ZikJ7gaWWFwg3/gksvV89LwQKe08sNdGINce2C3Bwe9hmrKt+J3kdk7RkoFHn0DNwjlxuQsknrTzWQcKpA/oMWSKibBkZXlueQrFeHBvUshQtnWA3m9jdQ+XkTFYEHRJvjziycokW6RRPP2W7TS1hyZecd7HEyJMStZeVZuKALfHYK2XhHUbldT7FiBr739m45Jm3HC6r6thr3jdckDBRxSXEcy2wRmtdRoe8N+hEwkJ4eLqDZLudSCPr56kHhBxMND+sCtG313svHCtP9mUtv5JHnQlD9DPZe1YlFJrrG3r1v43AzQg0Gb8Zo07RCDQCkFT2R9a6CI1gwkREJAfEQTZMXOqYlONdHRglgDQ58Ep++lOdLojFnKYSFPKTbuWlIxC3XF/MloYQRMRZrxQdhC918wucJvGSmaSfzMjnGnR2tYLE5eN/uFoS+4FB1sPVpspexmL5eJNFEPWSWpCuKEOMNIgn0bm2l63oopZJphN1HVTflKHlJtQ/9GR5h0gdeiMjPYirLevBI7f+VVnSQESFuIr5OLe3kiUBJbtPVS92BMG7KmYV+Pi65OoH9Yhf8ySkpory64RLqYsHdOikL0jGloYi3vlFSHQhDfJZhgRZ51ykKXVzG8DfWBYSGsVTHtKp3eCa/kImbZte2plgB5Dz7/06E89/Qpf8NgwKc38oE1AmBbxoKn3UjkcTTw/UP/Dy7tbT5iiWuqz5Sqo+usR6eShwJKMs7HQElbvTpEdxyGEGJOOMVCLhNEra78jLSYnLKWZcxvbTkEyUdSHjpUdWMrSpOs0l1HRzLPjEJJQ4y3c/cxxfudU5ohfwyt7VQedyR/5sF122cEkq/6i5k2zrKU94xEuKOJWsz8R2RCNwZwSajN8Zss7QCNwvBDyIBUGKusvzxGiWZAESLPLLIMaLigziG3bKiMe8JiKDuKQnzIRZg6m8bQy+MciK4E3eyzwIjD18yDXB2sZah71GiWtwjvS2MiYnAYHwuE72fGrt+GJgzi2mp8vdJjy7ub6ZgrZUXS8aruWRVOFJXCByKhdskmzxshmY8J+3ZvQHjeT5FaGIjxQhJsi7tZ8JBeVYd0nzS4jonoQVLyuTjDERSI8zeOLNJKll4Pkc5DYJ95g4oG3qld+MjKUpEP1NTBKERdZbGKyOtfNLtOuCwDBpIi3rfnfb6fL8XFlUpyx71DhxGwn0FVaIZ+yCgr1wfvbsmezAJJY68iEgyiFOeojQhU3hIad+PCUhvzBLD6sJoHBNXdmv2xhYF6+Zt+3YXnW92BAlcs2eewnK69F/cu17ToDQV5MHXiZm606e+LCnNnuBe328XlyOlzOPmXju2DUl9iLnCQghTD3qO2UcNkf9VDye9V2sw5dNgml+EAhd0Vnp0uzQBama1EWlhnfddhR1JyUJSKsO4ujAMKYlipv/wdgzX5YnESTAA13wdB6vex+XVjkJ1Xw2p4qUj9zUN8QFuVb96AFDgCVHmbJRcNZkJ74sK0AyvdBIh8OeDAyl9oUitk8bgZsQaDJ+E0J9vRG45wiItGj9any0RQNQIZYiRiIGHk2TjGoQj60NPQDGwM5wnV7IXBbCdZHFxFrbInK+cMMmNVcqyAsBQmBSYLl+FK9BVCQ1dGOghajvDaIiQxQUe1v78fWGOkFctWxhM02b+OBIEKlc4wqxcz09cYBI4k3beCKw0+4dEFDKDgJk4hSkNMbx/GonkIlQQspJFy8XjjplrTl4p43wiMNfyl7uAocPm8y3+ah3EDW1yYKQGB/VWy8xBm58XIYAwWd5RCwfSuS9LznXeQERzzSees3VIJQsn5hdlxA+SEvgKgY1SAztJ3zSvsimr2zqAz9Ptcc0HuTz589EprXn9OZSX5K8PD8Lkq0lUdHO6ItdCQORTNa6b9QewTgPvHQoIh+WBhm3bQmAxBTY9FKlIxc4OnocsTvIvzypMUGVzSeBM+6k8SRKW/Ax4VuzHIUvbuZLmkfr6YSPz/C5+5PT6cHjx9opiHy0v5ZZ5LroSZOm7G/ZBLsJmw3SLayH/cbkgLgjzUSDlPObQJsLC/0M77r7czQvFyIteXgKs4/dTIBdR+TqXNnCniqh1dOdxHaG2GUkurm0CzlD1/Say860HCUmCVxn4uF+4Mm9X/p1n5Btpm6kj5d3+RKv2H0WnIdyfyEmZO8n6V+NwE0IzHfpm1L29UagEbiXCPBJ+RhUc79jBqQcgEysNBDmQLyCAOhRfwzOpNELU9qmLkgO4zti8HIx8CmMQY1VobEm1oNrXF+Q+MW6ZLE/6YC2KZOMMXYPYqu1wsFHx+BNMgZR/IXs9qc9sJM8rXOigAfbZNcDLgR7tUlyMAqiTD7SM2/LB8kCh80mPgAjwgEA/vBLLl8JQjHp0+SQyCBnsVOEyd+YcLAjBmRxdTRBRMFRnt8koEEgjsYThOFlFKEQokEckiCazLDkA1laFx/JpvVx1hHi43cBRG5X03oqH5fx1nlewkA7yNuaX5KElOZSohS9NzGjzv5PHx2CGF9eCjeR8LPn8qg//f1HIt7ozHUI+/nZc50TR6ODt+Tttvoipb+YydcfVcd8SU8k2cqIgFFmPMng65bYldt7JNNuJHjNo6xIw1OGmGTRJr5GuZy7HNnZ0bz1oAhiXre+xLEenAkYsuQlXx1NxycXIsXyoufym9hvfBtp9I7Fblqv8sNKZZeaIM7hqafzBRHNpx9ZMenIQy0RexPPmCCJoObkQZu7aAlVZIxlVZHOGGlZV/ZHx6nT8yP7JKe+h7AWXradtjPy6GZBFk8O8ko+0Rhl7z1NSXtlUkDy7O8qj76JrO3RxFM1TQG85IVfOelwW8oet0ygUtCQlV79cd8Kvcb9LH72v43ArRBoMn4rmDpRI3B/EdC2hQzQLO+AyPGIf4cHb5o2ZUkAA6yIRZyI/IqAXl4EiU2iA5JLchOEJJZQyAPHPsC5vELpy2gapALCGsscPGhSLI/5xzgvT2AMmG49yoFwuHzIjwPEB8Krx9N+YYuPgDx4MCYT+vJh7k8sPcpAbJkmHEw7tH+5vvJ4IQJ4/vy5iLa+dvj8mUjf86efJlmbPed4foME5IAPudTkA+9oLJ2g3hA1moRt7dQemwuROGGYZFOkOgm4tmt0hTlCqPOlTnntZ/RGKjCTt1XcjJcI+SBK7NFMfHw4Bc9p7HENfqcPHkkvPLpsVSnqZ89qSqZ+YIYsP+WAIIocTavp7OKpJhIf/e5/TOD1+w/+Znr+7NPp7NnT6ez502FfUY15/+mhOCfZPuDpQIuDJeUQPDnQsiO2EVytgtQPzOPlwr0nE/JA5xaCEHCwzgJkB+CdZdsuwPGqQBrsUsQ0E6nfJY+0TI5qc73MyZcf19Pp6SN5z8Ec28Bj/uhxfDXy0Vtvqe1iC8Ugs973nCN7tIvY5xMb7FOGhA5pM/5tfdz/IknUOiZuaUvKR1lGZK41E0SYMU98Ak/SBC56KZerTM5zgmjM+VqoQuLKedQDdWMCRFyUuV+ulshvV9MWNi38OIQTwDbg+4BsMp/a+cVwtNN9g/6H7Wu7Q74XgDchJVgvyd8vPxTvfxuB6xFoMn49Pn21EWgE8Fbm8g4RRHle45Ew3kgGawb08OrZOwZ5DG8gXkYNWR6wQJTzGtJjWgmRPHHp7Vp6m9DHa4PNHz1giix4YvAZApT7EWf59sqhDySMpQEQGpFPyDlfNNxuRBghjcRvIRRJYFWVpGGUr+AX6HICg+eO9dF8sh0iCWb8fv70E5FNCCYYoosJMTvYEMKbGnJj94+YFEVBxAeOYA+pxOOLFxW9TWTQ2WFJVoDBBM8kzTJNksgbaYIIyuMOCT+5EHHC2x/e22ORXD3yz2Uo6+NLYSbsdsexzj53/TARou7jPMkxS0kuWHZycTGdPX+mCQwEHFJNvNoevNLzGfUK0lTrSpuITOWn08HEdmr2LGLIxI/19Hioc0cQ5bWnnnJ4UUCIc2ShB5MtJqZMimYPK8912HEGkkhZagctH5pJI/E1QPxof9lQ2hHLSQhqZTy3g/DnZFI2jsyYRCJzc3kiG4oJxYUmlrQ/zYnHewAAIABJREFUculD9C9NfLLPYm9a6kPZm41sU/VOHcBVOmmZip9gzZobd9oXPfQ7u7YmfqWfc2304zRd58cG8PArjfLE9oPRRqtpexrYYSfRv7Mfy15mLKm3MBvkHduNl4o9KV0fHU/b9WbSS960OYW47ypz2IKfrWV15kpfd1blXJeurzUCCwSajC8A6Z+NQCOwj8D52TONVZBGvp4IEYoBfDM9//QTkQhIE6QEYuPBHnLBub+UV6V6UPZAr2sMZOlZigE0xsggjN7jeR44Ly7yBUATH73Ul1939KCYgz7yPfCLmOSg7e3tKpHw+tz18amI7YPHT7Q2F4/voydvi+A8fuddLQl58OjRxHpqZI+6QJIgN9NW5BuS+8kHfysi+fsP/0YvHXpZBYQNcumgfDnxgcTtEenci5u8kG3IRUwmttPz8RlzPI6xbjiIvCXLvTf/yPoH+QlsvTSDLzjCAGm7cd1bIqYO6B2eTK9jjokMyzqI54uG6M6TBOQR//DxE+mtI5Oe09PAacua3NzCcrsVTk9///H04V//djp79un0wV//VstUmMhAHj1hoTKcm2R68mGiC8FluRC/wYL2YUkNAaIYE8tcP4zdyWOLwQQJpu72mo/2xa4Sg83zsL9xbZqm0wcPosz03Eq/grUKR256ogNflvrERIL2V5sqYcZBpC2jLOnSUpv1WhMVklM/cAz8H8tOn7z9riaXDx+/FRPK3PKTtNgRMmJyc6GJFBMfdFAflg6lA6VO9E3Wr8ekLYiwuxtJUlVNbKN+sS2jEPaLutnP7W0nn99/8D0gZM1PfuL3AWrsAlV2UGgt68l+oIlgrrNnIqmnW+vjaX0cfYXsIuQ5MfUSMzWKJxgUXoK88fTzcl1xagfT+JKhTxuBGxBoMn4DQH25EbjvCDz95Pdixc8++b0Gaa/NheCcs5vFdiOvL6SHAQmiwTDFAO31uTFwz0iKOKX32kRjvooTMLxsJrgQAALHGPTwAs6kiTjSQiQI4Q/ViX7rH4/jyS9EvkTkZ7JDus3qQozi6OhML27J28y+zhCfi3ORHQgTL9FRnjzpJpMpz4SGyQr5WWIB6QFLjsRpSU2mt5J6YY26wIZ5t5FdUfLiUXpOVc/cqg/iQKA8xfOb/xdyLcPljA/d2COckwnSiSiKFOKBBff0xPL0gCcDuZwC7yLX+U0bco16MUmA1HFkeQR/EG/INBhuN1/WWvdH09taXiEipJc6p+ns7On07NNPpk8+/GD65KMPtBzFS1LATXWFdNoektyJWC+8zSynUnwyRXQ0mm57GWkSQ8kmRUlfSXv1niLL5JH08rqCne3PT3SKbGPP0TbP0ee+Pn7DEhftGB73aE0mCuvdatrwQqL6SyybudxdTNPzwBr9wXxM4Nh5JXdr4ekME8Ug5RfSnXN6T0zy0mqS7Jpshv4xgTNWA5tCjI2JbMhE15XUC+ExoaQ8yfzMExyT5P2XkC0CuSLSnqD4Qt4nwBEd/JSIZTy0mch4fvaevstkjrhIy9Ov42mHfdE2noTytIn3H7CNMvGOJkJ/31yKEn3aCNwBgSbjdwCrkzYC9xGBTz/6UASFl+YYrIOMx+B9cf5c1yBhJoSQMwZpBkPi+D0/Yg8EdQ2iIS/l/kDmvBppkxjp3OAnQRE5gGwUImlymm9bDc+oSRgiIGKaDDDglvWmmkwsydjR0cQ6WgZqBm3Wd/OSJF7kB4+eqJ54gbU2Gm8hHDqXi/BEAA8vJPKD3/1WRPXs+adBxHmpdZCcJD3QoEogxcXCs4vebHEnfal/budGvDy/7OmSSyqgnNSP3zWAgYiv6FZc0brYQTCiLE2lvPVfkkW3CcSGSQTtvYEEaXlPeD7lxS9kjDaGiPNE4fjkwfTg4aP4+M60mk4fPYprvKirz7LHJAB8n3780fTR3/x2+viDvxb22jmFrRAvziZehhTJY6kLTw7YN91tlnZBOxEUn5MU5SFu2JN+6Pe6kECuMxkhvWyTnWgSC+pTA/US9vmyI9ja9iVDWxMGaZU+SdBNXJEnmUVuLWNcy36CjEH28fJ720TkbifhySRse3kxnkbxBIu6PH+GjcbyJU+WWYdPH1JbXvJkq9hL6RfuS7wf4gDGmtAkkTauVf+RtvQ32zfX0AubIa+wPtAfLG+0aXlKoCczOQl0WSb2VR8mIxD3B48eqzzsMCaID6aHxPHiKGvY1yy9OpXHHKxiwVJMZrCGlew0twKtWIn8W4N9G3FsHxuBmxBoMn4TQn29EfgjReDnP//Z9J3v/Pn04x//2+m99755ZS3/x3/7jQYriDfrnhngTbzJFAN6kHPiFUw0Uir8SN4mZcCLmyQSL3B6OWNILoSpDngprxIAREE8tQ9z2VM6i9TBgzJHBnb+9NVM7TJX1uiaEFFmIQWQH0igA0QGGUxK8Izj+eYIQWeQ9wQCAs6khacJpH36yUcibuDndcZbTyL0MluQNurHf7GMNXYSGcRnrHtOIoQuEI11vJCIjiadnI8JBz8gjMV7N0hdvshIWq0Zh+TlzhKus44mhEnSKGfoVUg+DStylelEckS6nmuNPNgxkeElQ7B59Nbb8koy4YHsffS3v5uY9H38we+0XAWiiG6s14aIQ4BFlCDZZbKhdpU97GmdqleSOXs20RMcVuyoUdrfNhOZ40XDI74tqcnHkfTkGuRsswviC7mjLXa5ww8EkGBSrnP3DfIWG4O+aa95tdmRloLZXqXLoi8hq7az9R1PVdRWUWew3uayGsqkzTQ5zi0jpWTqySRyPAlA19TxiHXVtEEScOqJPYG/rPWQvZSJg5b6aIYXu/SQh7hhgzmJ1DcLUiG3rWxY4MVkU7IyDbrqet4/FD3sbn5agN4EvcSbW1IyCXCfhYz7RVdNHI95MfZEW0by4ujjt9/Rk52TkwfCBP2D4K8Uz6QATFwfl5dq9qERuBUCTcZvBVMnagTuLwLPPv09bC7WiedjbQ31uZsH5xA5iJfIag5+QV7S+2f4ymAp8g1xyBceRSqSzJHcJINzkRcTaZN0yEL8r7QiViZVWZ5l+ChZITBIYxKkq/xZ5PMgy/nqgk++H02rs1ieo6UZm8vw+KY+iIdcMvizXGNzeS5PJflNxE1aSYt80QXkHtK/eAND/9AW/DjjT7qp/OLtrySFjAcC+SSAOZRxvSLdVRjV5JKHKBMsLqa3eXUZEnhxFZIN0bHXkjgmLc8++VhPH1jSwrplbIoX7kT6TEpVr5hILfGqutTzgU/qA9G0rhG1v1RpL2+STuKM9d71tOmKD3rRriojca3lSVa2tXSLCIl1Ho7LPLVck2XiIs/+BEXxagsaN9f/s51ffuxI7wSALE9R8E0v+uKozziJ0nmiExbLev28WG0t8Zj1iokBOi5EDTtRXcvkyhNzvSVLHfLphyf7qi972VO12mcK1kzg6J+8lEuI3YiiDnjKsT1ePuapFg4F7lcsW/G7IqTcnJzqKQ7nR8x61cemaZ33Poj86ogXf7WAPIRf048iQf/bCHwWgSbjn8WkYxqBRqAgwEuHhFhOsD/gMz4RTJYhqniX5P3KQZ+hOAgteWNg1KBmsmGyySDGWlzWJTPY+XoUsfdvkI8YsuOxe+iwJGciznWwFqHKF/PyhTcES16WsJThgoln0GbN7dmzSxFtyCPbCjKwP3773fQUHmlpCi++siuKl3UgB/KyjjfDBhFhGYSDPX0iLSwhMLmAjHjigKdTL9lt9DoiJEIe5EU9t9rTfJ9kup1cngh45rNHz5MPYZdkbaRPryy0SgRJX8a8nPDy8wVIdNEa4cRZ3lM4TJlosBacdv7wb34rrzgeR9aFQxJpS+oW9E2GJZwo33bFhIZAXTz5k5c0idL88mG0q9LZ7jIf7eUwXjA2DsZxt5vOz86m3Q69wnuOLBGw1UptjAy8qHriwYu16YW2TXId2yIffzUQ72vEc5V6W4bitAwjl0YUO5WszG/bRVeFtGvS4BmnjS9K/WMCFOupaR89EYnCRh/np+RqMroR6cXGaDfVNe3yUJ0cRz0UCq7GRRNQbII0Jq8Jj4k38RueXKzwQOeLsYX0O537hXGIqsRkC5tiW01N5nLi4HsRdmL74cmVA3YGiT85jaU9b33py7JTtot8+OSJ2vvtL31Z746AJf37kq0+WcZCnbjvdWgE7ohAk/E7AtbJG4H7hoAHUNd7b9CrH+hI4sDAtxcKqXZeD9j8XqQWySO/0+7JeoEfSzmi8OnxHuu2c9Af5UIgBkk4QKS0ZV2sKjV5hdSJdG5yn+pcL691vPKkxTruz+BT6hSP58PjiFzjA0lzPaAWJqvEkYelG9LdS14+g2rkF+6uV5YruaqupRaFiNeLuXEN4lbbrqTcO5W31WvYtaQhiDWJVB46JJm+XJ0HCVdd7E32cX5yorzpId0rjHz16UqWYT1rWoj1NK3HxKZe49x50NHnInMH5IsEmixrAsFEM55uaCnUQl4tSxgQ4b6RJN46UHbVIZLuk3fHcSQ4D7hK9zweaNXMMecbEX5yRftYN19MecZl1KGW7bT1uLC3eknnta995qLtJZwA9N3af1Rn29SBvGAxAkSefrjsG4t6Yu/biRdb+aLr0XT29NN5krjbyXuuXYN4n0D7vR9jUVoOdKSXrnMSMgruk0bgZgSajN+MUadoBO41Anh48XbiASR4MK6gVM+k1pRyMT1EDNr+c357veuA7oFTntHFAOmyatkaiBfp5GkjcSUAee6ypIuIbnjpkTMmHCYyiCieaDxg1NFBj/rTyc8AjyeNrR+tH143PIkQdK2PLd5cpTFRKqQPnTfbSxWx4uuGnjDgbdNSoAtd41H6tAvChY7b1W5a89GfzSZ2e4Eg8nSi4E9G6g3Bt46uC7IhbK7viMeziqe66Kg0JqAHcd3BdUcgPd5NE8QlEdrunulFVvCMici8JIE2oWyJS7yIow7hgQ/CKv2KHfDboZ4TFx5uiOasJNSLEBsMzvZd88pGsBn2nM8XPiFr9AmIt7z62810fMzHl4LIyzMMqS5eaZWTcZRLndUekLhcR63157bJfKKATOnDUdpGey51dNtqUphPNTSZyi9x1vTGW574XCLiCSA6u0zLNObqp3nd13xM1fYOlsNxmY7f0on2Tc+19Mr66lougxtCtTQNS8rlNQUPy3dZ/NZ/2hWFRj7SOxbCkEkieXPPdU4lkwnJ6mg62zyVZN4L4ekXf4/fivXj9O2T09PJXnPajPvDrrwMnGr1oRG4FQJNxm8FUydqBO4vArE8YF7PPAZQIIH4VO8TA2c+Gt8bEO3p83rysiUeMjwohsiZvIsomIhwsZAEkZ3SLBq4FwRRskucBmf01ePx4vFOsqfrqaO5diliJoyV8OEBZncTP572x35M5ll6gxctg/WE+BD0eznJSfno43SsbSWwCwZ1R6ZJk7+EynWRWHvIqWtipsxZHnIJo+w857e97CbQpDPWaDwwKoRM8iD7eJ6Ng7gPO2bE0hWTSB7rQ3pUPl+ApOykmGNSVPBAJ00YCibWnXK5HiRyo1mFllNJuiqldhGBVlpqkNtjhgpaxhDKpP5WlMhMw1EY5AuQlHt8+jCXsMRLpqxtZ937HGLrPtYlq3qQyBU7e6RQuo5IotcvQ4BnEsw58wTIvtpJ/YTlW7FsRXU21nyFNScCthcIuXebmXUKTISZyfHC0Lmm8kobkN9x9CmVkencBspXJh5+OjDKpv2yn7kM269k1z5VZI/8oURYitulXDSuPnIJe9LvHVtRyiBHk2oixLuoauaYDOB0iHvRDArtQLt6+RMTMN534CVk0j5+6+1p9+QtkXWKYMlWh0bgrgjMI8Rdc3b6RqARuBcIsO8uoQ5yrjiDqIaeMv6IDObey7rO4JSDsL3LeM+12MKDdw7EY5AuAzPlOp5yOdckwEo47orfNT2Dp4nlsj78lkeRI9od8ibGUD1Kkl5JJeWB1JIME6oY0CXNL7ppPhHXTZpUlzKAI9N1VkFJwo5Mxvnq6XQ8nRwfh9d54TmE4PDfyfqh6oHnnCAchub7J6pHxTXbyxMtcLFewok22RehX0EQZ084OvplORMvEnq5Acehl0le2prLUfpiH/U3ban8YJTLadbHYYxRp9haU2Q864dHGrOTHRS7tadak6osz0+DMHKvhd9sznV+evpg2lzspsvNuYgwGF2cPUtbZz10IIQ3HkKHDo6bvfHez/oovjWUJJQ6gmUsqZ6fyAA6drkTIY+nBKQFqxEsg8nSOon8uDjbwbC/Zf6SllO3j21y4D2x5CPxz3SuV4goTx8Sz4VoyZYetP3y4jW/0cH6kMznFYdo/0in69p9Jbze2g2GJS/pBXdRsnNwqy+TarnVZt4pJ7/Se3p+po9ZyWt+eqpJnyZXudTHMvvYCNwGgSbjt0Gp0zQC9xgB1kdCK/BoemBmSYTPgQZSBbnxI/w9smXCLdKYyzByL3LyigBDG3N7Pb7yiSwG0EECk2BA6JSe6+nBhoaIgJZypFOSr5F+QepVtklMEkGWz4jgOZ5EJWhvY/amOI9dVVRnvua3Xo99jMmK9/ry8lzpwM4vHSKKPLAskyG9BMZyDj5lD3nlWnmpUxOZiRfFwsvHy2wmHeEdh3DM7UF+Jj36QikYJLE2pqU6Oq2yOCcduoGp81of6u9lN+jtgC2gv/JrX+ckxJCaI77oODuZjaHLRcbF+ZnKdJyIFDqwbwcfYVH7h+ebc79EaT21zEVpZkonWclR5WWWre3rzEQJMk3QpGE8cQgivdI+2JtoG17QK/KoL/ioDbTkZKuPGUmYGj08yGrv2C9HpPzyIpa6rNZBssGZL40i5+TBo0Es+VokQe2gPkZ78H/Ea6vHde6OoidSoQ/tEnjFDkhuE09guU69j0/iqYvblrJMjMFd5WDM4Kr6ARJVRn5sTbhi28PiuedGoUlLLrOJfIElOq1X8XQHTPhNeeTfs3n3PQi3l+mUvp1NMF48VTsLqfkfyw3sI54XTwkuWxjJVtNm9CAi7k9KR3vnkz76EzaHXP54qZ2JGrsl8ZGqJ++8K3C4V7KUpUMjcFcEmozfFbFO3wjcMwT8efTzZFQMYssBEMKAj9xeWCCCXFcPE3HkXQbFMcLOPGqZRL816Is0leUlJeXQyV5dERjIgYfvOD+kA6TqqlDzjzSD4K7HFn2npw8pQKJiHrCd+EolZMe1hsiydEAetFKm6rb4PcpanJCW/xyQBXaSkW1j+Yfayvl8rGmMDfKts9MZB5WTkUMPkbRoF6dbYoq8WWsLmGOcz/ooPWvnaxAZ/Wz7O28sQdm3T3u0ETOny/O5+LhmsptPRVy0ZcxEeNZL3mGtJ0EmyxziycdoTspIMKmbMbbseqz6SV+IN4IO9BvnW+ZxvI4i0nPMKD9xnK/snw0ivh89/8r2niMOnGGnePC1EGkf+wOphZvxXV43ZrWuNc7ny3z1t9Nw9Lmv6zftlPegcCb4ajmm19tz5Yvz5xPv1Bw/P50uz88G0S85+rQRuBUCTcZvBVMnagTuLwJf+pO/L0L5we/+e2zjxVf9eKExt9TDU8SApI9f6FFwEhXWNOfAZ87jwZSjB8Qg8uGVI15rlpPsgjpxw8NV4rkmGd7KDYrqXUVEgD876JrUWC+XVddJK02ZcMg7lzTS60ZPHzyQpwxP2KMn70z8fvLOl6QrLz2eP3+q/bLxmpHHXy1l73HqAmnjpS+CCDoeWb4EmKxtfXISyy7M4kRkA0WRb+qeu5VISDI/sDJBZl2r5evkChLidlAaPIcilOFR55zyWAer//AkJiFRm+RLrWg22sgeVnHQ2AuaD+sQ4KR1giYvLXU/OeXCuAYO1stPBFarY3mPwUlezvTGQ1a9np4yPPkJryofd2FhcLBhnWdFLX91nJ7mfNKiy6zVFsGG2LPNXWDJtfUuhs1qw8qj5fnxhIIXPbkeL9qytyMqsM1e9oRsLzADmeg74bWnPxEgptSBNGGveMEvU6+ckNA3cn9R10eZwbkS+PRCK3/attc213S1DaXDeJoU22ladui23+aaPOXkQXZom6y4poBoI4GslyVZX24iPnDN/OiH3lwnHToK25Rl/Tk63pgZS5LqXQU89sZF7RM9Dn0cLO/UepM+3xnQkqPtbrq8fK4v0JKPP7Y4ZdnSg8dPtGTJsvrYCNwWgSbjt0Wq0zUC9xSBd//k7wXByU9nn58/H56+C5YX8EJekmTIgwezz8CVaYjXoMngqYEuCAqf91awrLpbQslb5SInnY4RfdN6TeRUorIo0+VzFDHh8XQO/vESILof6TParBV9+Pit6dGTt/Qy1+mDR8rO8pTThw+nB4+e6I8vln7y8d/qJTAvOQhl53/BjP8gvwRIhHA0cUBnY5Deuzn3Ya8jJBriK4xSjnAnY9ZbiJcyuFSJcC2D+GyhiC67y3yGSKf+KhsClU8DLF9HtT868vJhkF0tf+ClzvySpUm09QATXSsTC8rA7hxkU2ljrvuejThhtYMSp1PZSZDjgVlNM0w17M87sUxHQbijrZLk28bwEuNxP6RMyqN+Lk/klrxpsxRvwsp5TVtVq+cxIQl80Ga3yy+JXlF3l20ZlMEfgYkTAZki02XpiOIXfdH5fK0eZcI7sNOncMNGs82crpZN3DIsdeU6eWr83rnf28h+pGv1PAvQBDHbrE4cZYu57lzLyfLpEX0Vm2TJCm3l5TBLfft3I3AdAk3Gr0OnrzUCjcD05b//P2nwZRBmq774quSFCCNf52RgrmRIA3V6ooBvb9BLOle9u/Wc9EH6IBDzMhdk6L8Sh0eZeBNY5S0vXol2yyMZZEJ6SH7oZLJg2W5q68OaUIg3Ay9EnDW88mAerad3/s7fnR48eiRvOB8CgZi7fHbPwIMGDvFlyQutsb04e644bReYnnvyUL6IB+RmHZ7ozUWsXa2ERN6+JEPOp0KJK7jKY6590ANDuV7BwYnT+y0ZJijlmtZC6+JMvQfJycnOKC/xJPkg8fZYpwzpvc6lNLQf5C5JHv7I1Wo7HT96ku3NzhXgh4c5JyRFN+KXwTbgdvOEx+3N0ZMb18NxS7Jv2ZqIUacyURnnWuIxk3+nJe8u991ndx2X7+t8wElbVpYlMJZpks1v0pOXc446VxsLLKuoo9PUSOL4I6js9CbLA18Sgonlj2hPHIgociQr15pDVrFOf5CKa8hxqOVbvq/7PhETAzzeoSPXrTNyxnnWQ/gkFi7HxyvzLvQyxkOnxFn3FevPLjn5ZVjeC8GmPXGdPep8qfNY+NBXsEmOeMdxTOzvqGMt+9gIXI9Ak/Hr8emrjcAfLQLvvffN6f33/+rG+j16620NPAzCHnj0FT7I5rOn2nsZDzkkEILM2kkGehMnk2sK8qCsATvpoXaZ0GDIgL5TPg/aS0LggVeDpMhKbAunwTvJQy2vVs6ePeK0NEbp082cpJ5y5Rlj1+mTExF9frNvN0ScZSn8fvLuu1oagQdcRJ2JSr7gutvF8hN0hagzULMkhS0fWbYCKWfA1hcTeQSfTxy0JWSuxT1/zo4p87p7iOnwzEO8F8TEuOp5OhSCuqXnUlipzsTve9wH6UmgoHBMPrLwjKW4A+54tZYEj+Ul0oNlI+yFnu0tsmOv6jRNJyfxWXHqw4SGLx2+8+W/O17+ZSkPe7YzkQE78FJ9jNNmM+uYHnG9wLmp0w0VPgjlIMS8dAkJK8s/fM1YcJzxDAj2r80vgXLV1+o5+R3voyRpUpkvJ2cbytbLy7CeIJCPP+/JH5rEv0N+eQnS7eb6kJIJpexzvNQ5e+ZNGkGNF4yxw9rfRvlJVNVn9NQmluJYB4782YPvvkX59Rq/fc3x6DryGo98IraHW1R75I/JVUzM6m5P6rvWNyd97ivC2ZOrmobbTpbtF4OFO22y2YSn+/h44tM+0pUXuC/Oh3NA9drt9HSM7Q7Zf7xDI3BXBJqM3xWxTt8I3DMETvigzLSbHmwfx8dNGKAuLjQwxg4Dm+lYZDy2kTtnrTie4fLRGQ9ihg5SSGBs9ADKwMxvvEseHAehLAQpBmmISgz2kGT080AfPuAkCC5QXsIggS4Y8sGEAXlH7PesJSmsMWbXDHabONXgi37EsY+zyPfx8fToydtaM35yPA+80iH5IF/2RB713h5vps2TCw3qyDp7djJdnJ1NsVMHOmynzfp8upSXOjyMl+sL5UXGtK67cpj4RN1dvcDX3slIv9MyklCIOuKtlec290Enr3NwLgKiyNnra/mRtqaer9RH+faYW7CIITjMyZMIs80f6+YfTg8ePpr41Di2RAg78O4sZyLk2IvMKUkU9eU/tnA0gVQdi2e5FKn25HesAw9thk1aZmIw8hFv8jYi93GXzGKbaZRqO/Q5lN+2rfILAXURtU6kcb18/aqjEEk7dt3oG5SH3TH3lU45WTvaxqSCOPrCajvvaR/p9ktynD3qe1ezHoqrRJeIci1I9DzZMQaRLNtFe6/PT8VcjiaVnuRoshly0Mv15ch/CvlUbMQR7fwWarvPfJlzXNXTOfbO3yURd91YhsWkM3eHQQfsNp6cHe4/Q2ifNAIHEGgyfgCUjmoEGoEZAUgjg9SDh48VyeAWA3MSPXmzD3tORX/q2tIkN/YiI9ADKR48zkUcckCdSXsMuFxnQDfJCQ/nvNWa44f2hVBZLoO1BvYptn4jLQOpZPFRlnUM6CLCHqzXRxP/HT84HYN9yOAjR/GoGrKOfngjhQ9buaWH+FHZ7uzi/Lny8OId5JCXO0VS8nF3EJYZT+9TTd3kxaT+lXRIx0xf6kuaEUReYls2MNVkChI2vPkzcYxtAoHYTzcCp+CWseUh10zC9VGbLEgTkEJKmMQQJ6LCsp+j1fTkbZ4qHOtlN54csNZeO/ZQj81WW0JenJ9NTz/+WB7Ij//2d5o08RQG7Lh29uypJnvrQpbDJmd74jeTLdXHNsgETp8wZ+307KH/KGjQAAAgAElEQVSnPjyZYAkRW2u6/WgL2WS+CzHbZ3h5qTZpXbaJp/NwnXOCbIzzQk6dT0tscg3+ahPtPF4qLmUgS3/YK/8d0V/AOPqkP0bDBAc75H0G6gm+6l/2RMu7e6E6s60iT2lYgsYTCfDyJBVc3A9sK/RdE15PuFVB6iqdvLY87Y96pb3Qx4itS8vC3nI5iG2WCRzzh1zOpTpij5RBm2NjWRdkKkDKVf48qXA/ie8aAKT7wLxUijagbbTOX+vY8+u3+d7C6ekj3S+wO/cpPODYMLi+9c6Xp0dvvTX9yT/4h5qsP3z0xHD0sRG4NQJNxm8NVSdsBO43Ahr04BIaToOIcw51WOX2ZYGQSSBXINELTxFZGXQLkSKfBmq9IBXplWSbspQniJTkMZZKdu6LzRf22AUkZYaOi/aS1zD0Jy8BMkee4UF0+aOe4T02AbJE/faEIT+BHUTAj90Z+FcTxMpBZYowxH7sIoMQfJH3SdsgQjqC6Aa5Jo+qVAifl/9IhyQvmqAIVk+UXKqPISeeHmynk1O2osylLOkZTUhE0OIaeWJZCxMOhdQjdIy6BRmPdoo2jHW3tPHxSay7h+x4MsTSFEg6Txlife5sH9RJ5JEvHLIEaH00sUyK8slzfnYq/Wgv6uzdQdDdpJv2jL9cE72D1cXkwfK1fCPXQIctzrYD4CZ4pOe6ySO4UBdCfZ2V+BpGmvIOg6+LeOcPJjT8dh9ReRBD4lln775j/TMtWIpc55Ig4XsUu82wJIo/6nj68LEwZKJIGkgpT20IEEoIOLienJ5pmRXkEvvSMrR8Cdd9ylhjQxFW8RRLWET9D/a7vE6dsBsC9bVtrfDQE59PUMJOogRSIxmNedLD3UY2RqfIetA2slfdQ/J+Ednnf7NcR4Cz5XIumZRivHOHm5qec00KjlaaQGKDDx8/mR6//a4mPUyANOnJJzzO28dG4DYINBm/DUqdphFoBGIwl2crvHMMhnjvGKxFBk2EIStwbYiIiV7ip4FTZCnJZiGZJAlCOw+okhEXwsOYAzBy67XjjDdxEKlhAE+dJII0zp/6HK9DDwiAB2XnsYzk3JkjJwF6WoBX8kjrySsXg1zFFmj5pZvkaeGl3Yr4y6v2IJa4sFRDZM5YaDfAWNsL8eHjMPwXhCO82QEJOEVb6DP0iZ+JofHZI3+piysDHPtkfydPva6r+SKDSZTzCaPE1hMBsBXErLdPL3gs9YmnDioIcXhz9QQkPLoQIbytwvBoNR0fnYpMggvLJx4+eUttzTpdPPpae//J73XEo2tP7kXu7IN3F/1cf3QexC/JPu2N7QYpDPJ+lPk3x/OHX5CDHUB8bRfGgKNsRsROs8OwUSdIW1tip8uJra+hh+yNLfS2uVwntw8Fn6hLTGxpT8g1Ex0Rbt5jYP39Y4j3WsurRL7XuX2msM4JINfVNpTHriiXIt6Qcp4K6CXj7VbLqJhkMQnSREx9nCVdAnP0o83l+bTlXZH0IodJzEYW7RDeaHnR02YUnzKRDw7Ugb7GpMFY69o2PkevuwIvU6cM90/wUd/SdxA8sYt+DdZaC7+ZvfGeMPijSqRR2ZzQlpqEbKdTXirOSQPXwTqeOByLgDPhefvvfFlPeIh/8CDwZ5LZoRG4KwJNxu+KWKdvBO4ZAnjOCPIOLh6xa6BLUgLJctCAx7i4Y1u7iGWAhViSarf1oBmDu66ZKA+GSPYY2IOoBPH0QO3P1XONOP6zB9MDtfXZO7oOENF8MdFfQySd8lJsVmcM1NI7KuOaSpfkHpAk6ZH7f3MuHORwC7IlD1zWUxMPdDmOpwss0fBkYZXr7WE/Imr5SB6ZLBJwQFf9JZ7IHGR8fYAgUoc6c7Ag6pCTgdz+3FfyOJc5X4iKq56qE2mC2Ern8hJsxVeMDr3RFY8v9Sas2EwmX47kOt707SRiThny4D6IT8BDeJjw8LIw3AwyCBn3Hu+QV9lm1on8wo4X70Sug4yKfOE11Q4wj0aeuY77Z+KBSQalMjYvAid2nd7/RZ7E27YZuvDEIZ70SE5OqkwGiaO+2B6kkbTCgAnEEbt5zGQcUiiyeEL62LOdiQZxEPYR0la8Lzl44+k9QV4+neGpBeVAzvXkIZdO0U7gXUxPYiHBakN5vWVEo7hIHLjHhIl2jt8ivPzSi96Xmmxo0uh7gNqLJWDsRFTJfiw9EobFjrEhLZ/JfuLJAToobU6qUI7fBPXz1LZ648ENXVg+BZ54u5k80x6nLP9Jj/jR8Xp68JBlVg/LMqBD/SQL6UMjcA0CTcavAacvNQKNQHyQRDjkOBMkKga0gU+5NgY5CARbvKWnSyQoHwNvk6GbPJKdc0KQxThPLj5IAGksf1fI/8RjfQZcrx9NfYZ+ixPL2bEUgLKdb+HJ17VBNEkYZCLE4X3dH9TRzU8JxuTAntUkQ9rNo5ACeQIhJesy4dkkFqpTLJMwjvIwhgLCTHiYxAjHvGjSWK7lFZHPce7kuaTC+GpikDiaSI5rNXPKV1vmcgpW9/I7PNBBEiUvd+Nw9s0lq+ZjV4xoEy8BCY80WIkoYhXsRS5WOk3bh49E5OLjP2x6cTmxFR3YnD97LFItopfvF8imdpN2aFHZtAm2qPbiBT32L089cqLgdFzzpJM45DqAB+0CKcVy136h19inPatufN4+SaYIrJZHlZ1ZslyuoReeWD9BMIE0QY9lKEEQIYvogB0xCRIRZx15YmedQwZIeBKFRxjN0CH7FW2p+m6m3WY3bbbhGRcZ5ylNprM+tsWoj4za0IjQCgbqrCVF81aVxmvEI9vLf0irCVK0a2CWJD531FE+0qg9eDIX69zVHquV2jLOmahR7txmePIJVNX2DK4yLXZF0RIflu4wyTnSUhR2U8IOWdqDTTNpYatEPZ04OdGTinkCIPH9TyNwJwSajN8Jrk7cCNxDBJKQ4W3EY6RBTuttAwuGNgYiDdRaosJZBG3LBnkhIr17ogPIwqMIWc/U/nqmXtC6CmaTHBPbJJ94uBnA8WopFAJqXUwgfJ14iAvBSxoYtFkS4kAaBl/pKA/8fG1OkyXoenj/ghQFMTLhs4ebskSIkviI3EG+jo5juQbbjetpRCyDwRMHUSE/+gm3JDdAJ9yLztJL77gF2TThIKXKNdkh4WJOpbyujtslWEtU1/jzK8kTpBZsK+EJOaGZbYY4YnbTPOyQlzYzkZF+JPRLdUxGWAplT7cET9N6Co8vC32C0MWHgoTtO0H60Ef5tpt4J4CXFi/Pg3TF1izCUssweJU2X9YUTkkGQxVAiicUQKL2Sj1Uo0LoIWsOKl/48g/kOnY0gTgGXjsRPJehdgL7SK72xnZkJul5xi6wBXY4ivSxhCbs0yUH04xmi8bkJWyVc7DB53y2S/BlzfrJ6kH0W72kHZMVUrsO1iFNmTUhg+xLpxQd7SowFGOssWkbYZzT9G6/eNpABuOlY9pvTKaCULudA6yYWKn+vM2y4QXr6Dchiz4auKhv585JumZ89CQmtoXk67rY4PGaF5DjCRd6YNc8WfBTCGRRPgS+QyNwVwTmu+Jdc3b6RqARuFcIzKQuhrIgh5DpINRjYF6gQjyDl8MgDkn65vg4Y1cDQr085w6iMV/PVJAWPrgi72LImf9NeRApIhlIddH/zks7KJVfc0j5GRFX5wlEiMk01gEZwQREWLlasVPhxgNs8rrJSBSVkx4Si5AFCZB+kF9xmH1PpclPEKrEKfNGmcl7IBT5YqmXAVGm89tDuY8ltWB7RKfKHEk+KHMrmYGF6wthGbJHu0ac4lmGgSfWL+oqdeqeuCgdO9yUl2GHFlpqNMvb6YlLEM9YQoHsWB8e5cWEpjaxvKIieBDuwEEfeNEEw7ZgMh5rik0goz1iuQ0y8VI7mLSDDfrWl3OJwwRi0hU2qXyJEecim5xoAhB6QPgge1qTL9uIpS4Dj2ilbEvbIQKyHq6OlVweWToz5M6kEoRrGbQv7yloyYttXU/C7IFOvFQ1F+ojk+ComO1Ev4pn3PcLbUWJDL8Iy5Kk3UYTIhNj34fspUdWeN6j30HGye+ymLS7LrFufDX2BhfZB6sk49gvS4JEur3/fk5GNJHUS6XZV23fpQ2X8PbvRuAqBJqMX4VMxzcCjYAQwDNLgAgwqIUHtBLs/MiLx/t8JByDutjNdMSWYeVRtAdGBj3iRU4K3vHIPUiWBmYtDVjFmvMc7DxAcx15eK9MaD2YB2kKxaS/yisDcy5NUHoRzZnYmWihFp486o2MuV7xIuKsthY9j8ftc/z8ghh6bo9isDcGipNeGz3uDt3jsfzlZjtpA8QjvLyzZxIdIAh8wpD044mAPHaxFaXIIL9P8iVb9M+lGcflicAgzLmEyJ5JyCXX+I/2EQ54GPUCZrxQSpxIkRzlQYKJM+3yzh3oOOKSdFFv9N7tTqbVxTq2sTNprM2gkpO4phAIFmGQLn0dNckjaSD463zhUKQ+hKwh9Jikv+Sqfe6jLvaejmtkyfJm7UPO7f6NNqxpqTPLG0JerH+OyVb2J9qSJyHsob7byJ7H5IgnOX7yk+1SZSOTpzp64TfbWTaWEwyui5TW5V1Jsn3N8sCAuo8+S3vQvG6XvDan5yVTLy8J0GSfmmjFJ++VlvbVi9/HkT6fEgjnlH3EOnfsRaQ4SzBTodz8b5QttOI+E3aW7474RehM6HcThAlxnkTUiQ/RWvIT68ZJRp+RjWO36rosZQmFaKfxhEh9KidmVq6PjcAtEbCJ3zJ5J2sEGoH7hoDJQAw8MKDYLaXi4EFfcXLblqsaQHP7sKXXiN94aoe3mnyzV5iBF9nyLeYSmSE5B+8YXIM8iESQIEkUL5A6oD9pWa8eebIuSpAEneTOw/ie+kruNpaKaBAfvMTyXaBLO3wUwchL1hvZR0xyNNbHxMS5PeHwb44mStp0Gex0MfXQZ9j32ycmKCzhCe+62tHtABZip6psyGJLRjD3EiJPUkT0c611thmk6apgZHzdv42p1Yacqm002UvPKvqZkKUAbCErK4IEltSJYzwVcUnxrgJOcuUBs6zv5giCi5gjti2R+sIHGXq/AU3iGtJcvfHuwlzEzWfympZkSUSlCjYm4s31wFtED0LN2nJI4DYIofRJMSKFpIcsZ53ykg7CkbapTySy/sLpUJ58cjXsygIpAgIqvMIeuEQZfhfESZWGcjXZicmbbEgZpJWS6uFVCEwy7LoHSZ/lz202ytCELtt6RIY+Eknd0hzV3txadn6ihE0ErrYFiUg8xmSW+tEf85sH0kcTmyDlepIkM0z89e5BnAe+RbE+bQTugECT8TuA1UkbgfuIgAcqiA+P7/nu4SACZisFGA92JkIaKHkhUWNWDIgMXIRIG/Ls1SZdXuR9SREqBkjS8t8Ie6ch316qse686GfPuFYymJSUF0mRa6Kh8xy8VV4SUelg8oIMdFBV6vnQcJBA13dQV+WNOsk7nF/H3KX3TbWGfJgFlnoIBXRgt5QMxkWTlwBaS0q4HIQ1l8MMzCPjFuJtGSYr6/TSaq2/Gi2qCfGAK+M5ZKnMFF8hdHsjxvW0zAAozMXXsriBDcJNQFX/TCAvrum0CHd4S1VH78qzCV1HvdUc2CgIzh79qmOy8Wml2Y9f+sWrnPaIrW1Drs1EhmjFb3lknXbgFO006m+byRcloz1jUiGt8+nLjicoYDM86fP7C9iyKll0sV1E/aJdZwvR3ENfLHWLD8xy1xr0s705DWUIO+xtu1H/0IQgiXEpXnmllyMz73rFy5Ghie1C8uH52yTjXBhg54d9kJNxenpmXZBVK+Z2U5/yxCxK0pME7htFdsXN9Zz1jvc0FO88uu8EDrr/5SRQDWCdss6upyHoYyNwWwSajN8WqU7XCNxTBCBzCpAxnMllcBtjYiGLgxCTSQNnePsYqMagmO9Q8ZvdHOq1MRDmYCg+yqAXzGBuBU0MwrOu5RrQr6rHnHLvTCQkFR8yKSvzKo4cHoyJty71aByUtXjWl+ufs/SoazAxDdo50fDLcFFkeD31wh2EJ7eUi3Wu0Q4DQ1Tcq1n8CF7Dv6Xd3IaZ3qSBrxhaF3tTJdVYGIMsC7IsMkY8TwrEiqzF3L6WX9ULvU2MIk/ExUeXyMNv5xUZLaTP8RSp9cFaipIY0J6zGpIRlDwxcbslDiLJKZtzwtZ7zrP/dtl9A7s49ISi1u3guYna6CSoKEOO5Dr1U4FsK1UjKoKdEsijc5HA/Eot9aBOrhetnUuPrIvzCTdsDYe/nnqEt9jLzbR1IvK0HjueTGTrqD1sFyvt8BNkVdscpn4qT30x+3sqMNorcaAOwjr1XjHZ0zuPJuTZgLL7rLvriT1mfGDhWsYEUHZEP8xtMrWVprLEi5ZODSby9o+IrCl2bSzlCVdLKVXERzo9cOA+mEv31BdSVuzsUw3RhfSxEbgZgSbjN2PUKRqBe45ADlgiSrCD+rswjYJSpODRcKY9MEYxyJkwjIHQhFvX0gHGufLP5IOi6gubKicJZFHj5lPrB4/gvBLvzK0aZrpZ4M0YzGnnM4gNPG+IS8LgFEF8ZnJCHSE1K3bfs672YIsMGWkkBGEZ5CEvDWwzX5SVpCtlQnBGPpMsXavy0Tt04ynGLpSy6rc4WlYckRWELdo1iFK2gUBPz7uqZj93eIuFC7rkS51aNpFsXOfSvRDcrGeQUcrTLpWhc6p1VLy0nA9bgPTnfvS3qORnkrjWbi7hnJGifJA7rwVX94qLWvOPtPRKcxx5IY8qaUgf70tEdF7NnYzUvjGVHk8hNJnSE6eYVAm33FLT5XC0jizjEW4itEzG1EgqzrY5GzZe77AxxYlMx1MVa6w8tMMgwnFFemRfxs7QQQQ8nxIhV79VMvjEhIV0bA8KzuhcbUJ1MLZpC9YDMaqvRCEsUjtOBSiRbhIqdZDwlKVIk/8qWBf6n0bgZgSajN+MUadoBO41Av/1P/2He13/rnwj0Ag0Ao1AI/B5IjC7Dj7PUlp2I9AINAKNQCPQCDQCjUAj0Ah8BoEm45+BpCMagUagEWgEGoFGoBFoBBqBLwaB1W68ZfHFFNilNAKNQCPQCDQCjUAj0Ag0Ao1AINCe8baERqARaAQagUagEWgEGoFG4DUh0GT8NQHfxTYCjUAj0Ag0Ao1AI9AINAJNxtsGGoFGoBFoBBqBRqARaAQagdeEQJPx1wR8F9sINAKNQCPQCDQCjUAj0Ag0GW8baAQagUagEWgEGoFGoBFoBF4TAk3GXxPwXWwj0Ag0Ao1AI9AINAKNQCPQZLxtoBFoBBqBRqARaAQagUagEXhNCDQZf03Ad7GNQCPQCDQCjUAj0Ag0Ao1Ak/G2gUagEWgEGoFGoBFoBBqBRuA1IdBk/DUB38U2Ao1AI9AINAKNQCPQCDQCTcbbBhqBRqARaAQagUagEWgEGoHXhECT8dcEfBfbCDQCjUAj0Ag0Ao1AI9AINBlvG2gEGoFGoBFoBBqBRqARaAReEwJNxl8T8F1sI9AINAKNQCPQCDQCjUAj0GS8baARaAQagUagEWgEGoFGoBF4TQg0GX9NwHexjUAj0Ag0Ao1AI9AINAKNQJPxtoFGoBFoBBqBRqARaAQagUbgNSHQZPw1Ab8s9sc//tEyqn83Ao1AI9AINAJvJALvv//+9Mtf/uKN1K2VagT+0BC4Exmn433lK/+z/r71rT9TXX/9619N7733z0c817/3vb+YPvrooz80LO6sL3V9FSQaGT/4wf955/Kdgfzocihww/zGN/6Jrn/ta//roSSfW9xPf/oTlXubG7bTYjvLQBx1eN3hVbX3i9YDHF7UTsj7ne/8+QsVjX1d1d/p+7V90Q+c/Ee5h+4FpLuqTZFJPgfkk/aQHKdZHn/+858NHaxLPVIGgbiq/1LOi/42DnfR+UXLuks+7gfUmfv2XUPF1PZQZSzHAeNd01Zbqnlf5hyZt723vUw/eBkdndf3amPDsfZL2w3x2Dz3RQfaDCydl7Q3BWRT5ucR0O/Xv/71jaJtN9ieA/2i1gXbsU1yjfb0b+e56ggOy/ZHBji5nzuvdfHR2JDW5057n4/gR/vW+zB4VPsE82qfxot2PnSt5rUNvyjm2DX61YC91HsQ9kU9HGr5pDt031/q7vsl+i7Ls9xXdbwTGXehP/zh/zX99Kd/qYpS4XfffXd6//2/0t/Pf/7/qpL1BuN8ffziEcDgMKhf/vI/Tr/+9X/54hW4Y4l0bm6Ub2LAxr/zne++FtW40YDN17/+9Rcqn0HzRfJiO9zE6PME92tsCTzo+8Rx08PWuLl+//v/h65xj0Dn5Q2bG/yhmzAy6qDsin7jG386fe1rX59+9KN/46gbj++99829exIZrBd6c5/yYI/sVx1++ctfSmfweZMCdUanF6nzz372s8m40rY10HbIpn94LOBIOtsF6X/1q19NX/va12rWlz6nzNve2160H7y0kimA+l8V6Ge1X9D36CvgCr6MtZVAkHZJlqps+p3bpMZ/kefo4HtGLZe6vv/+b4atYBNOh31+97v/avre975Xs1x5zn3N9udExsnYOR78kc89Bft8Xfdz6/OmHrnXYn81YG+0J1wC7KKN/mIvHXh/61v/Qu1R83LOPbHeg18Uf/jBkiO4f3zjG9+QbqHjb4bzCt1D/7/UdWzA45b1PKT7V77yFaX/1re+7WSf2/GFyLi1ARBA8EBNPDf5b3/7X+qm4cakY1w1Y+EGw58DeeoslfOal/KQxyzl0OwKY6nX6PQO3LjIc1WgsZjRWS5ykOdA4/mabxy+tqwj6ZBH4Bq/qafzUyfqinzryDXSUsda1pKg1Pqj4y9+cfhRIeX7Zk06flPGEs9lva0PuqMzeWsedK76uQxj8TJHOgnlg8FV4Tp9wbTqaszBzO3A0WFpE8YInJaze+K4TrgNjkv7cZlXHbkZVN1tY/Qz4gnELW9ExC/zkp44Alhyzo3qroGbMgSMmxK4ge93v/tdDWjI4tx9EjsknQc4k2gTENKh11e/+tVpeXML/f7J9P3vf18ylnp++9vfFvaUf9fgPMv6mzBjz7Qnf7W/c17vB27725Rf8aZ826HtxjohizKqTWL/xBHQAcycHx34TRqOyCOt25o81Ya5XvszbUG7HApX6Yls5GB3/HG+7J8QK8JywkdZ2MRvfhPXqeeXvvSloTt1QJblVhzQh7I4El/bAjysAzLcNqQzLuR1H0I30td2IU+VaRnGpt7juMZv/sAT2TXQTvT3mwLlc4+DiPjvxz/+t8qGPRJMWNxOxIMP+jO+ko/JB7gSf1Wg7zIWO6AzuLnO6Fvx9r2QdPyBo+2KfBVX1xUsuHYoII8JXOUHTke5rh9x2A3tzB+B+wM2Vfuj8y6PlmP8uE65yACjKoM0pKcNqOOyzckLzrXtjQPxh/Jch4F1BSMwqxjWsjl3u1AGaaveXCeeP2RwveJeryOn5q3tyrVarvWrR9qc/GBUA/YEdmBK8MTbv8kDbofae9n3qty7nCMn+l/o4LyUzbVvfvObikInCLl1sSPBtsJ4Yp3IcJ3uLuPzPr4UGbeHg8Z2J0Lh2kjE00C+AeGRopNVQ7qpkqQHWHvjkeebEmXROHRujAhduAFxw7JnzsZHwxB/KJAfOcz2SEN5BOJ8JE141PAKzqSARo3OG7Mo8tPo5PXNDBnUI54c/Mfpo48