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</div><h2>HL Paper 2</h2><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Blood is a liquid tissue containing glucose, urea, plasma proteins and other components. List the other components of blood.</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 the human body prevents blood glucose concentration from rising excessively.</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>Blood plasma, glomerular filtrate and urine have different concentrations of solutes, such as glucose, protein and urea. Explain the processes occurring in the kidney that cause differences in the concentrations of these solutes between blood plasma, glomerular filtrate and urine.</p>
<div class="marks">[8]</div>
<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 heart showing the chambers, associated blood vessels and valves.</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 processes involved in blood clotting.</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 benefits and risks associated with vaccination programmes.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how antibiotic resistance in bacteria can arise in response to environmental change.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the principle of immunity.</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 benefits and dangers of vaccination.</p>
<div class="marks">[7]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>HIV was discovered in 1981 and is now one of the most serious causes of disease in the world. It causes the immune system to fail, leaving the patient vulnerable to other infections.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how monoclonal antibodies are produced.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss how the HIV virus is transmitted.</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>Explain why antibiotics are ineffective against viruses.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>List the general functions of non-membrane proteins.</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 digestion, absorption and assimilation of proteins 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>Actin and myosin are two proteins found in muscles. Explain how skeletal muscle contracts, including the interaction of these proteins.</p>
<div class="marks">[8]</div>
<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 processes occurring in the kidney that contribute to osmoregulation.</p>
<div class="marks">[8]</div>
<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 <em>Escherichia coli</em> as an example of a prokaryote.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the process of transcription in prokaryotes.</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>Some prokaryotes cause infectious diseases which stimulate the body’s immune system. Outline the principles that form the basis of immunity.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the production of semen.</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>Explain the structure and function of the placenta.</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 the hormonal control of birth.</p>
<div class="marks">[4]</div>
<div class="question_part_label"> c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define the term <em>passive immunity</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>State <strong>one</strong> use of monoclonal antibodies in diagnosis.</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>Define the term <em>pathogen</em>.</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>Outline why antibiotics are effective against bacteria but not against viruses.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how skeletal muscle contracts.</p>
<p> </p>
<p> </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>Active skeletal muscle requires a good supply of oxygen. Outline the mechanism of ventilation in the lungs.</p>
<p> </p>
<p> </p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the thermal, cohesive and solvent properties of water.</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 the role of the kidney in maintaining water balance in humans.</p>
<div class="marks">[9]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Describe the role of ADH in human osmoregulation.</p>
</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>Explain how circulation of the blood to the lungs and to other systems is separated in humans and what the advantages of this separation are.</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 composition of the blood of the renal artery and the blood of the renal vein.</p>
<div class="marks">[3]</div>
<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 female reproductive 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 roles of progesterone and estrogen in the human menstrual cycle</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 function and structure of the placenta.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Defence occurs on the micro and macro levels.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the functioning of immunoglobulins.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how antibiotics offer protection from certain forms of infectious disease.</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>Coughing to clear the airways is accomplished by muscle contractions. Explain muscle contraction.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how <strong>three</strong> properties of water enhance its use by living organisms.</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 role of ADH in osmoregulation.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how water is moved from roots to leaves in terrestrial plants.</p>
<div class="marks">[8]</div>
<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 that shows the positions of proteins within the cell membrane.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the effects of putting plant tissue in a hypertonic solution.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the structure of the nephron and its associated blood vessels enable the kidney to carry out its functions.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the role of plasma cells in the immune system.</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>Describe the production of hybridoma cells.</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>State <strong>one</strong> possible use of hybridoma cells.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.ii.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of a mature sperm.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the formation of chiasmata during crossing over.</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 error in meiosis can lead to Down syndrome.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the structure and functions of nucleosomes.</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 DNA is used to pass on genetic information to offspring accurately but also produce variation in species.</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>Accurate transmission of base sequences to offspring depends on successful gamete production. Describe how spermatogenesis occurs in humans.</p>
<div class="marks">[6]</div>
<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 structure of a sarcomere.</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 axon 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>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of the skin in temperature regulation.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of hormones in the process of birth in humans</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the principles of vaccination.</p>
<div class="marks">[9]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline a possible cause of Down syndrome.</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 processes involved in oogenesis within the human ovary.</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>Discuss the ethical issues surrounding IVF.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the process of fertilization in humans.</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>Explain how the structure and function of the placenta helps to maintain pregnancy.</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 the hormonal control of the process of birth.</p>
<div class="marks">[4]</div>
<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 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>All parts of the body change the composition of the blood. Explain how the nephron changes the composition of blood.</p>
<div class="marks">[7]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the process of glycolysis.</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 pancreatic cells directly affect blood glucose levels.</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 why diabetes could be detected through the analysis of urine.</p>
<div class="marks">[8]</div>