+lK7cMLj5xvXIZzxjdhfeR/CiHOOJfMpBX/Q6FMDGxogsfkc5M57LepMevFzvSP/+hPG6XugXuvyVdMeQr9LhkF7XxcVAFN7YQ+kYfGo7LfWlHQgMVra1Q3IOxVFvbjjYjbGlrlfVrdol7Vz1WtrPofJqHPm5ydZ+QrnoBBnmzzbPeQ20BfbhvOhOMBbW/ytf+WrNduM5cmnbP/3TIG+2uVo+aRywzWUZ3CNqH+BmaTt0Ph8hJb5ZOs5H4qnfdeTDaZdHTwbArwYIIm1IADP6ou0e3Gl73w+wM64Zyypnee76QjqjbcJThE3Yg4v3iEBa0lTd8N4aR3QkDYMLOoJd3Ed+pokLceDyox/FJHFpw2BKHO1IgIx48FRE/nOdnuhGnyCgv8us+U2ElrKxCf6YgHGkHAZG9Ao8YuB3/UnjAP7UF5nYMnZH2XEP/pX6KvLAh4kWx9oP4l77i+GQcNuBLZjU/ur2NU6Uhzzfr3/yk3+XE4avqC7oaF3RAVm+j1v/5ZH0zmNi5T5K2iV2zk/7LoPjKNv1qmnoJ5RV+yrXSWuyDw6UjwzbSNwzY+yk/rYr8vKbdiPNz3/+71UcsmwbtXzOafOrrtGfq970UepvDKgfabCVmwJpsR/3c9Ijm/sW9Xe8bWU5YVzKx+7ADvu0rZuvII8xogZsxiSwxi/Pkcn9EJng5vsJulZbXI4dHvOwUfKGjLmfLPu8PdbIRTf+3K6+x9kOlzryG5ugLNsYcaQHv5vq+dOf/t/j3lVlYzuWbdunzncN5KENluME90lswPeRpVzqj+0SqAd2ja1VOVfpvpT1ef1+STL+dRkVjc5MDZAxZIzDAUOKzh5AABbGQuO4gZz2qiOAGTjLwyNH8I2FNACMfA/2xGF8y85zqBzSYujO6/LQnYBBIwv5GOkPf/jDIYbfDFJubC7YaJ2fOOpNfmRzDm5LDPhNHakf6QjIRU50qsCTehPQaXnD1YVr/ql4crOrmCGPP8pyoH7EEUzM8GASXPZ1nVsJb/kPdY4b/OHlKtfpa5uy55Z6Vc/QTSpgJ9QTfAjYAjJ+8pMZiyqj4niT/dR8h859c/DgRbnI9GAEvraHZX7bn/NynRu2bY+8yCPdXQL2STAeh/KCDXphBy7vUDriKN/9a5nG9V3G198Vjxp/0zlEEfnLAOlFb+uEfq6DbcHXsAuuX/UUqso2MYUg0o/Anz4MTsjg3kAcf9aNeAfs2F58dKTeDI4ErqEjv90u774bpJ/r6Mu9yNdcb9eL/IfIyE16osd1NsRgSB1cHrpQPwZ26hTxQdYAAA71SURBVA1+lE2oWCiiEFHr6Xsj90kH4rhOGdSR+4RtlLgf/OAHKsv9gDhwcBr0sX5XtS/EjfTcg5FPevT3fQTs+E3wRA7sSOd7ofVdHp3edeQ65ZiQuzwIB2MpeoAbf8gGXzA0maE+hCrPZS7JreMtj9/YEHnRH7sJohf9BNyoZ5VN+ehBXau9Wvby6L6zjOc3dUW264IOdfwkDViDQdXhkCzi6C9uZ/cR6lBl+Lr71iFZ5L1u/KXvog9pCNbvprYnLXi6H4MNv7l/oud13MNjHm1HQEbF37aMHAKyaSNkL7EDd8qyDStD+QfbO2TLtl3uf/bgL7336HeVXO4fBJePDtz77kLIwRy86z3BqrsvMGmyTXmi6TQc4aboTzu7TxN/ne41/+d5fvyywml4/uhM3AAAnXMMiNkIN2kaqBqPjcYNdJMOdfBAHsGeo5oXgGkUGuNFAoZr40A35BGQyTVm+g4Y7DLQ0OhXO2tNA0Fy8LmNyPHGxDdox/t4CE/w8c3B6a47Vjypo9vDebhOG1q3Wle3IwTg8wrYE/bDxG6p23X6Gruqr3G+SVe3MW1YJ5Pkc52XMiqOXLvKfpb5lr+rvSxtl7pwnXp7grfMz2/bHufcsKiPcaBfXjcAHZJHnNv/qhssfQW9TH6ukvOq4sHbA+pdZDKQeCBzPmNaJ9XUl7rSl7hOH+DvroE+is2AP+teGagrhrYnno7RNtVGwZOybVv8ZgBzwMaRVftFrR/pPXlEju8L5OEaoea1XPrbTXrWOjifj+hFeUv7BXcGT+pMXWsZHuCNB3j5/s7k1PkoA6IG2X7vvX8m/bmGPoFf9BFso2JFPmSjF8H9gHTE8bSvBqeFcHBeCZZ1pEyPPb5nQIaWRLLK9bn1QC7p0QPyYHvDHoyJ87gMyqefYU+0I3pwD3abOr2PYSfzeOX4OoaFjHenDz/8UJer7aBb9IdZhu8nlvUyR+qNHRo37l+Bxb8ffcX9AkxuKhsnETKoQ53g2tZdH3C8TpbHkKvGX9uv+wu2Qpzt4zpMluXyG4wJ2MYh7sE16uR6WL5l2T6oO381oBO68VQnlsfEfcN9p6blnHK43/mpx/J6pPm1nhggm/I8RmNL1wXzxJqG8Yy+s+yzNY3PjQ9pr8Ia/Zmo0E9Iz70CTD0BQpb1cN9znMt5nceX8oxXxbnpUmk/DgAYDwQ13ed9jvEx61r+3VQu+saMKWZwGMpyAL9KBg3PLBHDImAshwzsLgTWj5VqPTCk+xK4SYMrnf2LDLRbxZzz25DNl7EfD8D0n2XZYQeegB6+4TFw2PawWx5zYoMezLjxmNy9Kix986edPDBcdZN8VWUiB5u4S6BdyFNJCPnBhGDdHVcHSD+mrm1yqF9LUPmHAd1yadslLq4DpI7BtOpmrzqDmwda7mkOkFXLJs71Y0kM5wy65KNM2sb6kqeSFMvz8TZ6XmVD1IeyuT9VrDjHpj1QU36V4braTkkHdrQN8ur9FzJCX4AoxEDqZT48OeClregjS6zBwuTZ/YA4Qr0fUwf+rIPzGJ86waIM/oiDvIDtkiw5Xz16bDIBJY/1RX978rjfgB31R2f3bcrxuOA+HvWYn6rU8g6du7zlNfqzbYdrVxG2Zb4X+U3b8ledC9QV/A9xBuJvCsYS+4EoWzb15RqkOSZjh9+XWMo3ztWePf7iUUVP7Ij2d1lLGcvfV2EPFi/KPVzGVeMW9oyt0A/BAX3hKodwZqKHHPdXy+Zo3Xki7nPjcUhWzXvdOW0bfXTegcuebR/NrdC/3gurXLez7xn8djvVdD5Hlu3Cca/7+FJknJsHQC0DlSQANAMNYNcOxQ2G4JtwvYZ34Lrggcs335o2BpzD66drukPndGAakE6I4cbAEjdtjJNr9tqQnw7kQH2iY/6l8pL/UKh5PAM3Vk5vTDxQOd7HQ3hyk3nRAGbWxTKQR30PdUqn+byPlM2NgY5ue6HM6/Q1dodwrvru21vc6N3GL4rldfZTyz50blJQ9arpbAtLW3EaMOIm5BsueCELWwELzsHtVQRkMWhDECANVScwrNhTHv3iVZWNPOzyLsHY2Tacd6mX71GQRZdx070IWeRj0GCQI4APGCzLc7kc8VQZN9LWpxb2yoadRz+0PuSlPpXQuu8iw3WtJNzyaBts+zq9qo6H9Lwqr+/FVa+lLH6TDj0cKsEljvykqV5x42uvH1gwyBLPH/hdVS7X6QuQJdJd1w/oQ1zHw4qOy7bneiXovg/RD7xk0vW66ohjAVuxg8FlUifkUT7BR8txPckLaeM69eKPvLYlp7/uWMcw5CIL/OzppU9zH4H0LPW4Tu6LXKt2fV3+26YDB9pj2aeoH1jz52WWV5VnG3dfOpTOhNCe7Nvi775qmdbzprHDtuZ8HMlLwFbB56Zxy+MDkwvSc1+owTZmG8XWiDN5x/bJ96I2AVdk3KiBJzLIpA510rM8ZzJB26ELevHHOfpZT9r4Ot3oN24v60B6yn9TwkuR8XipL3YKABgHgKeSGC1/nBNHIB0dBgOLv3jBy8bFo8jrguVxwybQSDQIN2u/IeubHWVhADz+uin4ZatZj/2XtfAUUAY3QELV0wOMOzCGQh2XAZ3RyRi4Lk6HcYBJvalwjXKpI2XTqSqexIHBiwYPVB7skIf+nmG+qNxXkY8JEXiAl8N1+tqmwBksyQfxceA6gZsfYYkdbexO7+t0YmOjTFf8c5P9XJFN0dgPbY6u6M0f/YWyqYMfI1914yDetof92v4dz9E2ep0ey2vO4z6BXjz6gzAtiTh5GehIg/0QwJe/q8jSsrybfjPgVEJ0U3qu+4bvtnceZFUS7DoS537pewzXuI8sBxNkuU1MctzvvR4RWdiU5XMvok3xMIFVDVwDLw/upPO504G9CQNxS0JLHDII2AHn1pFzOzOUoPxznZ7WfYmhs9v2bC+Or0dkUN9aH8hJ/U1+0pDW9x/i+KNvgAcBIhFpPxwy0S3SxTpZ0tKHiEMWOrofUFeC2wpcGKiJRx/slfy2Y7dZtRfagHyUW+sgwVf8w72LgFzu5x4Tue8QLCf0nid45KMc/sCH+4LHNOMkAeUf9HO7lWiVjd6EIF5x7wEntxFloAPH6wJ4+t50XbrltdpWvgYmyHPbEG/yets+73ZDDmU4INN1qfJ9vR7JRztgG8avjr+kBSvS0K+RR3m3CcjzWMIRG6Ntbxo7PObZHsnr+lDudeMWdo29uC60PXmX92TqtCTBc9+JJ63Ymu+JlIseyza7CgfXwXqgA/jZ9q/K5/jlU0p0sc4caQfujcgkIJ97hvsHR64ZN3BAF/R6U8JLkXEMkkGZCuIh5wbDH4HHiTQUQOGpIQ3XSIfBk49AY/CbgY7rdaBRgsU/lgeQpOemAWnjD32Y1QO6y0IHe6rj5nN4PTmNVfXg5u2GpCzk85ubILJrIB/XMHyu0ZHnvPNHEdCF+gdWXx16uUPTadAdvKouyMNLTP2QAXYYnutP/IsGykY2ZSCP+vGbv1cVjBny/eeB9aYywII6O9ykL+kJYGmcnde2YPuINahzZ7Qd2U7Qm/KIvynQ3rXNlvbjAdgD4VIeNoqHHL35o7/Qzti7b5xg55tJzU+dbQ/0o2oPDJb1N7JNApABRtTzULC9mWxRB9oNHdxf3Z7cmEkPDi+C36Hyl3Fg55uny1imWf5Gd9plGZBlXLkGOcc+SMsRTH2Poa7cl3zPqrJIS1+h/mABRrQl7UbgHFyMl9uVckhTrzGZQZ7zxuRj9iSjD/lrfSAsJiu+B5rMcc1pycdfJZS1HtfpGWXsv/dT81414alp3A7Uj4Au1Ke2gevNmOB0pI17wJeyP0cfIA6ZpHNadkMguO8TTxzH2g8oh7bEBmgz93NkErBhsFzaGKTJwed+kd3xyzyO50hbV9sgDtvx/YXyPW5wDb25zj2IwHW3p/NedZ/2xBiMa8BWbB+0ATIpx95933+IQ99l/ioLXbF7bPuugXahfN8/cJCgi20AeTFh9pgXE5ir7p+kt22jdw3IBDf+qNdNwTi7z9bx13n9voE97dwXqQt4XBXQg3qSDpnYAjqBI0eXh13bDsDfY55tK2TM9wXsp9qr7Zk47KPeY7hGvOVfpeuheGRxH3SbQXaXbXYoH3GuA+WTHzvDYYEuryKALbowWbB8MHX/MA6Uy3WwBH/3rVehw0vL2N0h/OIX/9/uH/2jf7j7yU/+3R1ydVLjxrHDF4sAtorN/uY3v/liCz5Q2j/9p//b7le/+s8Hrry+KPD58z//369U4C/+4l/v/uzP/sWV17+oC+5DbkeO//gf/y9fVPFdzheAALZIH3nTws9+9v/oHlL7Lv2Cv2V4k+wSLH/0o38zVOQ+WH+PC2/gyYcffqj+XbnGm3T/5H60vP9gD1fhyz30Vd5HweKQ/b2BTflHoRJYf973ppfyjL/0TKAFNAKvEAG8CMx6vTYMzws7SzBDrh6XV1jkrUXh0QnP92e9tLcW8jkkxMtib/Mh8Xgp0f06D9mhfK86jnbEm+N25OnGi3h3XrVeLe/VIEBfxVt428fWr6bUw1LsOeNq6BVPfbiPEOgLPAE5pOubZJfoB6Z/iAF88WK7j79p90/uR9Wrip2gY417VbjzJAOPrp8m+wmlvfKvqpyW85oRuMu0xd4pZtivcpZ3Fx3+ENMaN44dPl8E8EzgscBGbaf2pn6+Jf/xSgfT19nf6Td4JfCWdfjjQwCvE331TfH04Y296h6CHaJr9di+yS3CUy97a9Hb52+yzvaK1ycRb4q+6ASO2MFdxpWX8YxTDvkplz9s8w+hHd+UNnsZPcDeuH/envEVir7m+UAX3wg0Ao1AI9AINAKNQCPQCNxLBHqZyr1s9q50I9AINAKNQCPQCDQCjcCbgECT8TehFVqHRqARaAQagUagEWgEGoF7iUCT8XvZ7F3pRqARaAQagUagEWgEGoE3AYEm429CK7QOjUAj0Ag0Ao1AI9AINAL3EoEm4/ey2bvSjUAj0Ag0Ao1AI9AINAJvAgJNxt+EVmgdGoFGoBFoBBqBRqARaATuJQJNxu9ls3elG4FGoBFoBBqBRqARaATeBASajL8JrdA6NAKNQCPQCDQCjUAj0AjcSwT+fxy4Bc7HZ4F1AAAAAElFTkSuQmCC"></p>
<p style="text-align: center;"> </p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the significance of the statement: p<0.05.</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 trends in capillary density in the results of this experiment.</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>Describe how increased capillary density could affect the aerobic capacity of muscle.</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>State the time when the point of fatigue occurred in the Epi–exercise group.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the results for the water–no exercise group and the Epi–no exercise group.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the effect of exercise on the results of the experiment.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse the effect of exercise on the presence of the mitochondrial proteins in the leg muscle.</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>Mitochondria are essential for aerobic respiration. Suggest <strong>one</strong> possible role of the proteins that were studied.</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 scientists concluded that Epi significantly increased aerobic capacity in leg muscle.</p>
<p>Evaluate the strength of the evidence provided by all of the data for dark chocolate improving the aerobic capacity of athletes.</p>
<div class="marks">[3]</div>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>there is a significant «statistical» difference between two experimental values<br><em><strong>OR</strong></em><br>there is a less than 5 % chance that the difference is random<br><em><strong>OR</strong></em><br>95 % or more probability that results are due to the experiment «IV» and not random/can reject the null hypothesis<br><em><strong>OR</strong></em><br>there is a relationship/correlation between doing exercise and capillary density</p>
<p><em>OWTTE</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. exercise «significantly» increased the density with both water and Epi </p>
<p><em>“both” or OWTTE must be mentioned</em><br><br>b. Epi «significantly» increased the density with and without exercise <br><br></p>
<p>c. Epi–exercise had the greatest increase in the density<br><em><strong>OR</strong></em><br>Epi increases the density more than exercise alone</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. increases amount of blood taken to the muscle <br><br>b. increases the delivery of oxygen/glucose/nutrients for aerobic respiration </p>
<p>c. increases the removal of carbon dioxide/wastes<br><em><strong>OR</strong></em><br>increased gas exchange</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>175 «seconds»</p>
<p><em>Accept 170 to 180 «seconds»</em>.</p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. in both cases the tension decreased over time <br><br>b. Epi–no exercise lasts longer/more time until «onset of» fatigue «than water–no exercise» </p>
<p>c. the rate of decrease in tension is the same/similar in both </p>
<p>d. Epi–no exercise has more contractions per second before fatigue point «than water–no exercise»</p>
<p><em>Do not accept numerical comparisons without justification</em>.</p>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «exercise with» water has no impact </p>
<p>b. «exercise with» Epi promotes higher levels of tension for more time </p>
<p>c. «exercise with» Epi increases the time to fatigue</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. exercise has no/very little effect with water <br><br>b. exercise with Epi increased III/IV </p>
<p>c. «it appears that» exercise with Epi has no/very little effect on II<br><em><strong>OR</strong></em><br>Epi relative to water increases all 4<br><em><strong>OR</strong></em><br>exercise has little/no effect on protein I/II </p>
<p>d. exercise with Epi «appears to» decrease I</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. protein channels<br><em><strong>OR</strong></em><br>pumps in membranes of mitochondria<br><em><strong>OR</strong></em><br>hormone binding sites </p>
<p>b. structural/integral/peripheral/glyco/surface proteins </p>
<p>c. enzymes/catalysts </p>
<p><em>Accept verifiable names of specific membrane enzymes</em>.</p>
<p>d. electron transport chain proteins</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Limitations</em>:<br><br>a. study done on mice and may not apply to humans </p>
<p>b. levels of Epi administered in experiment may exceed levels in a sample of dark chocolate<br>OR<br>levels of Epi administered in experiment may have different levels in a sample of dark chocolate<br>OR<br>chocolate may have other components with unknown effects on aerobic capacity </p>
<p>c. mitochondrial proteins may not improve aerobic capacity </p>
<p><em>Strengths</em>:</p>
<p>d. data supports as dark chocolate contains EPI </p>
<p>e Epi improves capillary density and would therefore increase aerobic capacity </p>
<p>f. Epi improves fatigue resistance </p>
<p>g. Epi in combination with exercise improves it further </p>
<p>h. Epi increases mitochondrial proteins therefore/presumably increasing aerobic capacity</p>
<p><em>OWTTE</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.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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.</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 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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 figure shows a transmission electron micrograph of rotavirus particles. Each rotavirus is about 70 nanometres in diameter.</p>
<p><img 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" width="388" height="263"></p>
<p>[Source: CDC / Dr. Erskine L. Palmer]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State a reason for using an electron microscope to view this virus rather than a light microscope.</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>Rotavirus causes diarrhea and vomiting. Explain why viral diseases cannot be treated using antibiotics.</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>State an application of plasmids in biotechnology.</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>electron microscope has greater resolution/magnification</p>
<p><em><strong>OR</strong></em></p>
<p>70 nm is too small/viruses are too small to be viewed by a light microscope</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. viruses are not living</p>
<p>b. viruses lack metabolism/lack enzymes «for metabolism»/lack cell walls</p>
<p>c. antibiotics target metabolic «pathways»/cell wall production</p>
<p><em><strong>[Max 2 Marks]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>transfer/vector of genetic material/genes/DNA fragments</p>
<p><em><strong>OR</strong></em></p>
<p>to produce insulin/useful protein</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 electron micrograph shows the structures in an exocrine gland cell of the pancreas.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Glands are organs that secrete and release particular chemical substances. Melatonin is an important hormone secreted in the pineal gland in the brain. Describe its role in mammals.</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>State the principal product of this cell.</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>Using the table, identify the organelles labelled I and II on the electron micrograph with their principal role.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></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;">
<p>a. controls circadian rhythms/biological clocks «in mammals» <br><br>b. production is controlled by amount of light detected by the retina </p>
<p>c. high production/secretion in the dark<br><em><strong>OR</strong></em><br>no production/secretion in the day<br><em><strong>OR</strong></em><br>production/secretion is directly proportional to night time duration </p>
<p>d. affects «seasonal» reproduction/sleep-wake cycles/jet lag</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«digestive» enzymes</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: center;"><img 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"></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;">
[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>
<br><hr><br>