<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 structure of a sarcomere.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how skeletal muscle contracts.</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 nerve impulses are transmitted along and between neurons.</p>
<div class="marks">[9]</div>
<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 mature human egg.</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 a technique used for gene transfer.</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 align="LEFT">Explain how evolution may happen in response to environmental change with evidence from examples.</p>
<div class="marks">[8]</div>
<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 mature sperm cell.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of hormones in the menstrual cycle.</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>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Water is essential to life on Earth. Outline<strong> two</strong> properties of water that are important for 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>Explain the roles of the structures in the kidney that maintain the water balance of the blood in humans.</p>
<div class="marks">[8]</div>
<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 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>Many people cannot digest lactose and benefit from a diet containing no lactose. Outline 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 how the kidney helps to retain useful substances in the blood and eliminate substances which the body does not need.</p>
<div class="marks">[8]</div>
<div class="question_part_label"> c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe <strong>four</strong> different types of transport of substances across 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>Hormones such as FSH (follicle stimulating hormone) and LH (luteinizing hormone) affect the development of certain cells by binding to receptors in the plasma membranes. Outline the role of FSH and LH in the menstrual cycle.</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>In the placenta, many substances are transported across membranes. Explain the structure and role of the placenta.</p>
<div class="marks">[8]</div>
<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;">Outline how reproductive isolation can occur in an animal population.</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;">Describe the different cell types in the seminiferous tubules that are involved in the process of spermatogenesis.</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;">Explain the roles of specific hormones in the menstrual cycle, including positive and negative feedback mechanisms.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the process of spermatogenesis in humans.</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 structure and function of the placenta during pregnancy.</p>
<div class="marks">[9]</div>
<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 structure of the heart.</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 the human body responds to high blood glucose levels.</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 align="LEFT">Explain the role of the nephron in maintaining the water balance of the blood in the human body.</p>
<div class="marks">[8]</div>
<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">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline transcription in prokaryotes.</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>Some prokaryotes cause infectious disease in humans. Explain the principles of vaccination.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Nitrogen is part of many important substances in living organisms.</p>
<p>Draw labelled diagrams to show a condensation reaction between two amino acids.</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>Nitrogen is part of many important substances in living organisms.</p>
<p>Distinguish between transcription and 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>Nitrogen is part of many important substances in living organisms.</p>
<p>Explain how insects excrete nitrogenous wastes.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline pollination, fertilization and seed dispersal.</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>Compare the processes of spermatogenesis and oogenesis.</p>
<div class="marks">[8]</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of the human adult male reproductive system.</p>
<p> </p>
<p> </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>Compare the processes of spermatogenesis and oogenesis</p>
<p> </p>
<p> </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 consequences of the potential overproduction of offspring.</p>
<p> </p>
<p> </p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Draw molecular diagrams to show the condensation reaction between two amino acids to form a dipeptide.</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 style="text-align: left;">Outline the roles of the different binding sites for tRNA on ribosomes during 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;">Explain the production of antibodies.</p>
<div class="marks">[7]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagram shows the structure of a nephron.<br><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 I and II.</p>
<p> </p>
<p> </p>
<div class="marks">[1]</div>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the function of III.</p>
<p> </p>
<p> </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>Estimate the content of glomerular filtrate and urine of a healthy person by completing the following table.</p>
<p><img src="data:image/png;base64,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" alt></p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the role of the medulla and the collecting duct of the kidney in the maintenance of the water balance in blood.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Label I, II, III and IV on the diagram of the human elbow.</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 functions of I and III.</p>
<p>I. ..................................................................<br>III. ..................................................................</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the process of ultrafiltration.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram below shows part of the human kidney. The arrow shows the direction of blood flow.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Compare the composition of the fluids found in the regions labelled I and II by giving <strong>one</strong> difference and <strong>one</strong> similarity.</p>
<p>Difference: ............................................................ <br>Similarity: ............................................................ </p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Label the structures indicated on the X-ray of a human elbow.</p>
<p><img 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" alt></p>
<div class="marks">[2]</div>
<div class="question_part_label">a(i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the role of calcium in muscle contraction.</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>One of the stages of aerobic respiration is called the link reaction.</p>
<p>Label the diagram to indicate where the link reaction occurs.</p>
<p><img 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" alt></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>Outline the role of coenzyme A in aerobic respiration.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c(ii).</div>
</div>
<br><hr><br><div class="specification">
<p>Medical scientists investigated the development of nephrotic syndrome, a kidney disease that results in the abnormal presence of protein in the urine. This symptom of the disease can also be caused by injecting puromycin aminonucleoside (PAN) into rats. The drug edaravone, a proposed treatment for the disease, was studied. The experimental timetable for the different treatment groups is summarized below. Edaravone was given by mouth (oral dose). Saline is a solution with the same concentration of solutes as blood plasma.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>The graph below shows the levels of protein found in the urine of the rats on day 3, day 6 and day 9 of the experiment.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmgAAAE/CAIAAAB97qjMAAAgAElEQVR4nO2923LjWprf6beQ3sKOcFPu6X3u9nguPDfVITnCvvBc9Fy3g3oP5VO0p3ixq8tdNY7o8q7aVdy585wppUTqQEISRfF8xpHgUfDFV/n1ygWSIiCCAMj/LxgZIhIEFhbB9cP61ulfOQAAAABYmn8VdgIAAACAOAFxAgAAAB6AOAEAAAAPQJwAAACAByBOAAAAwAMQJwAAAOABiBMAAADwAMQJAAAAeADiBAAAADwAcQIAAAAegDgBANvF7s4OXngteD16C0GcfyaVSu0lEtIWysRUKrXMdgBALFimZARbC8Tpgd2dHVGcokf3Egl25LztAIC4AHGCBUCcy3KYTD47OhLFuYws3ZVUAED0gTjBAiDOpUin06lUShSnoii7OzuKokhv520PJ90AAF9AnGABEOdSHOzvO44jipNaMXkHEiT5deb2NScYAPAUxF8xd1mgF5UG6XRa2gK2B4jzcQ6TSfrj6eKUfoG7Ozt/+4tf/BEAEAYLQkHuknEvkdjd2Xl2dMRbnh0diW/B9gBxPgK5kP5eeY0zm8n8zd/8TWBpBwD45FFx7iUSsObWAnE+wmEy6R7Bk0qlpMZLitu42zh5+8yDQ5wARJMF4pzXcYGDtxS5Pdjfp7f0tE0lCYWv+A8QUyBODyzuVcvtHPO2u4E4AYgm88RJ/7rFSTYlHXJllHbm0gCy3BggTg9I4hSHmkgNmTO3u4E4AYgm88TJIShpmBltJ0ce7O/T/3Id1HEcClOtK/kgWCBOD0jipC0zZwiat10C4gQgmjwaqpU607rbdGg7BWxpMNv6Ug8CBuIME4gTgGiyuHMQd49nHZI43XbkSidmENskIM4wgTgBiCaP9qqV3ClGZZ1PI7/FD64l1WBNQJxhAnECEE0WTIBA/yVtSafT3EAj9Wxwx2nRqzbuQJxhAnECEE1WWEdEt6DNA+IME4gTgGjydHFSPTWdTqNyuXlAnGGSzWS+/uqrSwBAGLRarXm/zaeLk1s9Ud3cPCDOMMlmMt9+800NABAGhmHM+22iOw9YAMQZJgjVAhBNIE6wAIgzTCBOAKIJxAkWAHGGCcQJQDSBOMECIM4wgTgBiCYQJ1gAxBkmECcA0QTiBAuAOMME4gQgmoglo3tF3pmvEFML1gzEGSYQJwDRRBKn8zBd/Iq+OGlChrBTsSFAnGECcQIQTQIVpzj57bOjo3Q6HfTaKdIc9OCJQJxhAnECEE2CEyet0MnTCdHU8D5W6yTjLr8/apwrBOIMk2wm89233/YAAGFg2/a832ZA4uQJbMWNiqL4mM/WfZxlTu31LGAmEGeYZDOZr7788gQAEAa1Wm3ebzMgce4lEnuJxOIdKKbKKmXhcWhXURSO9NLCn7T/7s4OHZwDs6JcIc4VAnGGCUK1AESTgMS5eCXOg/19itmSGg+TSVGBjiA/2oGkSK7lpbPpvygUTHFg2g3iXCEQZ5hAnABEk/WLkxzJb8l5zufC431EcdJhuXvRYTIpnmIvkaC3EOcKgTjDBOIEIJoEF6rlqqGEJDZypKIoXsV5sL8vivMwmaQzQpwrBOIME4gTgGgSkDjF2KnIwf4+SZH/ix3po8YpNqNyBRTiXCEQZ5hAnCCOLDmTTqyn1AluOAo1SYru5M+KXYcOk0lq75wpTudTr1raRxQn7cPjW7i9E+JcIRBnmECcII7s7uz8cWliWlhL4lzt8wHVO2d+kHvVitbk/rHiR2g8qLiD5E56idaM73NM1IA4wwTiBHFk28QJgATEGSYQJ4gjECfYciDOMIE4QRyBOMGWA3GGCcQJ4gjECbYciDNMspnMF3/1V8uXQQBEAa/iDC4lT4RnWncDcYIFQJxhghoniCOocYItB+IME4gTxBGIE2w5EGeYQJwgjkCcYMuBOMME4gRxBOIEWw7EGSYQJ4gjECfYciDOMIE4QRzZNnFu8JS8wB8QZ5hAnCCObKE4N/IypSVWwPJAnGECcYI4AnH6u0xpbvfdnR1pbU63ydzTtfNu0sTu/q4R4vQHxBkmECeIIxDnUy6TXUVSFN15mEzu7uyIy1ATtKe4yqbjOPMWxF4e1Dh9A3GGCcQJ4gjEuRJxOp9MyVXJg/19qpVKH6F1NyWnQpwhAnGGSTaT+fqrry4BiBVexRl2eufSarXm/TbXI07SIS+ZmU6nSWZSADadTqdSKVpTk/9rnjg5istrWVOFVVEUWuyT7cvi5NU66ZgzK7hABOIMk2wm8+0339QAiBVexRl2eudiGMa83+YaxEneYj+xzw7296VoLbnN+byGOlOce4kE7Unye3Z0JDaIKorCEnU+r3HSdj6OO1wMRCDOMEGoFsQRhGqfKE5+sTUpGEt/U/1P/AiL03GcvUSCPuUWZyqVEquJh8kkvXXL0i1ORxC2oiicGDATiDNMIE4QRyDOJ4rT3axIVUnxJUZrRXGS7Q6TSbc4nx0dieJkAS8pTq50Uj11ycvZTiDOMIE4QRyBOIMQp/j2YH9f9KIoTueTEd1npO3sPK6ALilOx3H2EolnR0eI0z4KxBkmECeIIxDnasV5mExKNTxSHctSEqfzqYY68+Bs3IP9fbG9cxlxSv2PwDwgzjCBOEEc2UJxLvN69JjiBAisN+rpKgpM7M5DVU+pQZR4tFetaE0+Bf/9hz/8Qdw+88LBPCDOxxHvY+lRkWMm0jPavO0SECeII9smzq0CcdplgDgfhx/0pLHJYh827gW+YLsbiBPEEYhzU3l2dIT5EJYB4nwEse1BbB5wlpOl1EFcAuIEcQTi3Dx2P58zASwG4vRAOp2WJt2Qpl1WFGXe9pkHhDhBHIE4wZYDcS6Loihia7w0SFmavMq9nd42Go0XAv/9H/7h66+/7gEQK7yKM+z0zsW27Xm/d4gTLADiXAqxOxxt8SfOH3/88W9/8Qt+/V//4T/sJRInAMQKr+IMO71zqdVq837yECdYAMTpARo7Rc0A/sQpgVAtiCMI1YItB+L0Bq3747gaL3mI8bztM48GcYI4AnGCLQfi9MZhMinOtiz2nhVHNM/c7gbiBHEE4gRbDsTpgXQ6Lc2hzG/FeOy87W4gThBHIE6w5UCcj8BzAImzZDHcaUia5WDedgmIE8SRbRPnqqbcAxsDxBkmECeII1soTvqjWqx8//33b5+/prfNZvOf/umfLMtytqCGOnMhM38snhYmFkCcYQJxgjiyteJs11u//R+/ufx4Tm+bzebvfve75cUpjmqbGcRyd8IXp2WXplVZJqa1KijlKxEnxfAgTuAfiBPEkS0U551SqBYrvMUyravTi9Fw5DjO0B5cnV4sf5msRpKiaCMa8OaeZp32XHJ1FMdxFEVZ+VztqHGKQJxhAnGCOLKF4vzVr37163/8NW95+/z1999/n8tcOY6T/XD2/fff+xCn88mUXJWk0W7uQ6XTadou6hDiDBGIM0wgThBHtlCcmfenHKF1HKdVbbx9/trUDMdxtI769vlrf+IkHZI4U6lUOp2mMKwUgKWZVaRVpp8izt3P10kUY7/8wb1EgrxOl0biFPcUDyUNVRd34//ijpbPjo7EJTF2P19tlE5E2/mJgVPLsWvan08kXRfPVk/n4t3EgYLSeT0BcYZJNpP54q/+avkyCIAo4FWcwaXkicybmcSZ1zmoWv3Vr3715s0bettoNH796193u13HS+cgSVeiMOiPg/19SXskTufzGqpbnLzktfSSRsRxUrl2e5hMihOi0bzcklTEGqfkfrc1xYuiv6X1o3gjHZMfF1iTfEzxesWdRR/zYcW1u58dHUl2ZGGnUinp+WDOdzUXiDNMUOMEcWQLa5ytakNtdQ3DuLm5aTabo+GodHs/Ho2LxWK/3y/d3nsSJ7/YJVS1or+laTsdQZyOYB1/NU5xfJ1bq6KT9hIJcZUxUZxildF9IncfKDLx4sUWWXvzYsLPjo54u3Q09zFZ2GJSeR/pCcNHpRPiDBOIE8SRLRTnP/7qH/+H0Mb57sWb77//XjnPOY5zfpLx3cbJcFCUX2K0VhQnuW1xi+Nicc7zBKfhUXHyVYgJY0TDzbxqKQ3s8gXi3P28EzIfQVEUOqwoSEd4+JgnzieuPApxhgnECeLIForz9U+vPrx6z1sqhdKffvij2uo6jtOut/70g4fLnCdO8S2HJQnJT2yaead4tMYpvuV2xFQqtWSNk9/OPIvkMIrlSu2LtAPFVOkg82qc1NjpuHzMLaDidYnx28U1TjHlCNXGDIgTxJEtFCf9MbQHJ68/tOsteqvr+sXFxXA4dHy1cTKHyaTUTEhGYdO4K3ZUO5x3isWdg8SqG/3B0mJxkmMWiJMrvjPPLv4XfUpqnaUA6WEyKbY1Ugco8USUD/Q3iZPzgT4rplC6LtpzpjjFblb+eiBDnGECcYI4soXiXOb16DHFxj9xTQiprVHskkpVz5lNcb4Hh4jH5zgnn0L6g8zEUVzxpAf7+/Mm4p45bwNfCDdAirvRGfm87vyhP1hyMxeekgLd4nW5Owr5buB0IM5wgThBHNk2cYKZrHyoaIyAOMME4gRxBOIEYvviFgJxhgnECeIIxLnNUMR1VbMIxRSIM0wgThBHIE6w5UCcYQJxgjgCcYItB+IMk2wm8/VXX10CECu8ijPs9M6l1WrN+21CnGABEGeYZDOZb7/5pgZArPAqzrDTOxfDMOb9NiFOsACIM0wQqgVxBKFasOVAnGECcYI4AnGCLQfiDBOIE8SRbRPnqmYOAhsDxBkmECeII1sozoP/dLD4FaPLlCZhDw5xKtoNA+IME4gTxBGI05843QtVStMI0Cyy4gSwMyd9FSebda/qtRiasnUN4qTpbSFOsHogThBHIM6n1DhZjSRFaa2umbKhPZef5H3xih+P1jhXNSsQapwgECBOEEcgzpWI0/l8sS3n0wLL7kPxkpmihwISp7iS1xOBOEEgQJwgjkCcqxIn6ZDESWtKS2s+E7Qep7iKpLMicfJ6YbufluHktzSHu7Qal4QYSeaNdExpuU13dJpWk+ZTz0sJ7S/WuWdGqmkVT06PlMMrn1x3ZeIUc5Bf81ZreyL0lQRx5DUDcYI4AnGuRJwkANFh9AcZRfwIL2QtLQctHZkXvFxcDrM4KQG0kQtVMhZtpGWlpR3EVIkW5AWraTdxOetnR0f0B2kinU6zJunjM1Mi1X3ZkXxF/CQh2ZGXwn52dMRLuPCjwEpYcY2Ts8/59C16bbveKrKZzHffftsDIFZ4FWfY6Z2LbdvzfpuBipNfbE1xlS5RXfy/XJDuJRL0qdWGall44tklE0ufEuuIbEEx8jwzVMvacz8fuD+1l0iw9XltamkxbUmW4j68CPbKK50BipMeIrymdauWectmMl99+eUJALHCqzjDTu9carXavN/mekK1jFtCYpVDFCfX5FYlTo58zhTngtLY7UWpjijtwPXCeeKUUuIICqQgtvO5IMVrmSfOgGpuAYrTER6OlmcvkdgqcSJUC2IHQrVBiFN8KxWkojgdod1x3imWFyfXI+fVOMXjSMeUHHaYTJI43TVOOiYV7PPE6U6J80mliqKwFKTOU+zIeeIUbbLCBr5gxSk17dI183fG9Wj+iPjAxc8X7lq2GK2mrJGeZeICxAniCMS5WnEeJpMsG4IKTJalJE7nU8E47xRLijOVSoktrIfJJHVQoiM/OzoSuyO5j8mlOr1lV4lW5sqx2NZIlyOKc2ZK+LDiW7Hp1BFiuTPFSV7gwT/xaOOkr5a/id3P+1KLlWjRi+Izgphf3GK8K/T4YvXSW0nb0QfiBHFkC8W5zOvRY4oTIIglnvTQL/YapTJtZhOjv7KO00BHE9svxUohV12k/SXEXrju7JJqnOKJ+Krd3W7FlDizWnzF/GFrcna5Owq5q15PZ/XiFO8kvnipCi8+XzhCVyvnc3FK96X4ICPVOOnvxXH/CAJxgjiybeIEQCLYUC0jiXNm6zRVLlmEYgdld6IhTgDCAuIEW05o4tx1Tb04s8Y5s80S4gQgRCBOsOWEI05H6EPlfD40h0SYTqd5kCx/RIyGQ5wAhAXECbaclYlTmjlIrCmKLcPidnc7ufOpLVeaRUH8rNiAKrZCz2tCjzIQJ4gjECfYclZc4wSegDhBHIE4wZYDcYYJxAniCMQJthyIM0yymcwXX3zxCoBY4VWcYad3LqVSad5vE+IEC4A4wySbyfz1d9/ZAMQKr+IMO71zGY/H836bECdYAMQZJgjVgjiybaFaaSaWea8QUxsW4kjCrQLiDBOIE8SRLRSnp/3BxgNxhgnECeIIxLl4/3mII+hmTqDqrsCJw/ykGWN2XauPrYfFM8hvCRBnmECcII5AnIv3f3RPXq9j5ih2t5Zoz+UneQ/UbTOXp942IM4wgThBHIE4F+//6J5cpyRTclWSF/eQPkJLYklOfYo43RVWsTbMB6Gk0twydDpxRhpFUcQp4WgWGq4i0+xvvCfXkvlixalsnM+nvqHESMtNiqtyhs6TxElTAkkrya2Ew2RyVRMArSS75wVGeFKkJbdLQJwgjkCci/d/dE8WpzhrN63AKK54wdACluLqmM4TxMkJmLkwJ6nREQo9TpW0ALXoQvdiXuJKzHSBvCq1IywrKS7qOXNNTVof2/l8ptXQ2fwa57OjoyeqXZxTV7xxxbtNXF503nY3ECeIIxDn4v0f3ZNMQCIRF3CmP8QVngleyFqsobrFKa3qKJqP96EVpKUPisUUm1tqcHWL0/ncizO1N1Oc0rKSXE2aJ84IzkC++eJ8Yjienrb4La+n7SwnS+kWkYA4QRyBOBfv/+ie/OLCgYKx9Ld76WYWp+M4e4kEfcpfjVNcUUNMkvh8TytnBCdOaVlJvt6ZRxBzbN71rp8NF6d4w60EKUwh9XPjUL57+8yjQZwgjkCci/d/dE/3wEeqSoovseASyzEqUhbXwxaIc+ajvFgfcD49+gda4xRLRU7SPHFyqqKzgMeTxCm2Y9NDBEe93V8b3RkcUhcbiumzYo8ycXkyqc1ZDHNzaGLeXbLy3l8H+/t0B0tPhXyTzdtOb9+8efPf/v7v+fX//Nf/+pf/7t9dAhArvIoz7PTOpdVqzfulr1+c4ltpfUapAsDl57xTPNrGyaUo1SypJOe+vlRKzxMn9apNf2KxOMWD8MMBbRSXwKKrE2ui3GLKbZyKomyCOLk1WPxb9KK7miXmC+c4f1Zs9BYbmcU2Z1HVZFO+jJntxqsNjiuKwgf0J87C7W1K4Ojo6MsvvqgBECu8ijPs9M7FMIx5P/Z1ivMwmZRKSyoeuUh0R86ktYolFotTHAYqGlQsw8V9xLGkXMSJlZndnZ3/9+/+jgtqd0chPtfurF614qWJCRPbOPnsj+fvWlhxjZP+di9bvXgfKeTtzKpx0t+sJfF7Fb8kkSDitGJ4wYc4JRCqBXEEodrF+89DHPLB5dVeIiFZQSzcqCQUlcZEsMvM9hBXcXI8YQGrjdM+OzoS/Sc1XvLlzNs+85gQJ4gjWyjOZV4hphasmbiKc3GnG/7go9e2JKlUyh0KlnrPio+QM7e7gThBHNk2cQIgsW5xii2U3FDsQ5y0jzQYSDwCjSZ+9NqWIZVKiQfnqqfYP02MtMzb7gbiBHEE4gRbjn9xivF6sS819/ia6Qyx7ZesKX6W9mGnSvF98Yw8/YS0hVlVdXPxvMzunk2Lt0tAnCCOQJyBnjc6XWDAPJ5U4wRPBOIEcQTiDO6kEGcsgDjDBOIEcQTiDPS8EGf0gTjDBOIEcQTiDPS8EGf0gTjDBOIEcQTifArcq0PshyH2/OC+h2LHEUeYbI97WkgdL7hHiDgjPA0HWHLVMIL7jqx/ley4AHGGSTaT+e7bb3sAxAqv4gw7vXOxbXvebzMgcR4mk6IF6W+WpSjOvUSCZ6qjXvqSbp8dHdHfNIpBnA+PT8fzgy6/ahjNnOoEuWrkBrCZ4qSvPPoRj2wm89WXX54AECu8ijPs9M6lVqvN+20GJE6piz55VKztuQsu1t6Cach2XTPNOsLKTsuvGibOoodK5wI2U5yOsPxplEGoFsSRQEO1UsG9zCugawzosO6JaqWYrbgDRU0XiJNjsLydNcnO21161TAS5wqvd1OBOMME4gRxJGhxHvyng+VfsROn6DCy5swaJ8VUxWWfJdVRXI2aMMXtND06fZC2LL9qmDR3zcqn+94YIidO6Tv2DcQJQEBAnL6hDjvciEgTnLH/uEPQL3/5S3E3au8U2zIdx6F1SDi1LDnuQ8Qn9bRqmLjspXvZFkBES5wUl/AqTikuTzcTxAlAQECcT8G9ijD7krQq1jgpTsv/ilFZsdst/S9LTlxrmlh+1TBnzoJfQCRa4nRQ4wQg8kCcYMvZTHE+ukJ6RIA4QRyBOMGW81Rx8nIlYvCBowq826O9nPnjojg5WLErDDYSQwoU2VjtupvrBOIEcQTiBFvOk8QpBtnFtxRq5+ZGcajvzBGW0v+SCKUVxMTVLrlJnBZX8XzRkQHiBHEE4gRbzspqnI6rmxYbTuriLFU3qfM0v3WHaqn+OnNJThqN9OgFRBaIE8QRiBNsOesQpzNfos7n61Q7n4uTu4q59+Gus0tcY3SBOEEcgTjBlrMmcYptnFLrJs/EyJ8iHYqylMTJ8d6495bOZjJffPHFKwBihVdxej24V3H6vpBSqTTvtwlxggWsr8Y57wji+F/2K02owZ/aSyREcTqfKqOPJj3iZDOZv/7uOxuAWOFVnF4P7lWcvi9kPB7P+21uQPECguNJ4hSXqpEWweG/ae4JqUutdFbe/2B/n2uc4qeo96xo31QqxVaOLwjVgjiCUC3YctY0jlOSnDiPou8DxrpbEAFxgjgCcYItZx3iFOdU5C1PP+YTjxAFIE4QR6ImTk+v5ZPhPWPAtrCmGqd07/qeDI+nRHh6kqIAxAniSNTE6TxM6WWZhmnopqH3LZM3Og9T09C1Xs8yDYgTrIQ1iRPMBOIEcSRq4nyYTkRHKvnc3e3tZDwW3dm3zJtrBeIEKwHiDBOIE8SRqIlT7XVZkJPxyDKNq8uLi/PsZDwSt/ct05M48cJrwevRWwjiDAqIE8SR3YiJ0zT08Wgo1i/VXrfb6QwHtrTda2IA8A3EGRQQZxQI4mFzs4maOLOZs/NMZjoZc8x2OhmPR8P81dXpxxNxO747sDYgzqCAOKOAJw34MMHmETVx6prabjXLpft2q8WVy4fpxDT0aqVcrZQt04A4wZqBOIMim8l8/dVXlyBUfIgz7CSHjFdxej24j161A7tfr1WbjbrYruk8TDW1V6tWTEOn7VJiWq1W2GUA2FggzqDIZjLffvNNDYSKD3GGneSQ8SpOrwf3Ic6H6WQ0HGQzZ2enH6eTsdgnaDQcKLnc+3dvH6YTKTGGYYRdBoCNBeIMCoRqowBCtV6JWqiWNWlomqb2Zo7jVHtdT+M4AXgiEGdQQJxRAOL0StTE6R7HWSzcTibjh6n/cZwAPBGIMyggzigAcXolauJU1Z40jvPmWrm8OBfrnZPxqG96GMcJwBOBOIMC4owCEKdXoiZO9zhOTe11O+2B3cc4ThAWEGdQQJxRAOL0StTEmc2cnWdnjePMXZ1+PBEDufjuwNqAOIMC4owCEKdXoiZOXVXbrWa9XtOEmO3DdGLoWql0X6tWRsMBxAnWDMQZFBBnFIA4vRI1cdI4zka91mo2xLEoNPderVrpWyaP4wwoTwCQgDiDAuKMAhCnVyIoThrHeXb68ez0oxibnYxHw4Gdz10df3hP4zgDyhMAJCDOoIA4owDE6ZUIipNeuqZ2O23LNDg2++fxnbrWabcwjhOsE4gzKLKZzHffftsDoeJDnGEnOWS8itPrwX2L03mYdjrtfD5Xr9XcMdt8PiclxrbtsMsAsLFAnEGRzWS++vLLExAqPsQZdpJDxqs4vR7cqzjtvsWCHA0Hlmnkc1eX5+fivLW0XUpMrVYLuwwAGwvEGRQI1UYBhGq9ErVQ7cDuS3O797qdTrs1Gg4wjhOEBcQZFBBnFIA4vRI1cZ5nMhfZrDSOs2+ZuavLq8sLjOMEoQBxBgXEGQUgTq9ETZya2ms1G43Px3FOJ2ND1yrlEsZxglCAOIMC4owCEKdXoiZOmtu9XC5hHCeIDhBnUECcUQDi9IpXcXp9+RAnjdfMnJ5mzk7F2Ox4NBwO7Hwuh3GcYM1AnEEBcUYBiNMrXsVZK1cuzrJquzMeDEeDwd1d4eb6um9Z4+HQ1PT8xVXxpmDpxmQ0Up82HEVTe7TuptjPlsZxtltNjOME6wTidBzHOdjf30skpI2pVIqekVOp1DLbJSDOKABxesWrOG3TMjVdV9Wri8tKsdS3TLvfb1RqV+cX3Xbb0g3bsiqlUv7yqt1oPnEcp2Ua19fKffHOHbNV8jl8d2BtbLs4FUUhC0riTKVSvGUvkWBHztvuBuKMAhCnV7yKczwcPkwnarf76vkL5fxqNBhMxqP7m7tXP72sV2vTyeRhMrnO5d++eF0vV584jnM8HpmGfnV5cXkhj+M0DR3fHVgb2y5O4jCZlMS5jCzF7W4gzigAcXrFqzgNXWs2Goam1e7LvXan22n3LdNQtVqpqqtqq9VUe91Os9Ws1nqdzmrHcUrb8d2BtQFxOo5LnFQNVRRFejtv+8xjQpxRAOL0ildxFot3b9+86XU708lkMLCvri7vi8XhcPAwnZiGcXz8IZe7olpju+UnVHuezVycZx+mE4zjBNEB4nQclzipFZPfkiDT6fS87fT2t7/9beIv/oJf/+Zf/+u/+Lf/9hUIFR/iDDvJIeNVnM1GI5/Paaqqq6qhaffF4l2hoKuq3lMNTbu5vq5Uyrqqmpreabd8iFPtdZsNeRznZDzSNbXsWo9TvJBSqbS2AgRsGxCn46xInKZp3gv8/ve//+7bb20QKj7EGXaSQ8arOCej0WQ80lX147vj4nVhOLDHo2Htvnzy9kO70ZyOx9PJuHhTyByftus+O6+z60wAACAASURBVAeZhl66LzYb8jjOVrNRvCv0LZO2S9/deDxeWwECtg2I03FWJE4JhGqjAEK1XvEqzmG/P7Ttbrvz6sUr5SJnW9bQtovXt69fvKxXq0PbHg0GSi7/7vXbWrniexznwO6fnX6UxnGOhgO7byn53Mnxh4cpQrVgfUCcjvNYG2c6nZ7ZxsnbZx4T4owCEKdXvIqz22rf3xQsw+ib5qDfbzYa9VrN7lu2ZfVNs1QotmoN+i9D154yHEXtdXvdjnscp66pGMcJ1gzE6ThL9Ko92N9fvN0NxBkFIE6veBWncpl7+fznerk6GY3sfv/048d3794ZujadjHut9ttXrzMnp3pPfZhOGvX6CsZx5vPFuwLGcYJwgTgdZ5Y4xaEmYjx23nY3EGcUCFScPiacC+5KV4VXcWrdXqVYsnTD0HTbsrqddrvV6pumoem2adXL1U6jZWq6ZRimrj91HOdoaOr61cXF1cUFxnGCEIE4Pyv+RBE+OzqaOUPQvO0SEGcUCFqcnutPkcerOAdWfzQY9Dqdlz+/uMpc2JY1Gg7ulNuXz19Uy5WhbY+HQyWXe/3iVaVYWtU4znYL63GCMIE4gwLijAIQp1c8zxw0Gk7GY1PTM8en5UJxOLAn41GjUs8cn3Va7cl4NJ2MS3fFy9Nsp+lnOMp5NnN5fi6N4xyPhkouJ/UVikX2gs0A4gwKiDMKQJxe8SrORr12eXmh9rqGppm6fl+863Y6g37f1A1T1/P53P19UVfVvmE+YRxnXRrH+TCd6Jp6X7zDepwgFCDOoIA4owDE6RWv4ry/L757967X7U4n4+HAvrq6zOdzdt96mE4s0/h4ckJvnem07UucPI7TvR6nexxn2JkHtgWIMyggzigAcXrFqzhNXW+3WoamlQv3nUar1+l0O51uq10qFLVer9tp65raqjeq9+Vuu/20cZyn2cyZNI6zb5lKPvfx+BjiBOsE4gyKbCbz9VdfXYJQ8SFOTwf3qoGgrnN1eG7jHA4fppNep/si/XMuezUaDKbjcfH69sWfntcr1YfJ5GEyyV/lXv/8qlbyOQHCo+M4W80GjeMUL6TVaoVdBoCNBeIMimwm8+0339RAqPgQp6eDe9VAcFe6KryKs2+YNC2tksvXyhXT0C3DaNUb1/l8r9PRe2rfMGvV6q1y3Wn5CdWKVUzLNK6V/P3d3PU4xQsxDCPsMgBsLBBnUCBUGwUQqvWKV3FWiveZk1O13ZmMRqPh4ObmmpZDmU7GpqpdnGULyk3fMB+mk16v6yPHxD5B49HQ0LWri4urS3kcJ01LFHbmgW0B4gwKiDMKQJxe8SrO4k3hw9v37VpjPBwObfvq8jKTOTMNYzIaad3e6fFJ/uLKULXpZOyvV61lGtI4zm6n3W41sR4nCBGIMyggzigAcXrFR6hWbXdNXS8X7zvNlmUalmn02p1S8d5QNb3bs3Sj3WxWS2Wt2/M5jvNi1jjOPMZxgtCAOIMC4owCEKdXvIpzNBg8TCbdTuf5n9JXZ+dD256MRoX8zfM//lQtV2hZsdzF5cufXlTvyz5yrNftNOq1RqOua6o4jlNTe/fFu3qtinGcYP1AnEEBcUYBiNMrXsVp9y1dU01dv1Nu2/WmoWvDga22u3dKQev1DF2zLLNZrZcKxV6n43scZ7l03241pT5BvW6nVq1gHCdYPxBnUECcUQDi9IqPCRDev3/X63XHo6Hdt/K5XLVaGQ0Hk/HYNPSTkxMln+9b1nQybjV9LmRN4zgzZ6fnmYwozvFoOBzYSj53/OE9xAnWCcQZFBBnFIA4veJVnNVqJZvJaGrP7lt907y5vr5WFNPQB/2+qeuXFxfFu4JlGEPb9jccRaxfdjvtvmVK4zg1tdds1C3LjEX2gs0A4gwKiDMKQJxe8dHGORzYhqZdnGYrdyW7bw1su1mtnX/MdFvt4cAej4bl4n0uc+lvkvcZ4ziLc8dxhp15YFuAOIMC4owCEKdXvIqTegN1O52f08+vMheDfn88HBbyNz+nf6qWy+PhcDIa5S6vXj1/6W9ZsVnjOM9zl5cYxwlCBOIMimwm89233/ZAqPgQp6eDe9VAcFe6KryKU++p9XK1b5q9btc0DAqoWoah9Xp9w2xUar12x9A0XVXJbV5zbOY4zlazMXMcp3ghtm2HXQaAjQXiDIpsJvPVl1+egFDxIU5PB/eqgeCudFV4Fef1Vf7lzy8alepk9Oep2N+/f2fo2nQy7rU7716/yX4803vqw3TSbDb8jeO8uriYOY5TmvNdyt5arRZ2GQA2FogzKBCqjQII1XrFqzg7jdZt/tpQtUG/P7Tteq1aKZdtyxr0+33TLN4UauWKZRijwcBfjZPGcVbKpXa7JY3jvCvclu7v+5aJcZxgzUCcQQFxRgGI0yuex3Fa1sCy1G73w7v3NznFtqzhwC4V7j+8fd+o1W3LGtp24ebm4/vjernqr1ftwO5XK+Vmo+4ex1kulyzTwDhOsGYgzqCAOKNA1MTp9RVcziy4KE/ZNRmNnOlUV9UPr98V8jej4WA6HleK5Q+v37caTQqxFq5vP747btX8hGopNjsc2Jmz0/PsjHGc10r+5PgDxAnWCcQZFBBnFIiaOGn9yG6nbRqGZRqiBgxNazbqdt8KN/boOVTbbt8VCpqqdpstvafWqlVd0yzD7LU6hqbdF4uNek3tdtVO1/dC1o+O42zUa32M4wRrBOIMCogzCkRQnNREd1e4vTjPTidjsXuL3bfubm9vrpUQY4+eZw4q3r19+6bX7TxMJ8OBfXV5eXtzMxjYNOzy+PhDPndFqmu3fM4c5B7HKWaa8zBVez1FyUOcYG1AnEEBcUaBqIpzauha4fYmn7vqdtosgMl4ZOjazbWSOT0dj4axEGev0yndF3VVbdebaqdbr1Wr1Yra7bbqDV1VK+Vyq9nsdTqdZstfjVOc2308Guqaenlxnrv6bBzncGDrmgpxgrUBcQYFxBkFoilOepmG3mo2TEOXxiPqmlqrVuIizslo9DCdaL3e2xevb66U0XAwnYzLhfs3L143a3Vq47zNX394/b5Zra9kHGen3Wo1G+PREOtxgrCAOIMC4owCPsTp6eVVA+J4xIfpZDoZF25vTj58cI9TLN0XYyFO27L6pqn2eicfjgvXt33TtPtWpVj6eHzSqjf6hjno9+9uC2cfTxvVmo8cu8hmry4vxNgsj+M8z2awHicIBYgzKCDOKOBDnJ12665Q6Hba0/F40O83q3XlMmeo2mgwGA0G5XKpeHc3sPtUI/SqgVaz0W413fXLVqvZ63bEcYphzSHnVZwL8scyjJucUimWbMuajEcUTfWaY91Ou1GvNV3rcaq9brl032jUMY4TrB+IMyggzijgQ5x3d4W3b9+W7osP00nfNG9yyusXrxqV2mQ0svv9zNnZ8YcPpqFPx2MfGqiUS5VySRqPOBoOmo16o16TtsdCnAvyp9fqvH/z9vw0Y6jaw2TSbPgJ1dI4znqt2m413X2CSvdFTe1hHCdYMxBnUGQzmS+++OIVCBUf4jQ0TVNVQ9O0bq/X6Vqa3qo1LMPoNFuGqumaqmuqqen+1voY2P3c1VXm7HQ4sMX603AwuFby79+9lWKPEc+x3Z2dBfljGWan0dK7Pa3XoxlrnziO8yKblcZx2n0rn7v6eHLszq5SqRR2GQA2FogzKLKZzF9/950NQsVPqLbZephO2vXmu5dvTz4c/3n1j3b7+Z/Sl2fnA7s/Hg5vc9fP//iT73GcnU7bMuVxnLqmNuvyOM6I59gur44yK3+q5cpkNJqMRlcXFy9/+tnf6iicP91Ou9Nu9S1zYPc/G8fZ67WajeHAlrJrPB6HXQaAjQXiDAqEaqOAD3HqqjoeDU1Nv1MKxevCaDgY2H1T1/PZy3q5alvWeDTsNFr57NUqxnFO5HGchZiN41yQP2qnO7Dt0XBQK1VurpReu7OScZwURRe39y2zXLpHqBasDYgzKCDOKOBDnJVy+b5YNA1jNBzallUpl08/fux1u4N+v2+ZNzfXzUZjOLCHtv0Ucf55HGc+1+38S5+gP4/jVJTMWWzGcS7IH9PQs9nM7c21aeijwaDd8hPcnjmOM//5OM7xaGiZBsQJ1gbEGRQQZxTwI85K+eLivFGvTcfj4cAul0vHxx/UXnc8Gg7sfj6fy+dylmlMRqOnj+NszhzHqaq1SmzGcS7IH8s0Mmdn19dK3zKn43Gn7UeclmlMxp/1meq0W81GHeM4QYhAnEEBcUYBH+JUu13LNNRu7/727v72zu5bhqEbmnZzpTTKNUPXTENvN5rXl/mVjeM8jvM4zvn502t3TEO3+1a9Ui3kb7otPzMHXZxnc5eX7vy5VvIYxwnCAuIMCogzCvjsHPQw7TRb71+9PXn/YTQYTCfjXqfz/I8/XZ5dUF+YQv7m+R/TPjTQbNQ7wrqSzsNUU3vVSrleqzbqtTiO41yQP9VyeToeTSfj3OXVy59eVIplP+M42+16rVoplzqfr8ep9rr3xbt6rYZxnGD9QJxBAXFGAR/i1FRV1zRNVVuNRqvRMDW902hZhlEtV3rtDg230Lq9etXP6pL1WrXZqEt9W4YDu16r1qoVaXssxLkgfwxN6zbbhqp1251Grab1er7HcVbKpVaz4RrH2a1WypZpTCcTiBOsE4gzKCDOKOBDnKX74vGHD+Vy6WE6GVhWQbl59/pNq9aYjEcD2z4/z378eEKLJ/vQwHBgK/lc5uzMNY7Tvi/eXV5exE6cC/JH63SP3324yl6Ymv4wnfheHWU6GQ9s+1rJF25vpHGcA7t/reR5HOf6swtsJxBnUECcUcCHOJuNupLPt5qN6Xg8sPq1cuXiLKu2O+PBcDQY3N0Vbq6v+5Y1HvqZco9is512yz2O0zKNTrs1sPvxWo9zQf6Ymp6/uCreFCzdmIxGqt8aJ8e01V7XPY5T7XVpHVOIE6wNiDMoIM4o4K9z0MC21U73Nn9duLm1TcvUdF1Vry4uK8VS3zLtfr9RqV2dXzx1HOfF+cN08jD9FwfQOM7bm+sYjeNckD/ddtvSDduyKqVS/vKq3VjNepwzx3EWbm4gTrA2IM6gyGYy33z9dQGEig9x9tod52HabXVO3h6fnZyOh8OH6UTtdl89f6GcX40Gg8l4dH9z9+qnl08Rp66ptzc3Sj4nzu1OM6FfK/ls5oyGo0Q8x3Z3dhbkT71am04mD5PJdS7/9sXretlPq7A0jlNTe5cX5/nclTSOk2aQFy+k1+uFXQaAjQXiDAqIMwr4EGe33TZ0zTLMdr3ZrDUMXWs2Goam1e7LvXan22n3LdNQtVrJjwbkcZyNunscJ/WzjYs4F+SPrqqtVlPtdTvNVrNa63X8zBxEzaVLjuMULwTiBMEBcQYFQrVRwF/noHw+p6k952E6Gg6Kxbu3b970up3pZDIY2FdXl/fF4nA4eJhO/I7j/Jc+QTSO8+PJcXzHcS7IH9Mwjo8/5HJXdt9yHqb+OgddnGdzV5fu9TivlfzFeRbjOEEoQJxBAXFGAR/ibNRqtzc3zUbDMgxdVZuNRj6f01RVV1VD0+6LxbtCQVdVvedndclmo+Eex1kplxr1WqvZCGIc567Hpbm9inNB/hiadnN9XamUdVU1Nd3fzEGddovG6kjrlfa6nfviXaOOcZwgBCDOoAhCnD4KwdUmIHb4GcfZ600nY63buzw7z51fTkajyXikq+rHd8fF68JwYI9Hw9p9+eTth5WO46wFNI7T60G8inNB/rQbzel4PJ2MizeFzPFpu+6zc9DA7lcr5QXjOGk77nawNiDOoAhInF41sNoEhE6g9SfKsW6rPRmP2o3mybvjzOnZsN8f2na33Xn14pVykbMta2jbxevb1y/8dA6icZzZzIxxnDfXyvGH92J7XizEuSB/6tXq0LZHg4GSy797/bZWrvgT53QyHtj982zm8uJczB9amOVayZ9+PIE4wTqBOIMC4gyCQDVAOab2urVaVe31hrbdN81uq31/U7AMo2+ag36/2WjUazW7b9mW5U8Dmtprt5oz1+Os16rSepwRzzF6zpiXP33TLBWKrVqD/ouCzz5yjF7dTrvdamIcJ4gCEGdQLCPONdSfIvV6eq6uQZyFwu3r16+Kd3cP04ltmspl7uXzn+vl6mQ0svv9048f3717Z+iav5mDhHGchcuLcyn2aPf7Kx/HGbQ4F+RPr9V+++p15uRU76kP00mjXn+KOGkc5821Ui7du8ZxWoVbjOME6wPi9EwqlSINpFKpBbstKU5Pp/ahAUPTbNOqFktat0d/a6raajZ1Ve2blqkbWrdXKZYs3fBXqBm6Vi7dF25vyqV7qYyj9SbbreYKm6DWkGPz8sfQdNuyup12u9Xqm6ah6U8Rp66ptzfXSj7vHsdZuL25vDhf1QKTQYtzQf7YplUvVzuNlqnplmGYup8cc4/jVPJ5JZ+jnrr/Mo5TVSFOsDYgTm+kUqm9RIL+3kskFrgzIuJ8+fPLbrszGgyGtv3x5OTDm3ftRnM6GXcareM3H05PPg6s/mgw6PoaY8d9W9qtZrvVlMbV2X2rUa8ZujYeDWMkTjF/Pn7Kn16n8/LnF1eZC9uyRsPBnXL78vmLJ9afTENv1GeM49R1rVqpDOx+9HNsd2dnQf5Uy5WhbY+HQyWXe/3iVaVY8pFj7nGc3U6nUa8PB7a0TifECdYGxOkNUZaiRN1ERJyZ4zNT1yfj0Xg0Ui5zykWO4ma6quXPc9dX+fFoOBmPDe1J7U/Tyfi+eHf8/r203uRkPKpVK+/evpmMR9HXAOUY5Y9B+XP55/wxNT1zfFouFIcDezIeNSr1zPGZjxwTY4w0jvPu9pbGcYqZORoOyqX76OfY7s7OgvzptNqT8Wg6GZfuipen2U7Tz3CUy/Pz/NWVO38wjhOECMTpAUVRdnd2FEWZ+bbRaLwQ+O//8A//x1/+5YuF7O7sLN7Bvb9XDdA8ohfn5/VazdA027Jq1WqtWrVMs29ahqY36rXLywu1131i/UnX1Gql3Ot2mo36ZzFbwygVizSGz9PFhpVjv/3Nb377m9/8+Ic//PEPP/7+hx/+5///21/+8v/7X7/759//8MMffvjh17/+x9/98z//6ccf//DD733kWLvVlMZxqr1upVxqt5pqrys6leaQi3iO7e7s8P1jaJqp6/fFu26nM+j3Td0wdT2fz93fF3VV7Rumv3Gc7VazVq20mg1D18T86XU7hdubRqNO8QwSp3gh9/f3oZUUYNOBOD1ArZv8lsSZTqfp7Y8//vi3v/gFv/7v//gf/89//+/FLe7X+rvnhPtanBvLvEK/BORYlF/ihS/uggDAU4A4PbBYnAAAALYBiNMDECcAAACI0wNSo2Y6nRbfAgAA2AYgTm9IvWoP9vfDTQ8AAIA1A3F6QxyCgjgtAABsIRCnZ54dHVEXPnTbAwCALQTiBAAAADwAcQIAAAAegDgBAAAAD0CcMWbm5CkLps/1ymEyScfcmM7DvLKN9Hp2dLTaE9FQpQ1oCA/6HuOM2sVMsyA+QJzxhnoq8dsVltfPjo74IEGoJUT2EonDZJLf8vPBqo5/sL+/ST2ug7vHxJHQ0lkAiDIQZ7yZWdxQufbEmRnEjx8mk6Jp4o4kTudTTXQlFWuy5tOPEx2Cu8cOk0nxgWwvkdik5zOwwUCc8WZmoUYaWGEZdLC/v0kTJLnF6XwS3hMvk3J+k/LKCfIek0x5mExuTKMA2Gwgzngzs1CjqQGpDKK/xaYpHocqzuSwILR4mExuTNSRmClOyhYKP4pNobQnaZXfcrhSOsjB/j69NqOBkwjuHttLJERTQpwgLkCc8WZeyxAXagf7+1TWU+lGRbk0y+6zo6N5agyu+0yIzBQnyZLyRzIoN8KJnWJmFvGU7ZSZ1HS6AbXP4O4xOjJvp2eO4C4EgFUBccabR2sDhLtDBxd2juMsbr/k+sRKEx4mj9Y4xS1i6c87KIrifpJwr5azGQ8cgd5j3DNr857PwAYDccabR9ufqDijAk4s1LhCkE6nH40o0s4BJD8cHm3jpFylSpJUbeJQpLsq6RbnZvR2Wc89Jq3ZB0CUgTjjzYIej/y3OKpELL+oQrBMd1lFUVY4dC905vWqFdsvyYvuleMoD+dlmmRKcS2d+LKee2xjmoTBNgBxxpt5Y+y43iNVC8SyibYsU6gd7O9vUqE2cxwnPxlQtlAGUvaK4nRHdEVE0YoL6cSaoO+xlXcCByBoIM4YIzYO8UvqXsENdQf7+3uJhFRCLRhnQjsv7nAbO+bNHCSJUOxD686BxTrkU2yGNQO9x1Y+9QQA6wHi3Go2aVqD9TCzWxBYAO4xsHlAnNtLKpXapADsejhMJjdghMnawD0GNhKIc+vg4SWoCiwPB2ChgWXAPQY2G4gTAAAA8ADECQAAAHgA4gQAAAA8AHECAAAAHoA4AQAAAA9AnAAAAIAHIE4AAADAAxAnAAAA4AGIEwAAAPAAxAkAAAB4AOIEAAAAPABxAgAAAB6AOAEAAAAPQJwAAACAByBOAAAAwAMQJwAAAOABiBMAAADwAMQJAAAAeADiBAAAADwAcQIAAAAegDgBAAAAD0CcAAAAgAcgTgAAAMADECcAAADgAYgTAAAA8ADECQAAAHgA4gQAAAA8AHECAAAAHoA4PXOwv7+7s7O7s+M4Tjqdpr/T6fRhMrmeBNAZ6aTi21QqRTtwqqQPKooifnCT2Esk9hKJZXZzHOfZ0ZE7H/YSCTEPZ27hzx4mk8+OjqT/mgnnOZ+aD7LCb4HOIt6BqVRKTDwngxKwGEqeoihLnp3ut2WOvDyUhoP9/QVbGPGrP0wmKTGHyWS497miKGLCqNwQc4nvw8U3knQcym1xB/HI/Ntf5uYEvoE4PXOwv8835V4iQT/Og/39mT/pgNhLJMRyjZPBUEE5s9CfVyCuTfxeSaVSjxbi6XT60YKbrp33JLXQfx0mk5RXnLHuLY7jHOzvS2X04pPSKejj0jdCd0sqlZrne9p/eXs9OzqS7oFUKiXek+l0evnCdJmnEJHDZHL5pC5zduna3VsIyiVxN/GSxZ/q+jlMJjkbnx0d0a1ysL/PX9OSjxricdzPxDOPzHcvCAiI0zPir1H8Ma9TPMuI89nRkVT8LRAnPaEHlNonsswTyaMF98z6B+cbl0SpVIqKIfeWZ0dH7pQc7O/PO69UptMRaOdlNO8Vd9qokOXkLfP8wXt6Td4KnxpFT8zbIp5X/AG672GvTwCrgr5iPjv/YDk0xaELT8dxZj0rSEd2IM7ggTg9I4qT4kLuJ30xLEYPy+LOtIXeOq6IjRRsEStGzDLipAoHb0+n02JJSmens3CC6bCUNjIN/7bpf3kLXwv9Ie7jfIod0aGoEkDbOaq8IHs5MVRDmhlbppPS/9J/PVo+ztyBit10Os3lPv3t3kJHoPOKh1rgmAX1UbY4V6Q4CMmZKd5a7vNyGJmbDNxFMNVFOA1iZVcMHfOtKBa7/M3OPJcU9RUzgf6Lc4/vbfHlzHqqIDikzCl0bxF3FoXNFyIFeGcqhMOb4g3JrTCU7eKppZYRyiuOUbszn57k+BI45eJGZ4lIlXgcMYuko0l/Q5xBA3F6Ror/sIHorVjmUnEj3ujkHjFqx/tzYE0sL+algcoy96+aIXGK5SlXpBRF4d8Yn51//BTx4xAibyffO5+KQtYtXSAfjX+6HBfltHEhvuBXzbU6Lu/cNcWD/X1WC53u0RqS+KVIh5L+d5446RopSQf7+3y6eUd2XA830n/RH6lUii6Q8pNuDzog5ypXpKT7yvnk8pm55Hyq4Irnoo/wH3w0qXTeSyQo/+kS6L+oiBcb2ETf0JXyd017SveDlC0z7wG+qdhJ7i3iznx7U75J1yjtI8H+oy9U/CXydr4J+aunxNM3RfnmDkVQzi8WJyM+3UpIx+EjQJyhA3F6ZmbDCVeqxGd8ss48cfI+4tH4cX6mDpkla5y8J/28nc9jy2JvCxak1Klkpjh5CxfxXBdxi1MqJmb2uBH/1/m85U96ehDb7UQTL+4GIrX28cc5xvWoOMUt4tHcF8jMe+4Rn2a40CQt0dfETzCS+QixIssfd6eBbjPeh55v+AmD3U/XIpbOlPl0aroE3sf5/E4T7+qZCWMDibnEaV4gTq7bkQCkLbyzWNUTBSltn/dkw78F8csVK9/82+Q7Tfxt0saZP1LaeUlx0jMTV3al47s/AnFGAYjTM1KolreToqTg2DLiFB+iF9RgRJYXJ8fruE7Af4hP2VK4iStzKxQn95SZ96vmwOzM0pAQH8+Xj9O6c1VqZXR/HdIWsVQSzeejxsmaF48pViL5ouhLlHJAjG0sjtPSH3QE9qX0QMbfhfgUwtqQKl5S/ZXrZ9wkIXaD4tTSS2yJZJG7M0d8bhPFKW4Rd575RYgRiMU1TlGcHAcSPyKFiGc+DEnhVr6NxdC0WM+W0kOV6XlZIR3HccWiZh4Z4gwaiNMzUucgsTnE+bxHBheRYruOJE5RLVxk8yP502uczufFDftMilKKFR0xKsW/Ru6hsECcYszWLU7+MS8QJ6eTKzHSnnzhe5/Gn4hiWID0zC7WMMQT7c3vVesO3DkLo8RSnw7OWI43irV86emE/5D8JFZidoXWUHdLnvRYwN8p31ri88G8mKr0XCJ+0WJUlp7AxP3FoIuULZR7CzrFcOhY8qW4hdMjGmtP6OLOP4d5bZyO8EOjJHGq+I9DV48zrqlzbGDBo5v4nDGz7ysfc15WuI/juMSJXrWhAHF6Rqpx8lO8GN7kYAt/hJ5bKVBJ/0rRId6fnzS5xJSec6VALr/lBEjdN+hXJPZ04B32PnVToi1U5FFqRSnS292dnf/yn/8zH5lrh2Jq+dL44Fy+p4QuSLs7O7/85S93XYP/+CPiW7EIEPNqV+impHzqDMVplo7MRYn0IC8+XkjnmrdFLPQ5zuk+o5ja3c+H2Yn1v5TQh+uZ+5j/hwAAAWNJREFUMEh0V+hyJZ6UbyHuIbX3+RhWvkAu9DnQyt+79I1whrMz+HuXQhHPXENg+at3dxrig4j6oSOIN6pUxEuJnLlFzH9OiZhm3kF8kpNOJP0S+eO0kSOxvFHcZ/dTdz/6Emc+B0jC48Py2cWcX4AUj3V/UDqyA3EGD8TpmZltnMAfj9YUV3jkXS/DIpdBqukGdy0BEXTxKvY2Elumpd2ekm9S9UtC+qlKJ3r0fhA/Oy+2HE0gzqCBOD1zIMwcBJ7Cyk326JEfbQ1dHikGGNy1BEeg97DUeE9VZCnTFmtveWZ+rWKXsZknWvyVSfXFBbHlSJHGzEFrAeIEYOsQI/DBnUUMibsHk4SLOJh1HmKkfXG3bbBtQJwAAACAByBOAAAAwAMQJwAAAOABiBMAAADwAMQJAAAAeADiBAAAADwAcQIAAAAegDgBAAAAD0CcAAAAgAcgTgAAAMADECcAAADggf8NoYhtatl374EAAAAASUVORK5CYII=" alt></p>
</div>
<div class="specification">
<p>Oxidation reactions can cause damage to cells. Thiobarbituric acid reactive substances (TBArs) are produced when membrane lipids are damaged by oxidation. Experiments were carried out to investigate the effect of edaravone on the production of TBArs.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State when PAN was injected into the rats.</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 treatment given to the control group.</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>Distinguish between the treatment received by the PAN only group and the PAN + early edaravone group.</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>State the increase in protein in the urine of rats treated with PAN only between day 6 and day 9.</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>Compare the levels of protein during the experiment in the urine of rats treated using PAN only with those treated using PAN + early edaravone.</p>
<div class="marks">[3]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Evaluate whether the results support the hypothesis that a continuous dose of edaravone is better than the same drug administered over shorter periods.</p>
<div class="marks">[3]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse the results of this experiment.</p>
<div class="marks">[3]</div>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest why oxidation of membrane lipids may lead to increased protein loss in the urine.</p>
<div class="marks">[3]</div>
<div class="question_part_label">h.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Cell biologists play an important role in research into disease, fertility, evolution and many other areas of science.</p>
<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>Cell biologists play an important role in research into disease, fertility, evolution and many<br>other areas of science.</p>
<p>Compare and contrast the processes of spermatogenesis and oogenesis.</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>Cell biologists play an important role in research into disease, fertility, evolution and many<br>other areas of science.</p>
<p>Outline the evidence for evolution provided by selective breeding.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The Chinese soft-shelled turtle, <em>Pelodiscus sinensis</em>, lives in salt water marshes. The turtle can live under water and out of water.</p>
<p>These turtles have fully developed lungs and kidneys, however, many microvilli have been discovered in the mouth of <em>P. sinensis</em>. A study was undertaken to test the hypothesis that oxygen uptake and urea excretion can simultaneously occur in the mouth.</p>
<p>Initial experiments involved collecting nitrogen excretion data from <em>P. sinensis</em>. The turtle urinates both in water and out of water. When in water it allows waste products to be washed out of its mouth. When out of water it regularly dips its head into shallow water to wash its mouth. The table shows the mean rates of ammonia and urea excretion from the mouth and kidney over six days.</p>
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9B2x8ic6kOwKf007w+af+xYAp2wKX5O5Cmn/UWfzi7c1PGH5e1LvyxM/MbU4VR8qSMwsd0s0+U44jPhOA7UT4BMnIydUXvVEeL4MXAczW9u3epeTqRoGL6dIp2OTogwO0cdmGd+hyAhHv44BR2L8v1KFnkdJNuJOoFo+fICJWnR2/P0XHlG13o+us079vkoZIzVhXRiI/6LHCzpdcbUkee9rU/q0vr8yfU3OzXgZzocuJ2COo6tQ9Ovc626aAPoW3Vqj0/p2BfJFcNl9tXHA9muomG7tAHwwuaIE8++vOuEja1HB4boYxuzvqv8urNFOsqwDm379v86Zat5bRutH+UZqv4S/0O9WSf4WNurvonBiry08eoLq2zvsTF5Mngnv4N4JtzGaefYAmnq4F5eXOs5dv0K5aQs8OBl3HUJnWw3tjt04h4Cp9qu15W3LP9YbOQzth+gbuRd+yTrRH5j69D0617VRRtofVW7UDPGj63rQ8AUog24YDN2LFHxYFCO/ti5k+Qa771tjja4yDeaftl1Sh1OxRdMICc1y3Q5jvhMOI4D9VMgk46uOn4cJg1Ep1NXAegYaLg6VYpPg2drs3WqLTQ4OT5bB2+JMHjaGRFeX+rieagjIpyvb9S8pOcZOVVH5U29HoWMKTpV7Clfdfp9fMCauqmYkw8+4C5Rh7zMKdbUJRi69S2WxI+pQ/muc0W/usJDvVad4Y0+puG+lnNI9lj7GsoPdrUeSEdb+d2GbK5P7pR6rBiBSa1XeWsDPlvPPk+9bvv2/9TyrJreHeE6wHbAzoDIL/NgL9RL9ZnUFXXX+rM+XWiDbTpssr6Qjc3U9uCxpj5++NHWpndt7tN9OvblHRsGf8pXy8w9OtvXjOW1brop2CCLuhnT19CuqBt9Es+Uz3d69KPwHFOH65aT/ExgK76UHV/VUl28qfdtOp/X9SHo0bYBcBszllAHr05eGMs4qTfOK7YGb+oSQn/s0boy3ZTrlDqsmNb7PnknYQHnG8+fP3/ep3zCjh8BVnOgozr3ffwljgYnCQFWwFxV4cVYnDKrTXxTnoESg4V2gLMN5UM3VqvoZLZVx23A6TTqoE9tyxYf2yKS56NCgMU5dxQZzDLQx0fhR/GnDrKPSp8pctglY+HRQf+UvEm7HIFtxFcfuorPzEvjy+s8KYJAEOhBgBcEnXC0x2tYCTqO89U9as6DmGBUPbdRx7myuQkCQeBMIICfdMLB8SWPMFn4MUc+TXtUV/xo3RUY+h9GR6XPaZNzWvHNkarTZqkpTxA4IgRYiWNFzu1mxbIix7ZxG278cV2rPtzz3lENOy69IjcIBIGziwA+iGM77TEdj47hT7eN6nFK+oBt1HHbMJuiz2nFN0eqpljBEaddZ+vqiFWNuCAQBILA1iOgT20VXeV4QMsjz0EgCASB046APnQVn5kdjtNuHSlfEAgCQSAIBIEgEASCQBA4RgQy4ThG8CM6CJxWBHihnBezD5N4sZKzrp5/PkxZ4R0EgkAQOA4E/JQ2/u4w6Sh89mHqH97bj0AmHNtfR9EwCJwoBPiyhi+TH5bivLD4sxs39r24eFiywjcIBIEgcBwI1C9YHab8o/DZh6l/eJ8MBDLhOBn1FC2DwIlAwN2Gw34Zm/9dUL/NfyLAiZJBIAgEgZEI8LnZrx7cP/Ay+cjso5Mdlc8erVASnloEMuE4tVWbgp0WBPyPr6x2TSW34+vnYKfymJKe/2vBP2bik7OHSfxDrWX/XVn5dNxgWD/jaNw6V444gG/9jCU7O7xU54t16/BP3iAQBDaLgP4QfzCVzHtUvnT3a3/L/znu1HK06af4bP4vCP7O/3Df8lrnGXzbetGXHvaO+Tp6J+94BDLhGI9VUgaBILCHgJ2vHQLXw+iEnGxVOVMmDqQ9rOMCrAy6OhjDCAJBIAisgkBdpNDP1UWMVXj25dmEz2Zn+TD8PDzxpY8fP+lTPWGnBIH8479TUpEpRhA4SgT4D+JH8V/E+T59KAgEgSBwWhHg/2+s8onRqXgclc+eqlfSnx0EssNxduo6JZ2AANvmrDaxKiTVlSju67PHdsjznW99e8YzR25YqVq0asXKDl9zMg335F2F2O6uOwJDq++tXsgmH/mhvrITXss7ZZdhqCytHmC1SRnwqscfuHfL3nrxWR3bslM/4EO4K4TUL/lc6TMN8oaIuFrPFe+hPAkPAqcBgaG2ps/Tx9Zn8xBmvO2PMNpP64NoY+xmyod2at6pOI71pfCteiEbX6EPtxytn8H3oR/p9SNTdWzTVz3ERyw2IQNeYm650EH/R3wl01h28lZ9vEdv0kKmWVRvpKn1XPGu8nO/fQhkh2P76iQanUAEcIASnQnPvNTsIJ44HPP58xfmOwM41XZSQHry/vzxzXk6+S664oRfv/ZaN8kx3ZDT5utO7eCY50cPX5v99e9/m71y9Wqn1+d37+7T4ct7X3SsWZFb9lI471gso1YP8Gn1WsSD90SOYmUQHcC3ratFutU4Bh/VPoijnA/u/3AGTnn5vaKV+7OOQNvOeP7y3r19vpT2wyDVHVCeHdiKH36YvI8ePezeKzN82XWKL+3z4Q6If3/hD7OXrrzc+X30I1y/6YIUPmzZf+nmHQt+i6jVA3k/vvbaoiwH4sb47AOZVgxwgjE1OxiycEPdSuI9tc80f65Hh0B2OI4O60g6xQi4LV6dNk7xT3/5czcotqPhqyMQTtKOlQ6HgTM/Ox/iSDOW7u3tqJCel7bhRWfcvrzNhIbOiHB1e/e99zox6IvMKy9f6Z65Jy1EnKt2r1x9tQtb5w985U1nir7o0+q7jgzqBJ4S9w5QDJtyVU/qGD6vvHq1y84V/ZHXR796//0u2PykNa820JcvYUHgLCKAr6Stsvih38Rv0eZq29F/gJEDWCbv5CWdg3T81pQV/rG+FLkf397dAdfnVn/z6OGjzidYBvhKLt7gB9b1efhm9bAfovwXL11U3Eau8LQs9Bk8r0r2eeDFUS/7IPjDd+i47ke3b3d9US2necEALELbi0AmHNtbN9HsBCFg51ZXqxm466DbwaidD50NnZWk8+TZNMYtujqRwZE7aUGmA1vzoh8OnUEz/FkZs7M2DTrLQ75f3X/QOfMaZ/pVru78UH47F3i/cf36KuyOJI9YWqdjhDJpc+LI5MJjBA6A6qBpDL+kCQKnHQF2WGlj+IYLF853xcVv6UMvXry0DwJ8iW3s3ff+ee5z8Sv64wd7Cz37Mg486POW+VKyMynCnz5+/LjzpX27CpQHYpcGYlBsuzeui1jxDxMbB9r2Q7CqfcmKrA8t25UrL3e8p/hSMogbV32p/RcYgEVoexHIkartrZtodoIQ6FulOndu+NOwT57s7l6caz4fCx+csB3oVAhaPVodcMrtUaY+GXQIrgzSid3bO061iQ6yymvL3z7XtMd57wBoqg5jvrpCXU/teKfqkfRB4KQg0Pow9N7ZOTeofh1ktnlZ5WdC8myFle+WV+tLUYhFhKGjqyrMQgXp0IOfg2YmUJtu91Xneq8u23JddfdlWb+4G9+/07wtZT/LemTCcZZrP2VfioATAxKu0mkNCeBdjj6eTAiWOdU+ng7UXekyzbNn+7eYfU+Czoj/Y0Gn9/TpswPnn1nd23l7p1s5I4/HqTxuJf91ry2m7fO6/IfyD3XGm5bvCi16cCTEVdohvRIeBE4rAnXy3fqpdcpcB6/w3d0T2eXoZET/OEaOaVsdW1/KxMHJRrebcvFStzPMynslfA3+FB/KLocTDt7v2DTV8rf6b1qW/IZ86WHIdzGORTB3xtUj1+1HIEeqtr+OouExIkAnwQQA58n50U2RA0/41heK3R5GzpTBvccMuk5t76wwHZtHd9TbCRSdKitvHDn4/O5nRu+7eoRIneg0N7Ui51GHDte9L4GBs+877FNkQw+1A3S1kgEJq44Qg4eaZqzYRXnAS8w+vv3hnL9frKp1P1Ze0gWBk4gA7duFi02+u4QvcdD7ztu/nC/Y0J5t25cvvzgastG+tLxj99KV3aOsTkBaYR4hUif01b+2aac+M+Gy/BVXdrIPi6rPc4KGLPsb+h7reooOyxZ87Df5oIl1S5mZ5PHVr9B2I5AJx3bXT7Q7ZgRwrHx2D2emg9uESnSSrtDgmD2PqpPm/K0D1THy6LxMzyAWfny1pXYM8LEzpfP3s4zItMOq6dvjU3aaY/RZloaOw87DDgOc1WNZ/rHxtTNkkI8MqE54HPzXznoMf3W1/uxs27y/2PvCDJ2wmGtL2/zOSluOPAeBdRHQNw21lVX5+74C7Yo2jv+zPeMbpwzux/pS/Rc6Vx+iX6i+tF2smaLPMkyQx241hI+xL2HnetNk2fTZ9CN1wsPilH3PFNnyBTPyu8jV8sBfkha5Yu4kTwzaPHneHgQy4dieuogmW4hAffHQTm1TarItDE8Hv/DlnpfIp3ZIOOHf3fl0PoiHF7rXlwgJg28NQx4vkDtZocOSCLNT5Z5Oc5P0m6ac6FV1q5OFVeWCS+XpESfKVeuT8oG7OIyRx4Ss1t1QXnCDd02LfI5Y1bAxMpMmCJxUBLB5/RpXfcsmykMboz1VH2Xbr+18jKyxvlSfQXqIa/XdvnyuzLqAU++NX+fa+vpdPD6ds1THecCKN/hSeXHFR3PFl1f/Rzrreowo9K1155HjNi8yPrnz6f60Fy50vtwFvDZPnrcHgW88f/78+faoE00qAsz0oXU+P1f55X48AqySsYqC4zyrjozVJlaRDgMHJjZ+N5+OyUEBK1usftKJ8QWYUBDYJAL61JZnfGyLyOaebdNOsjfH+WRxYneH3dDDwEG7ZkDup3nxo+4UsKiUxY2TZS/bqq22torPzEvj21qr0SsIHBMCTDA8eoQKDP6nvE8yRm06XTpHZNExtkcspqyOjZGXNEEgCASB40DAxStlb+L/GMnLK/4SH4o/dUBoHBONTDZEI9fjRCBHqo4T/cgOAluIQN0a577dLt+UyhwBaycWTG7YVeIXCgJBIAicdAQ8xkk52MmtR4c2VTb49vlMduc5ghQKAtuAQI5UbUMtDOjgSsUqW1cDLBMcBIJAEDizCOhTWwDiY1tE8hwEgkAQOIiAPnQVn5kdjoN4JiQIBIEgEASCQBAIAkEgCASBDSGQHY4NAblpNs4iN803/IJAEAgCQSAIBIEgEASCwDoITN3lyA7HOmgnbxAIAkEgCASBIBAEgkAQCAILEcgOx0J4jjfSXY6ps8jj1TrSzzICsdmzXPvbX3bts9U0PrZFJM/bhoC2G1vdtpo5W/qsY4fZ4ThbtpLSBoEgEASCQBAIAkEgCASBI0UgE44jhTvCgkAQCAJBIAgEgSAQBILA2UIgE46zVd8pbRAIAkEgCASBIBAEgkAQOFIEMuE4UrgjLAgEgSAQBIJAEAgCQSAInC0EMuE45fX9zttvz3jJZ9lvEzA8evhwhrzPP7s7Z/fg/oO57HngFtxUvZ48frwFGh2fCh99eLuro+9/93vHogT2ssw+iafO1qWnT5/OKC92Wkn5m5BR+W7ifkjndXh/+cW92Xe+9e057mBy1ITM169dO2qxG5MXux2G0vZU+4Lh1Kc35qj7GfoysV903VR772vDtGlkb0rGpq2jT+d1ZDDu+dEPfjjH/Th8Gv4cuds+lsmEYx1LS959CLx146f7Jhv7IvMQBLYAgV+///6M30miw9CZCRcTmeMiBqKU6/HjJ8elwomSexg2cKIAiLJbh8BJbMOHofNHt2/PmHRI53Z2vD2SK5OMt27c2MiC3GEr/M3DFhD+x4vAu++9N+MnsfIAEfbKq1cNzjUIHBsC2GG1RVZqWBkkrNrusSl4CgU72YgfWL1yY7erY5ech4PA+QsXZvWzuazmM1kl/E9/+fPhCD3jXJ/tLdykv1puCNnhWI7RmUjBcZp2G7Ruz3rUxCNaXN069ep2nmkWAcdKQz3SMWbFlVUEZbldjDN18IQ8+BpX5asT+Vt69PDRPr7wrCQ/nLd8KlaEmzP/UPoAACAASURBVAb+4iCPZWWVJ1fLp56UzXhkcD+0Tb9MDvq0GLZlVedtvIqD2Khja7vaAOHWDbZGPuIg02jX8qpXV46sW/ixdT2GkFvtmxWougrW17bgq17IhFbRmTpVZ661jWg7lkFMffaK3al/1dswyiOJsfXS2iw6ECcf0iMXEgfCpFb/GkeaWt/13vzbdhVj8VG/VnfrnnAxXcVuqeP2iIfYK7u99tXZqjZbebd84Vn9I5hgH2BkmXkmHXlpb+LEtW2vy8o6hCm8oSoTXbRHdCCvtEwO6ZaVVV7bcBUXylmptdUWD9LzA7dFbbjy9H5ZuzZde0XXas/ct35YG0EvqepO/a2iM3n0eZS7bROEaZNi6rN6cNXOq37wIj/8JdqpYX02ShxltfzI4lnivvoZdKr6U2fyJY/1zVUda375buqaHY5NIXnG+GDI0tQtRBxPbXjwgR+N5/d//MNsp2dLkkby+rXX9jUW8sHn8ePHsw9u3VKdyVcafqUhnuhdiecv792bD6SIoww03k/u3OmSTilrH6Y/a7ZKxanqwf0YOTjgFsO2Hlq+J/mZ8rZ1NrY85KVjq86ZMGzl549vzt548/ogKxx22+nQQfDDvi9eujSYd50I9Pvxtdf2DejgRx3f25M9lj9t8IUXL3c6UxZ0pjMUj6/K+zS0AeiFyy9219ZmCYTHo4evzf769791aYb+gHk7OKYOHz16eKCNr1q3Q7K3JXwdu8XGWn8G9g/u/3Ch7fXVGbxYjBnyyWPwautoiGf1ffAl3ZPHT/bZArig57/85c9dHzGlrC2m2DftouoHTrSflsbKwbdW2yUfv9NC9Gur0pR2XWW0dUQcGI/xw5XPKveb9OP4xs4HPvr66JU+FJ9KmfCxc1/64uXOxvvKjy1T/t9f+MPCYmHb5K/k+KFt07X9TR3PVf7L7rPDsQyhxA8igNGyffuLmze7K9u2EMc06rZuZUBjsREwKCcdgxAaG3HV8Gs+HLeDHbaGyeckg7jq6Gu+MfeXX7zc6QBPj/b08XRbGn0tK3Ith3lxLNAqZa2Y7g4Udnn9fA9jyt5OyMbKYdAphmBHedG95TcGs5OSRtzAlbJaR1wpP3XfR5zLBSviScfP410f78X15dOhE6ds6sxJBu85TaGpOmML1Kc2af0STgdkedRhUVu9eHF3YmQnqF2T107SK2FXXr7StUPSoYPtVNxIix5M1gyjHYEtYWBHe7KdEW7HSHus8pFHOtoi6ZB9mkjbmWq3v9pbFDE/2GjzdXBdsaJOxFZ70M8QN+STK4+he+pIn2adD/HUZl/aq0tswXKYd9feHnXippZVXugDH9oxZJsAq4uXLh4oyhg54GcfhC3Dq7b7A0xPYAD1YrmG2nBfsaa2a3lgJ9qsspGvfRBHmrE0VWfbhHZT61M/jj72IYv6FNM4jsFWsEFJWV4v7y3eaKP21+ggsRgA3xrGPe0IXKaOs2ynjOcOizLhOCxkTzlfBlAOouhUxpINivRu4bHlp7P+6sH9XlY2WCLZNqQxsbNBA6PRq0tv5iWBOBQH3dxLNOhKr1y92g1ySHvhwvkuCrnq5gDNPFPL2mIqJsjDWUJg/cb1/avrY+WILQ5bp43uDkjU+zRdLdsUG6X8YsqVbWx+rvDVQU+L1YM9+wXfvjqjI7Be27zrPtOZQT+5fn1uk7V+jR8rR+zsHNllgMQSbFylw3YJ50p7pPNigks7FbdlcuUPRrRxMK+7TC1uTDJst+q0TMZJiRf7KeUCN34QgzHt1gmDNt1igAzlUFf8qLvf7C1KaMdtvjHP+ExsAqJM3j95sn+gSHvp86PiYJwyVymrvCgrvt0BX/X5TmymytE2sUf5Iaf11fI9idcrV17u1NZWxpZharuWLzYIgamLizzXOjKNeTZ13bQfx+61fXymbVEswWi3X9n1sfbPLqgw1sGX9u3A9ZVZ/sSNGWdV/dSpj++6YZlwrIvgGc3ftxI0Bgqd/FDaoa/W0AhwOg4w6FD5eWZxGd8heYTL03sbXMuzppPfzs45bw9c2/xtgrasQ5i2W5zt81Q5bTnOnTvar2q0OBzWM/XYlnWsLAduQ+mH4p2ktnJr3T59+myI7crh6KMdtLLPn99dEDB+rBD41E7SyYWDKDpJBxMOCJFBB0e7tI2OlTeEqfnbQarlMv60XFe129af9OExhPEHt347r2smKNSd9ehguo/fsrDWFm0HrR5tOvkOhU8t6yJMq4x6jw5T5bS+uX22XCfxat1N1b2t6zZ/266NN7zFkDqyjzbtpq+H4cf1kdVv6kvxrfpXfK52SDtk4UBfugxLcVjm61u7XrVulTf2mnc4xiJ1ytNh4O0HKpcZ7SqQ2JDIy0roFGLWzw+9XLWjITKbZ+ux7lS0fBeVhcanAyOdjbrq2vIb81zzTy1r5e9XMAxrn8fK0XG3WDx79vXWrjK28VrLWfVr8ahxq95jD9gBNjVlhRfHTb4WYzsw9GGSal20+rX52vihZwdU5G952HEP4TfEk/CXruwek/r87mcdXzpD2iCr4HSQTy7seg3SQbRL2iOy3GlhgsXgdRnttsEH3Uo3xwJOCw3hvmm7ddcV3MDPAc4YHKlXdqUgj2J8fvduZ8vvvP3LLm4Vm21t0Xagvx2jW1+a8WVd/r970HF3v3r3qGCVN17Obq62Ttvnyvs474dssq2vTei4art2QaHFEB3to9WP8mxy/DLWjyt/zBUfSdvCP6o/vpR2xqQeHwvpS0lnW6QP4gQF6ZmALKNav+uMPZbJmRqfHY6piJ3S9K7Uc15bp8NgfhUyf1/e2gnKn8bnlxRsYG1ewmlorJySngbIFrkdlzJrp+ikhIa76DgJeugA1An5VddWnzHPNb98x5RV3q4uUzZxIb9nik03Vo5HvsBCPMBGnOS3rVd3Yhi0uOoKLtb9FL2X5RFTOwN4U4fYYP2qSCuzYlzrjHdCIOy1rmAR9uW9L7o46hZ5Q7RMZ17yhph8U69QrV86q6kkDvKjM6QzIxx9qAeetVUnN7RDj9DYkfbJroMJsUOW9skVzPlZ5318tjnsqOwW29Iffnz7w3m74Fga+LUvk4sZeIsxeONbuwHO3vsM2l0dxIy12WqL+Bnr0LpWh6nXVcuqHAaUlkffTBwvpVcaK0f7Byv50Z5t95XnNtyv0k8O6V3bcF8a63pqu9b3gGm13XpE03e3po5fxupMe1jkx/vKOxSm36cNUCbKhw3WCQZ5LTf2I5EG/60uhrdX26o8iK/2uGyc1fLb9HMmHJtG9ITy8wszNAaN0kHG2CJVB04HVhuMPHDgdGYQjYd0TCJoKMR5ztb0Xp1cwNMOFD2VwVlhqHYkOCb4L1tdhQc6kNbBt/KUv8p11bIqC6eh43Cwi57ibLqxcmqZcOBio5OS37Zea6euDehMx+osdg5kre82P1vdpK32prNn5X6Idgdqu2fWa53RruDH0RXJukUH24H2bBquY3XmZT/SUp/YfK1fsPNseeW97J582JekzvoLwutExsEF5dCPgLVl0NbqM3rSVrFP61j7dKCBDOPU5aRc1ZuyH7bd+sInvlv8HeR7fKPFjTq1DsWdOqHeIH0r99b/MputMrRFB4qL/HzNt+x+lbLKE/uzHdcJV99xxzFyKoa1XxN75W7LdZV+stW9rw23aXhetV3Tbhwr6K+rXfIuh75Jf7Rs/DJW5yl+vK/MQ2G2M+LV2TZFGOXRX9Tw6jdqGchTJ4+kY4wAH7Gr9ogP2lT7GyrjovBMOBahc4biME4cg4Sx1xe1DF90rUeaaBS1IdR8pKtpiUP27+58Oh+Y1PTcw494G5Hx6MnxARsp6XjZUUdEOmTVspnXK46rNm5k1BfTTLfKdZWyVjmUpeouP9OIseE6I+JbTMWwLSt5TwKhd60X6hgbrXW9rBz1JVbSDuUl/JM7n84HYqZFfmuDrUyOpoBprQs6Gvhpp+Rp7Y766quLKToju9WPZ2RXfVqdFz1/vYr49U5GtSG/qAKPtgyUF53E2UUM8Kidr8cn0LPVH0ym+qJF5TnquKO0WzAFq2pnyK8+sq/85Gltljpr7X2szSqDQX31X+iHH98ErVpWZWNntb3BD/uTbC9j5YBhW1bw2kaibFP7ybYc4MJPsg37XK+rtmvqBwyrPXPfYk1dVuyxedK0NEXnsX68lbHoufpKfSjl0db0tfCg/VEG47jWcvsRGMKrHXsMkDB+5ocnGC0aZy3SfRNx33j+/PnzTTAKj80jwGwe2qYzeJsvZTgOIcDgzN0ZHIWdFyuFrDDiSPiKxTZRbHabaiO6tAhon214fGyLyOl/1hYY2PlpUfyqOzEMOOtA97gRUd/Y6nHXxNmWv44d5qXxs207Kf0WI8AKCJ0hx1PoCPlVqis6NTz3QSAIBIEgsBgB/Cc+Ff/qIMocTDS2abKhXrkGgZOMQI5UneTai+6nHgG2P9uJhVuodRv11AORAgaBIBAENogAO8Z9PtQjiBsUFVZBIAjMZrMcqdpiM3DVJVuoW1xJUW0fArHZfXDkYcsQ0D5bteJjW0TyvG0IaLux1W2rmbOlzzp2mB2Os2UrKW0QCAJBIAgEgSAQBIJAEDhSBDLhOFK4IywIBIEgEASCQBAIAkEgCJwtBDLhOFv1ndIGgSAQBIJAEAgCQSAIBIEjRSATjiOFO8KCQBAIAkEgCASBIBAEgsDZQiATjrNV3yltEAgCQSAIBIEgEASCQBA4UgQy4ThSuCOsIsA/tuOLB371oMZt2/2XX9zr/gkf32wPBYEgEAS2HQF9q//dfVv1ffr06eyjD2/P/+HetuoZvYJAEFgPgUw41sMvuc8AAkwy3rpxY7btHfcZqIoUMQgEgVOGwK/ff3/GLxQEgsDpRiD/afx01+9Wl47/pJ1vim91FUW5IBAETigC8a0ntOKidhA4pQhkh+OUVuxJKFbfkap33n67O2L1+rVrs88/uzv7zre+3T1z5VjTELElzxECdiIkwwh/9PChwXOe7ljA9/vf/V6X32MI5IVIQ5zEPbpJxP/oBz+c5yWuyqIM8CSf+lAWjhGEgkAQCAKHhYC+TD+nLyK89Vv6uz5dSEse/JaEj5N/zYv/Jdww0uETTcsVH6//08/DV/3U151l8+JDax9AvHHm5dn86pprEAgC24FAJhzbUQ/RokGATqN2THRQdGZD71CwWwJ9df/BnNOjR19PMuyE6LDgtbOzMyMP4X182eK305wzbG7g1U4w4McEpE46yIbe9dgA8kNBIAgEgeNAoPVb+CYG7X2En8Rf4Tf1a/pT0utniXdCQB6eX7/22oEJAHLw7YsIf4kflR9pCcNX9/nlym9n59wi1okLAkHgmBDIhOOYgI/Y5Qj8/ObN7sjVJ3fuzBPXjm4eOJvNLl66NO8U7aT6Jh92ji+9fKXL/vndz7rrG29e72RxDOH8hQtd2JMnj7tJyZ/+8ue5KO7V51d7547Vk7yvvHq1S1snF2Y23e//+AeDcg0CQSAIHDkC+D/8Ff5Mf6dv7FPmhb0FnS/v7e4y17T6Wa/wwx8zsWDSwT2yqn989PBRJwZfqs/kShomKx/dvt3l5d687773Xpfn4724qmctD/JCQSAIbB8CmXBsX51Eo70JBJMAiE7HTpEObIjsuOgMWYkjrfnsDJ2wXL78Ysfmg1u3ug7t/PkL3coZK39DuyhVLmlMx+Sibu2TTjk1j/qpU43LfRAIAkHgqBBw8I4vwr9C+rM+Ha5cebkL1q/pT8mPn8XfOgm5sreY4yIOCy3sSrALMbSL0spUDld9q7sYu/J2JyzmU7/4VhHJNQhsHwJ5aXz76iQazWazVbbFL17cXdmikzp3bvfIEp0fz3SIXgF4vmL3xb19732MBf/x4ydLk9YOnI4wx6iWQpYEQSAIHAECU32R/lI/yqCfnYRuN+LD251vxb9C+mHSvnXjpwsnMkNFrb6zLw3xFy6cn0ddvHRxfp+bIBAEthOB7HBsZ71EqxUQYFudjpSO7qsH9zsOdH6u4H18+8MuzHR0mq6aEeaRJ9MvUqF2dhwLcNu/XrPatgjBxAWBIHBSEMCv4iMh/Sh+0skF/ha/W9Ox88vEgIkJvvWvf/9bdx1TZn2nPrn6Ve7dLR7DK2mCQBDYDgQy4diOeogWG0LAlThW2+j8eH5h7/hUuwL37OnT7jgAouk4OQKwuwuyf7u+qsYkBaJDtFOkAzbcL1bxcmMoCASBIHBaEHByoR/Fr+Jf8bPzsL3jWZTZXeDzF853vhV/6zsgfZjoQ4lz0efzu3e7iQxhHl2tX8vq45OwIBAEthOBTDi2s16i1YoI+G4G2e0M6bzoFCXPGNdJg50Z73BIdoDnSl4mFH4m9xc3b3ZJ6WzpBDlrzCof9Mb13fdP5JVrEAgCQeAkI6DfpAz4U/2qizyEV//rpIGPeOAb8ZselWLyIembTcd7HvhPwknvIo5fp/pJfKvQ5RoEThQCmXCcqOqKsssQcNufdK7IcW+nyPa+OxOEf3Drt92Wv3zZwveFSl6MZNJBx0e45HEqZPHSef0qCp0sR6xqmPlyDQJBIAicVATwm/o1/SllqX62+l98Zn3m3i/04VfdFXnl6tU5X/i5EPTJnU/35Scc3+zHRE4qjtE7CJxVBL7x/Pnz52e18NteblaFIM6shoLASUAgNnsSauns6qh9tgjEx7aI5HnbENB2Y6vbVjNnS5917DA7HGfLVlLaIBAEgkAQCAJBIAgEgSBwpAhkwnGkcEdYEAgCQSAIBIEgEASCQBA4WwhkwnG26julDQJBIAgEgSAQBIJAEAgCR4pAJhxHCneEBYEgEASCQBAIAkEgCASBs4XA0pfGfUHkbMGS0gaBIBAEgkAQCAJBIAgEgSDQh8DUDxhkh6MPxYQFgSAQBIJAEAgCQSAIBIEgsBEEvjmWy9SZzFi+STeMgLtLwX4Yo8RsFwKx2e2qj2izHwHtc39oPj3e4pHn7UNA2814YPvq5ixptI4dZofjLFlKyhoEgkAQCAJBIAgEgSAQBI4YgUw4jhjwiAsCQSAIBIEgEASCQBAIAmcJgUw4zlJtp6xBIAgEgSAQBIJAEAgCQeCIEciE44gBj7ggEASCQBAIAkEgCASBIHCWENjohOOdt9+e8UKJv6dPn55qLC3ng/sPTnU5t7lwrc29dePG7MnjxwtVxi7H5Pvyi3uzH/3gh3N7hvdpt+mFwCVyLQRae/r+d783++jD20t5Pnr4cPb6tWtzO+SesJbG2HSbJ89BYAgBbPM73/r2PrvDhpcRPhJfaf+Inbf5xtr0MlmJP5sI0MdXn4it/fr990eBUW1aG+Xa51NhiO0S39rwKGFJtA+BjU442gr5/LO7+4TlIQhsEgEcDDb37nvvzfhyx5/+8ufZk8dPZj++9tpCMa9fe2326OGj2e//+IcD+ZxQMImk03zpypUuDfwvXLjQTUBMs1BIIoNAQQCbYUKws3Nu9te//62zqVeuXu06yUV+crdj3bVnbJDfuZ2dGTZcJ9artoWiYm6DwBwB/Co29cqrV+f+j8hlCzrYOYs0Ozs783yXX7zc5XNhbqxNz5XJTRBoEHjrxk9nT58+m/fhH9y6NcOP4mMXEZMKbNQxgz6V68VLlw5kJe2vRk5kDmROwAEENjbhwEFRORBOCvry3vLVkC7hCf2jseJQQ0ePwL0v7s1eevnK3N7OX7gwYxBHh1YHY1Uz7BSnQzodDPl+fvNml8fBH50t4W+8eX2enTTPnj6dfXx7+ar0PFNugsDeKpkdHYMxCNvCxh49OrhbIWif391dtPnkzh2DZr+4ebPztcYRsUpbmDPMTRBoEHjw4H5nm/g8iUEa5MTB8HrFN+IjTUsc99j8l/e+6JJqt8tsuvLNfRAQAfr2tg9nHMBvkW2Sn4VGaOyY7Wc3bnT2rOxc10NgYxOOe3vOhIp86crLnVYYBb9KbNOyPeU2K1eeWRUxfd0qcwAID8OZxcqHvB51YTApP66t8WGoDCTJ449nJ0rIQJ5x5K9HatrjDzWdZaQM6mk8+lYZps11dQScVJw/f2EfEx0JA7A+wikxUXRSbBpWnqFnz552dUU9yss0XBkgtnZV43MfBPoQYFLBoAv7qYSN4beGiAEfOyKLaNW2sIhn4s42Avi4i5cu7gMB2+3834P7+8LrgxPfGsY9NuwkZIxNt/nzHAREwP63tc+LFy91i4btmNN8XPHD2nEN77tnvMcE5SfXv1507EuXsPEIjP7Hf4tYMpi202SyQSdKpdIRssvhSnLlQRwTBQkjYZuM1ZE6OGewDq86+KuTEPIjm6M01dDgz+z0X/7y566j55mjNlwrYVQ4SY7XuPJoPBOHSkxOSNMOVk2D3hx1qPoTh76Ese0X2gwCrlRwzKkSx00gJg5TSH7tBKaPR2tDfWkSFgQqAtgXfqwl/Am+gV/rf9q0PJMOn9j5oau7O8na7qbaQp/chJ0dBLAxfNyVl68cKDR2R187RPTf+FD6VfpLiP7/jevXuxXovnx9Nt2XLmFBAASePNkdw7X+VP+JffaNOcmLrySdC9yEMbZkMlz5Yf/s1jE5lm/QXx+BjexwONlAHVaQIY6sQO3koAvc+0NlstrMFaKSmbUSxnl8qU4kDGM7lnTKI438XEnBkdkZf3T7dscf4zEvV56Rq3OUP1dXw9FFY1x4/GFvYoGxoxs/JyfqUfnn/vAQeNxMLJdJYpufOqa+sAnusYtKdsQ1LPdBYBMItLbWx5NOkhceWeHDTvVJfWlr2NS2UPPmPgi0CAzZKuH4SAZqXz24P+8DeQ+OxUVXpiu/VW268sh9EKgILPJ32u4ndz6d2yfjNRajsV2JxW/Goo7fDM91PQQ2M+HYO07FAN3ZoKsjVGKdkKgu6TwfX2ejr1x9tUtCZzrUoSLHHQ+20SSNwzjDuaoD22PGczWP8TWPExf0MI8GW9N5T3mYZDDxYYWHlchFEy7z5Xq8CPgi5Ae3fjtXhBU5Oshaf+yYhYLAcSHgRw64YpftDuxx6RW5QQAEHLCxy1zfz/BdpY9vf3gAqNj0AUgScIgIcLSvPc3ie58uOnsE/jc5kbLxmlj7SBUDcFcuGLT/0xf/eEBJ3u9wJ8JIj7747HUo3HiuTmpq2KJwV1760niERmdZeQ7JqWnqvcfCFk1KavrcHx4C7fGSIUk4GeyW4277Jr57Hz5gZ8wjLEwksc/sVg2hmfBVERhaXOnjh53iT5l0jPE1Y9tCn6yEBYEWgSFbNbw9W09+wr5a8Pn41qbl1crOcxBYhsBUf4etMdajX3eR0dMvy2QlfhoCa+9wDL2cW9VgQNc3oK9pDvNeg0JGq4fnAadOLvr0ZfDKAADnyeCU2TTX0OYRsFNrt085QwydO7f7LsciyexssBPFZKOdEJOP3S+O07FrRV3yjFO6cOH8IraJCwIHEMBe+yYH+CN8z1T/Y3ryb6ItHFA4AWcWAWyLPrP1rQCCvZ0f8H/asT64BXDZYmK16TZvnoOACLhI3PpTx3ZD9mn+oSsfjvn87mdddP3wj+8ac+UIYGh1BNaecPjpWwZsvrfgla0rqR5NMewory/sfbqW86XuyDibRY++AedU/R7vvUyHwbONjOMVn6m8kn4xAnSI/Jwwmtq6rbsVxnllJ4qvmLHiho321T0Opz2ygkPDyfkVNvnlGgSWIcDRT+2npsVenTDUcO+xQWy1JXg5MFynLbR88xwEQIAjxO1OLr6PXz3G3KJFP0s+B3/GE+ax5DE2bb5cg0CLgHbU2qdfAhzq+/G1fDmURcZK2DT2+sLlF7vFR8evXv3YD9c6pq08cj8OgbUmHAzc+EF9ToiKt/KPe+DNt+vpoDEsHB6Gx5VndNzEToQNoTtatvfpX4wZGlr16SLzZyUEeE+IiayTWbDm5W/q07poGZOGL4lRH7w4pn226ZhU1AkpdsLRKvj63k+bJ89BYAgBJrX4H88Hk46OD3v0vbW+vD+5/maXpnaS+Bd+vI/mqvAqbaFPXsKCAAhcvvxiZ3fYq+TR0kX+j34W8jw899gu/pb34qCxNt0lzp8g0CDAAgv9NsedHX/qExfZJn03P8YI9OcSfODnO8WG57p5BNaacLiajFpDFc0XKqA6Odl8MZZzxEiZnbZGxTMDTzvu5ZyGUzBpqavl3DsjxsArXsNcEjMWAQZc2B0dIRNIVoLZFq0vfzv5swPU2VAfbI/6v1K8un0KX+qTfMTxdSBspL4MOVbPpAsC2A72xH/HxZawKT+7WH2G9obdQnSQrKzx1R9tlA4SXtWXjWkLqYUgMBYBbBIb039ie9guH1Kxr8SHEl6PmdjPMpHWXrFd+ljioLE2PVbXpDt7CLz73j93R5vtw+m3tVnR0Hbt+wmn/2ZxRh+Mje6Gf2q2XA8RgW88f/78+SL+VgjbS6GjRSDYHy3ekbY+ArHZ9TEMh8NDQPtsJaR/axHJ87YhoO3GVretZs6WPuvY4Vo7HGcL5pQ2CASBIBAEgkAQCAJBIAgEgakIZMIxFbGkDwJBIAgEgSAQBIJAEAgCQWA0AplwjIYqCYNAEAgCQSAIBIEgEASCQBCYikAmHFMRS/ogEASCQBAIAkEgCASBIBAERiMw+qXx0RyTMAgEgSAQBIJAEAgCQSAIBIFTi8DUDxhkh+PUmkIKFgSCQBAIAkEgCASBIBAEjh+Bb45VYepMZizfpBtGYJ3Pjw1zTUwQODwEYrOHh204r4+A9tlySv/WIpLnbUNA242tblvNnC191rHD7HCcLVtJaYNAEAgCQSAIBIEgEASCwJEikAnHkcIdYUEgCASBIBAEgkAQCAJB4GwhkAnH2arvlDYIBIEgEASCQBAIAkEgCBwpAplwHCncERYEgkAQCAJBIAgEgSAQBM4WAmtPOD768PaMl0i+/93vHUDuwf0HXRzxTx4/PhCfgCCwLgLvvP323Maws7du3Bhla9jtd7717XleHDkXTAAAIABJREFUnltq07x+7drsyy/utcnyHAQmI6BtjclIWmy7/WHrlR49fDjDRk3HffxuRSj3UxDQRqs9jfF/y/JVvyvvesWOQ0FgEQL4terrsJ9fv//+oiyzIT+q7VV/+vlnd7sxbY17+vTpQv6JXI7A2hOO5SKSIggcDgI4GDrAd997b8aXO/70lz/Pnjx+MvvxtdcWCsTxfHz79uyTO592+cj71YP7nQMzI3zh/8qrV+dpiBs7oZFPrkGgRUD7a8OHnh89ejg7f+HC3A6xV34f3Lo1z8Lizo9+8MPZS1de7uL++ve/dXG0hXSUc5hyMxKBVf3fmHzYpjbs9ZM7dzrN8LcXL10aqWWSnVUE3rrx09nTp89mv//jH+a+kEkCC5BD9Mab1w/YHfZ3+cXLs52dndkvbt7sssrnlau7fT/2yrji9SXjiiG5Cf8agUw4vsYidycMgXtf3Ju99PKVblKA6gzKcBKsfgyt7DL4YrJBvtqx/eT6mzMGbXSY0IMH9zt+P99zQoQxseni7j/orvkTBKYggO2xKvfs2dPZCy9eHp310cNHXae4KAOTYzpOBmwQHSg2TTvQphflT1wQqAis6v9WzcdAEX+sj6265D4IVATwaeyC0dfbh9Of86MPn0Is/pCHfp7xA/T53budL2WCAuFLkYXM+NIOkpX/HPmEg9kj21QcwXKLiy1WV+GIr1uuOCLjLCWVTn63u7jCK3R2EHBScf78rpOw5Ay6ICYjffTV/QedPV28uH8V7eKli11yVpMhnJBh8sEh8aNTDQWBqQjgy87t7HSd29i82nlrrzW/HTC7G5VoC6zgOQmpcbkPAosQWNX/rZKPyTI2/Mb13QHeIr0SFwSwMajtn/GR+sIxKLn4yKSl+kh2TdxxG8MnacYjcOQTDlXDMHA0ErNIntsJBhMQjgo46cDY+o61kDeTDtE8/VdWfaELe6sSlpgBHcQq8ir0+PHjztawz5Y3/LBTtldDQWAqAq9cfXXfMagx+bVzJrkusLAgU33d4z17xDbxjabLOxxjEE6aFgH62lX83yr5yEMfz6CPFepQEFiGwJMnu+8DuyNhevwfNLZ/5qQD9rdsosvOxke3b8dGBXqN67FNONCZbSxW4JhR4uDsRJldEs7ZORwRcTgl6PO7n3XXeh5Pw9MQuwT5c6YRYOLQR66K4GgqsfMxlrDHUBCYioC7b1Pyaces3uET9Zds++svtcfuWEpJx+Q773BMQTtpxyCgvY1JW9P05aNfHzPoq3xyHwQWIaDPXJSGuGUTXeySxRsWvJ89fdodq1rGM/GLETjWCYfbWN0xlTLg8+sDrOT5xQpe6oV4UZJOl6M0dLhZxVtcwYndjwC2ht0xYNO26Ah/9f773e7F/tR5CgLHi4ALK54nRhtsmMmLR1GcPPNeSE3HS5DYtos1x1uSSA8CBxHAD2PP2d04iE1CDg8BJ7q8mzFE7Ji4yPOT69e70zcu8gzlSfhiBL65OPrwYnEyboEhxU5zSKLHBnh/o36+bCh9ws82An3HoUSEFxNxHKxcQOyifXDrt91XKKpNmr69YruhIHCcCPjuEkeutPX2PQ99rO8lHae+kX16EFjV/7X5OB7NhLhOkk8PSinJcSGgP1wk/8t7X3Tjz7ETXWyUyTG/2OsiZBfHrT3hcIDGllNLNax1Nm1a+RDOrLKPmJRwbADCUOhgqXx2OXyRqC9fwk4fAh6NardPtblz53bPcw6VHLupjoOOD/tiIIctYq8tb3iRRtlDvBMeBI4KAY5N7eycWyiu+taFCRMZBPbeU1vF/031m+4wv3D5xeAeBEYj4GILffZO+YSyi9bnL5xfyouFGvrxKb6RtMgMrY7A2keqHHxR2XXngYrhRRuIFeRlVM83+zI5PPxiFSvSDCY1KicbTDR8sXKZjMSfHgToEPm17+048Vxkc+1Lt6CiDV3Ze3ERezRM1LBHfu1KsvG5BoFNI8BiCvbaEnaP/WOn2Dr3X97b/2U2bLWbIDdfZGt55TkItAis6v+m5GPnjUEceUJBYCwC2kvbP2tPi/p+ZDDRxS8OTXTxt3Usq17kwc+GVkdgAxOOrz8pxnEnv5DCZ2tdwVj2FQDUpyJdcWZyAR94WMmcuyeNFc6khDR0yBJpQ2cHASYHnMX0jDoDLLY8cTg6pT402B0jnfbJlY8R1G9xX778Yje5cEcNPtzTQfruUR/vhAWBTSLA/9LAr9Wzw9grE+vqV7nv7Hjv4xrowHtJtIXY6yZr5GzwWtX/TcnHgNGvCp4NVFPKTSDAGBC/xoK2fThjT35jfJ0TlaHdDd7X4CMy8kZn/C/ji/p/uTZRlrPGY+0JB4BxJr4O1gSRQR9fnBp7Tg4e/KohYEC/u/PpPIyz9nUGS3r/WZD/Y0H5uZ5uBHAM2AcTASeoHC/BRiQnwe6aEY69YJu8w7E7aX2tW+1wwksabBbbMj/p+M+m5K32qZxcg8AmEHAhBbuDsFM+lMFHM7BBfu+8/ctuslE7V+5Jx0TadOT/5M6nm1ArPM4YAmP8HxNhbM134YBoTD6h5MTChRHHX0yfaxAQgXff++fOduzD2ZHQ9kxj3137fuJcmHbx2vReGQcwtuC/metL8b98TXXRQqb5cx1G4BvPnz9/Phw96wAnfui9ikV5E7ceAhg7FOzXwzG5jw6B2OzRYR1J0xHQPtuc8bEtInneNgS03djqttXM2dJnHTvcyA7H2YI7pQ0CQSAIBIEgEASCQBAIAkFgLAKZcIxFKumCQBAIAkEgCASBIBAEgkAQmIxAJhyTIUuGIBAEgkAQCAJBIAgEgSAQBMYikAnHWKSSLggEgSAQBIJAEAgCQSAIBIHJCGTCMRmyZAgCQSAIBIEgEASCQBAIAkFgLAKjv1I1lmHSBYEgEASCQBAIAkEgCASBIHB6EZj6xbTscJxeW0jJgkAQCAJBIAgEgSAQBILAsSOwdIfj2DWMAkEgCASBIBAEgkAQCAJBIAicWASyw3Fiqy6KB4EgEASCQBAIAkEgCASB7UcgE47tr6NoGASCQBAIAkEgCASBIBAETiwCmXCc2KqL4kEgCASBIBAEgkAQCAJBYPsRyIRj++soGgaBIBAEgkAQCAJBIAgEgROLQCYcJ7bqongQCAJBIAgEgSAQBIJAENh+BDLh2P46ioZBIAgEgSAQBIJAEAgCQeDEIpAJx4mtuigeBIJAEAgCQSAIBIEgEAS2H4FMOLa/jqJhEAgCQSAIBIEgEASCQBA4sQhkwnFiqy6KB4EgEASCQBAIAkEgCASB7UcgE47tr6NoGASCQBAIAkEgCASBIBAETiwCmXCc2KqL4kEgCASBIBAEgkAQCAJBYPsRyIRj++soGgaBIBAEgkAQCAJBIAgEgROLQCYcJ7bqongQCAJBIAgEgSAQBIJAENh+BDLh2P46ioZBIAgEgSAQBIJAEAgCQeDEIpAJx4mtuigeBIJAEAgCQSAIBIEgEAS2H4FMOLa/jqJhEAgCQSAIBIEgEASCQBA4sQhkwnFiqy6KB4EgEASCQBAIAkEgCASB7UcgE47tr6NoGASCQBAIAkEgCASBIBAETiwCmXCc2KqL4ssQ+OjD28uSJD4IBIEgEASCQBAIAkHgkBHYqgnH69euzf7pH/6x+z24/6ArOoNGw7j+6Ac/nH3+2d1DhmXz7Nty1DJt08BYPTePwGKO1D2/VQl7AVPtBl5fPbjfsWvjVpVxFPk2gf+6WI4p56/ff7/D+8sv7h1Ibpx1cSDBbNa14VpffWnWCUM2vuLp06eT2Tx5/Lgr26OHD5fmhf/3v/u9ud3hm3i2fVMX8INIy7Nx3/nWt2dDbR/d33n77X3ytQ3z13ji3rpxY1/69sF6MX97Jd620ubdxLPyV6mTTcgf4jGlvlse2L84UrctGdd3Har7lsemnrFn9Bhj15uSCZ+pbZH2M4QN7aLFsrY/5C1qV7Vc69R75bPqPe2ANmt5hvRGT+LacY/tyfxch3BbVcfjzNf6y+pLKWctd73H3pZhu4j3OmWudYKtogukX616em+dUb/UM+F9tjDEex19jzzv8y2iH//n//z8//jfvzvX6Pb//eHz/+1//dbz+//f/XnYL//rf33+v/zP/7AvbB65xTeUBb1bMvzu//NZG3Usz+pz1MKpe36bosoP+zmJNrMpLA6LD22V9vkf//EfcxEP//t/77D+1X/7b/Owvhvs/TDr5Kf/5b88/7/+0w/6RC8Nu/f/ftGVa2nC58+f44/4QY//x//oylSfwUi7bv2ZbQ3MJLBEb7CRD3HipZ/QpuEBkQ9Z6D6G+mSTj/BVcVsmF76HxXuZ7EXxU+q75YOd8esj28LYOunjcRrCprRF7Bjbr21CDIxrfQs2VccNpl92Xafel/EeE0/7xn9aVttkHe8QR9nAxLYvb8pt+zfsNF2xG8qOX+XHvb60Laf+z7a4DNspvFtZQ89t/aFr2z/WvOqA7voK67Pl1T4v413lbNP9Vu1wtLOtz+/enb308pXZ5Rcvz6Pefe+92c7OzuzLe1/Mw1jpc7ZYVwKcVTrLJINpuWdmSXpXJJlBQnXVgVlqXaFs41wtcrXE2WrHaMSfN968Pjt/4cLswd5qPFnq7L2vPHWVtOrXVx70atOrM7LAxvJzdVeAOPLxk/rK2OIhVsioq1HwYVVBqmUk3ePHT4zad4U/8ZKzfHlxpe7lR3moY678iJM+v/vZ3E7gWXEwDVd0BYuqP/ylRWXrqwN0kCf38GZltPJ39cpyIKuv7ijTsjhk8ZPUCdn8tHPiW92qvZl/6PrBrd92dVpX2t+68dPZxUuXZj+/eXMoW2+4eiCfezCyrL0ZZrOuHKRt04Mr+FpPffnF2fwVk0ePHs5eKD6nLz9h1A/19srVq12Se3u7PZaddk0c5cBOv7x3b58/e+XV3XyWE33/z+9+r8OOvJXwd+BqHnwiP3hC+ERk/WrPh9W8fffPnj3t8sCzEmWHL/YDNtRHbSd1FY54cBxL8NGXU+Zq/7TzSsgVF8KpH8Ig7E2/gA7uMqALdkMYvKuPqH4KPrY3+C2q7yE9KYuyla+8Tsk938r9+QvnDTpwRd/97efGHHPKTD2IE2lrXXBvHLpUDPXV8CAOPtybRr7IJt56rjhVjBbVO+Unf21Tlgn92rZY0yEbvaSv7j/otUvi7VvOn9/fNrCpZ3t9i7rIz/Ihp/Uptd77fK3y4IUdVNuyzrWDth2QtuKnPvVKPO3ZNshYALIPJh5/ypinJWwN2banNn7RM2XRJrjyo54sb4sF8diF9k18tTt9he21tUvizdu2J+KUW3UmPRjj0/CF/K68fGWfT6jpsSFsQKwWYTuVd5Wz6P6Af7/6alfuRw8fHciGfpTv6/Hsvc7utQH9PFhCU3gfELZNAds0+2HWVlcqmAEyQ3TW16crqx11pZSZLc+sXrgKWFcMjIeXs0Z4OMuUHzNOZtXId1aNPqwqEA5NmWUqq68MyIA3RDqe1dl8PFseMFK/Ous3bS2Pqz/oTBl5hj/Plg9MIFdRwQ+ifJadZ9IThxxoCCtXG8xLPuT6TN3AxxUb68T4jvneH8sETwg+1i/PrlKJjbjBS37GgRW6qB+8+oh8yBAXdYCPeeXdls20tQ7gBebUGfm5J0wctXPizI9eyEdnwiH05XlZXC27WCvLOkY/SN0qboQps0u04I/6Isd7yrmM1EO5yOSnTVAGcBrSQ8zMD1amRz680KmP0JO05hUjZYOz+PTlN4w01odh7ZU04olM68F05NfO0Fudarhp2yt6Vhu23PJo09dn8mnDNRy5/OTBffVNlMUytHVY+bT36kZe75XPM9hUHMRMPqS1rFyJt77kRzjtkV/V07yEQ9aJz+Trq2/5DukJRq2e6stVG61h7T14yMN77Ra5xCGHdoCe1Ac0pJt1o02TxzbEvfHgzc9yE4esWteEQepl3rbejTev8eionpaJtMjVvtTTukQf5XbCyx/lwFOCD5hYDq7qIf7Kwr4oY1vv4AMP5BI3hLX2qR7WG3mNQy/ih8qg3n1X5MLTsoAJ+vAjXIzIS5kIQzbXmq+Pdw2recES/vDRzrnyrN1YXq4QZeNHPPnVAb6EVV7wJq28ibN+iKvtvurY3iun4mway1PxMc5ri63hXBfxrumm3COPclPelohbVu7WViuPRbxrum283+odjl/cvNnNbF2lYVbNioWzPiZuzBSZFTrTZ8bIbPhe2QFZNsF76cqV+aoK/NhVYdUBPn/9+99mn9y508lkRvrG9d0dCXj+5tatbgZLnlWJ8jDjvnLl5Y7Fx7dvd6seloeyoQur8xI6qB/3rBpUTCwP6QkXx52dnZmr0qzG8kO2K7LMqin7WBrCinBWLcAHAseqJ3WD/s7ineX3yRUHVr7QlfLAj9UpiJ0h+fTlr2GuloADfCtmNR33yHC1hDrgmTpYVjb5WAeUE2LFnHtkc8/V1YzLl1/syuYqnTzalZ/f//EPsz/95c9d9KI483MVa2WBFb9qs+gjzi/t2WHLv/Ks99onK+u0U2zJMtd0Y+7VjbRgT31XPeVBvdEWkaXe1C3psZMne7tlQyvL6Ey7Nu/FSxc71uSH4H/x4v6Vf2XXK+1OHjXce/WnXNS3/I1vr+C2iF9Nb5un3JL25Qqp4e0VPboyNrsbhFPvtFX1QG/tUt9UbYn4ZfKQj74QfLET2hN+FUJvbNA0XC1Ll6Crk0dzndCdugdXiPTo8cmdTzu+53Z2zNZdkUPbQSbkCrn1MVTfy/QUQ2T3EXaIDFeR69UVcW2DfgB5YKsPZmVUG0cGdU398Pvo9u1eDN3xevz48RwT8tY6Jz/PyIG/RN18sOezCROfZfXurph5xePp02cH2uKYtqftqZdXfX67uo48y9HZzsVLnU30+Qh4aWfWuz6dvhEbgR/+W6ypF+zR/sA600YvXDjfpRUz8FIfdR9z1dfZppGjzbb50R2ib//Xf/+37ke50HUsDY0jaC/0M9YjOwsScvmRl3gwUF/SiOVQ3w+mEmXDD4ur4e3V3TjC7Z9qGvpldNEf1DjvW2wNX8bbdFOutG13DCs28kAX2lZfHHWInyAN7bOt/2W8lbGt129uq2LoBdh0FFSODYmK4IdzY6BAnB2IZcFhdU7l677YqN4rjQbSEV9ojjMQ57ZYtyW9f/e/l+dQIMZUiYaCc8K4lI9R2SGZdmfnnLdduX1wsOQgi3DLo86mIQ5M+T15stvwudexdHkvXuoGc/IfuqprH1byptG1RCeEXm2nUnWseSgLOtrZdI7l6tVui/HnN2fzbcmaZ+heXIbia3irD89gLFZDZZNHK6sOYOHRDorMV68/uf5mdxQCWfADMzuyRXGVRy/WFy/NOwbSVt3MSz2NJTpqjhCgo4PRsXlrutqOtUuO/rTkoIpBGr+WsBUwbuvAdHSYHNeE8B8MTCBs2Y6cAfAyIi0DkyF6/dprne1aZ0PppobT9n5240bXwbadLHbKYHMRkR9q693jLJUnaS++fKXDCKz0v4v498XhE6gT6hXf3GJCnBMb6q+2P3BGNvpaP3UQBG/8Jzwgy6dvQmf9B+1BHp1f2Ru4tfWNvDF6Dk1qyY8c2kNb1ooPOv/k+vWuf8NeTUsZ4FHrwnyEa7Ntf6LNU96KCXULgav3dfCGvJeu7x7pIZ11gBzkLap3MGUAKml/yGLwTRnnei1oe53ch49mr1x9VVb7rsihTE5sdtM/nNHO6C/BqsP8+vVuEozcip/2Yd2Qn3r/6Nrtji/2INW0rR0Qh/+27imbxynBiXK3/Zt8h67gzBiHwXfVYyg9dtX6WnzRlMlObWPe08dRntpmuJeoA8j0u/dfL84s6/uxb8r5T1/8Y4c5bboth7K8ujBBHTNBYEyoPWG3YGe7MU+9LsJ2Ee/KY8q9dYPdoC9Uy0jfg31YhsqbcCaQlOvH117rjrJVe1/Gu/Laxvut3uEQMBo4DZEflUFFscJzHISxu6LgtRrTMp3Mg6FTLpxLdYrkp/GYzqsNg3id4TJZxxmPjuper1MdMWXw7CadIB0EPOhYaNAQndCmaRHGmyzbIr11PtgDnRsOl8kHzmhR3CKehxFnB1k7oVXkLMK88mNAg8xqV95jC8bXPN5jN55XRh7O3M4K/bEp/MtYXeTbXuloGNgwGZOX1zbtlGc7InQdWhl04D7E13bT1peDTPOBFWVgIuggkpVPsfYqfubruzJQQR76Qy0WhGtHDHrq5FN9aQO7fHYXIZRD2FB62oyTUtLgv7ERZKHDUH2P1bOdtKmTg/qheNNxBXeornh2ZWoWg5y0mdf+0HrgSvkg8rNzKlF/2rV1af1bz9U3UwdM2Ew7VO/YB1jJq5O9N+EHX/Jbr8vannq0kz94zuU0O4+UCdnsslFmiPzIbRd1fE+QctV6R//WHpEHgQPk5JX7Vpdz53Y6DODDgJ/FoCmELixk0o7ascAUPuo2Nk9bZvOhi22GsDrgNc2iK3yrTXqPfTFWYleDcoItkw/88RhynKU/II8TvWq7lddYbCvvuhM59p4Ft5bQiV/dAcbGsZMXStts8/FMm8EfMFnqoz7efem2LWxrJxxUDJVdZ9eCB9g0ejsNZ9XG7zqT3WMShNUOWEdi2nqVn062xulQq7HX+Kn3lIEjAJSTFRpI+XZAQzx1rMR73+ek1dk0pMfY+dH58uO+YtLKrivdNZ269mEFX9JStj5Cr6pTLUdv+r2VTZwLHbgdJ86qr9x9PKaG9elHnS0r21Q5Y9LjDHH6DCbAtdrgojh492K9NyCgDreJajvWLvsGbHRotU23ZWCwR131kdix5e9AmQ4BnuDRDrr7eCwKw+bpfGg3v9s74mN6+fvM1bZYw4bu8YXw5ghHXYBo07cDrTaeMlreGkdbpm1JtgGwJD1UfYDp2itlqr5bX1B51zykp15YoTVtrT/rh/zYiCvL6gPmNb0Dc9KTlyuDc9oK/LGPuW9sdlOqXu19n55DZdIvLvNPTIgYVMCnLqKZv+qA/2OytKwuKGNnV+VldepcjHZt/OtJNQM/eFoW64C2t0wWWNa86IvdWO7aFpe1PeLtV2q5uYcPVAf+pmEigc1jB5RBnY33yocXiEO3Ze3861Xo/cct4eUgUF3EjWOl2JU4K3fRlYE9ixP4Ige9i9Ibx6SgHaj7IQjTLLvavknnPdhQPvShzfCr/mTebsqL0LWfH9M/UgfwpT9DDvmx10qE4UPEmjjssiVt2Tqo8UPYLuP9r3tH1KZcmZCzGMiYpBL9QMXPNtBOLJfV5xjeVe623m/thAMDouFSgThliQqj43U1iIoj3orkHuPlnQgbh+9zkKYasDzrFX6ksRHRqOuRFlYwjEMWjULZlc+Ye8pog7OMbK8j34kWvJFvPHzpmCgjP+5rJ1Tlwp8fjtAGTSOkwbNrQFm553gG1OJDXspqedvGNISVfN95+5dzJ4FTpRw4DbbM4WmZuPY5E8ti50UZdPJdp/Hw4fzdF9N6pZHXyZLhY6+tfshmQLSsbGP5j0mH7fETG+2MdrEorvKmHdSywKNrP3vn32va475HL8uInTL4sO6rbhwFARPth3wMxLFPwvmx6riIHMAgB5l2CoTTaY6hrn3srU6THpypF9qU7xNUPtgP/EkHqf+YAQpp0RX7WzTZYOBgG6my6z0DzD5c0a1O8OrAXR/joNiyUt6WxNIJJD4TwmeDGfXKgI56ol3xJR7CKFs7kcRvUD/qi9x9Ono8rJkomR5dkMEPeSzucKWOoKH6XqanAzT7mI5Z+cNAaGjwbDLKgs3uLhr8ttNRv09+dK7tAWw4ugRfbEYMKQ8DFvwredCN8lEGqdYt8XXSpq6mhQcEhsvqfXeS+vXinnVKHXHPr22L6AK1bW938Pg1ry7R3h/iIOuVe3hjH+gLLqSxLbG7Q7h40n64p38Fm1rvlLH2+fKkbwZrfmJNfdgPqos2AI8puxvUGTo5Gd4r6qiLfl1fAhZMSCnfWBoaR4CPeGuj8sSm+JEXmR3Ge8dTSbOsf2S8RL1LLAiIsWFclePYjTCwQrd6nLK1ZXkswnYsb3mNvVJ26gBcIGwF/Hw/lzB9KuWo1NYnuMILntAY3pXftt5v7YQDwOhYAZoGjqHyY3BMo3I1AKdAGpwE8TgGGrCOknscAXHwIXwRwY80dKTk2dXj0+7KqijOxTjPS+LkMBDSO4hYJKPGUQ7yoxsGyjM/GiX8KBf6WF7y8j4HAyxXOynjEHGkgxVR0sKPQbiDIYyee1aIiANbHTb8wJnGaXm5rzSElXxJSyeoXPAjDhnobL1yJh+nM0TkUfbcye9trfvc5rUBI7sdxLRp+57RB73ITz2jLzosK1sfr1XDqDtIDNUD3RbFVXnYDvVEXsqCPfHMbwxhN+SZSqu0B8qFDWov9ThSlY/9oL/2w5XBLGHaCmH8WrK90SEhhw5L26Kj4GcbWFYGJxDKqINx6wwZ/Gjb+CnKaHtCP3RWvnz6rtQfRKcrT6+mp3ND/0Xb9cSTrg7ayT/PW3aG0Nn2Ba60X/BCLmXAF+I/WiIt5cIXktZBFWWH2PmBwAj7wp8RRj7SgL8YURbCnUQh33t4oGOLH2UxjR/MQA7yGGjDD2rruwssfxbpiQx0lVfJ1t0yoNV+rCev6EFc/YS05WYVHqKctF3bA8/6beLxR8iGFz98nPHq1jEqdUvZKTOya/0zadDmyQOm8Pa3qN53Jwlf9wvoCYE/+akb2+KitkceJsJVr47R3h93fChrxXG3P7vTyQFzJze0NWzQfpT2wzM6tPUOlti5Nld5Ir76WvhZ75QPEifqq+Jo/feNCagjxiWQOlquMf5Wv84Emnzggg90nCDPTsDAn6FxBDg5ZgIT/BxldBJS8aBdMb6QSKdPsK7A076fMR32ZVmJk588vBKOXZuW/lgbNw0Y29YNG4PtGN7yG3sFN+rfclMH2BZ1JaEv9tNSW5/5C/b0AAAMXUlEQVTgap9G2mW8x9R3K/NYnrfp01l+jm2bdNomXfz8G9fQ4SGAHfoZv8OTcjI486nBnw78Y7NNloDPOvrZxU3yPUxefq5yW9oj+PV9hvEwMQjvzSPwHwv++d3mpYXjVAT43Gn1ifoBri3xedPj8Gt+crbVh+dNjyPoI/DffeXvk5+ws4vAVu9wHMsMLEKDQBCYI8CKa90SnkfkplupYiW1frL6OGFhFbd+Leg4dYns1RFwl6DduVmdY3KuioC7dKxMQ+zWsYJev6TFkWV3L6scdlJYza9HgGr8Yd7X4ziblEPZ2XFw95gycqoEW+1bud+k7PA6+Qhs3YTDbUgaaigIBIHjRYAt8LolfLzabJ90troZIB63v2JgxLEQBj6hk40Ag7pMNrajDmlPHJPhiIsDbY+3eLyRo2CEtcTxIl4mPo6BOEer+nRqdZz6jF3C17JzfIijWUPHoqbyT/rTjcA32Nw53UVM6YJAEAgCQSAIBIEgEASCQBA4LgS2bofjuICI3CAQBIJAEAgCQSAIBIEgEAQ2j0AmHJvHNByDQBA4Awj0fX3mDBQ7RQwCQSAIBIEgMBmBTDgmQ5YMQeBsIcBnGsd8qhFUOOc8diDuC5lDaI6V62cWN/EexViZ6O6Lk0P6b2v42DpaVj9D5QMXzrxX4sy3n4tEPjjzrsIy6uNFPj9hCi/u++qeF1rRg09GSoT5SWTyolNrr3wSVJ6k6eMtP69j7cb0y/Boywh/dIe48oxulr9iib6+c0D8kJ366VNfiFY30ssbfNAVqjzbPObNNQgEgSAwhEAmHEPIJDwIBIEOAV4c53fUdBxyj0PmUeM6Vh4vnv7rv//b2ORdOgb37QCeATKDWP5vB/x4kZb//eP/LRkS0MeLtPz/Cuivf/9bx4+XVvl/FQ7I5cdXu9qBMXrw/xr4L8fowv8aIqxOKvhnY7wozI80XDdJy/DYnVC8NpcvXugJcQU/dOMHrmJCeZmM8A1/4/kfFua1HEwimHi1RN0Rh0zygw/1AF/C+L8CoSAQBILAKghkwrEKaskTBM4QAu3qLQOSutrZDmaAhjBWSUlXB3N9sNXV3DoIauUy8OlbeW15OugyLavVdQXYlXviiUNHZEFVJnoTLx/i4E35LTNxpINnXcFH1yHq4+tgGRlVJqvQyKxhpFHukIwaXlf0K76kWaSLOJEOHZBJWB+hPzryX9rbL2UxwCfewSpf7eFToYT30SJe6IsufP6XrwBB/Hdn8lR+1Df1ZBrlEIZ+fgXKf5TGfzyW4MM/oENWxbnaKeHUA3IrwV87GMJqGR7wgC//cA0CrzrYR686CUJXMOHH51ChWgd81hqeErbJ566tD8O5Mknja2d+WclJp881be6DQBAIAlMQyIRjClpJGwTOOAIMuhiwuILKjgCDmTq4YjDOf4hmhZT/Qtu3+lxhJD0rzvBigF15mY40yCENfPlUbzdw2htgmY4rq72sADNIYxUc4j/yMiCDP7wYbMGH1WHC+wj+/Hdm0sGLz9+yKs9gzk9OWkZ4shrM8we3bnW61kGe/JEFHqzKk5Zyoyv6SWAMD+IY/Ll6TVlMb9plV/RigEs+8vMJT2mMLqZlwIm+DtANr1cGyH3x/pfoOmhlYsKgegj7IV7uOtRPNfPfiFsCM+r43N6kxHjKYN0R1k4YwB6q/E0HT+sNe+C/JFOXEhMB+IEzMsCesJaW4fHkyeNuQuSkqM0PBpUv/wEabCu+7UQLvSwb2NOOWqIuSJf/u9Mik+cgEAQ2gUAmHJtAMTyCwBlBgAE3AyEHlgx+GICzMirx7Aosgz4GMX2Db9O70trHyzTkR2blywCL4y+VGFTx+8XNm90AjIEX34hHB1Z/SY/+rgAjux2cya8OhpHFQFJdTcOVCUMlBqsMbJVR49ABXX5z61YX3GF5/XqnswNC9IEHcehAuCv6ne5Xx/+vDXBDD/LB9933/nmuzhhd5omX3MBbm1iSdGn0VF7840Xqx0kCA30mkj4vEqhdMoGGvrx3r5vktXlIR11Yb8ijThj4W29d2JvXu6xgwfMq/xRSu3Mni90UdqawG4jJDJMswvmhm/8HwfZhueDl0TUmSNBQPWnHDx7cn+/SsPsnry5z/gSBIBAEVkQgE44VgUu2IHAWEWCVnwGWgx2u7Eg4GAITjnhIDLoYQD57dnAVmjTE85Nc+a78GDTxTFwlBlf+V2bDfWbAKSmDlWPiaxxp2mfzMbDzxVoGfH07L6RFD34MdMGDnZG6Ai0/ruggJoY7SOzTvS+MycMY6sOt5h2jyxg5x5kGzMHIATe2yQCZCecyqrtd2iD1Vu1XHmAFeVyKevZ4mgN569E82FXdUTJ8zJVyvHTl5W7iykSXMlJWiN0wdr6Y1Lpj4w4e9cukWFv88bXX5kezxsglDbL+Ze8dDiZi2LOToLE8ki4IBIEg0CKQCUeLSJ6DQBBYiIAr+A54vC7MdAIjWQlmsMcOAQNHBnG8p9BHHFHh2BJpGbSyOu0AsS99wtZHgAkgP3YdnEi98/Yvux0AJxBDUqgjJgxMKt2JYlLLQN/nNi8TZ229XtuJRptv6jPHwOCpHshl4M8ECf341WNPpEP3+v4GdouOHP2SON64iDguBoEJMiF3Q+TdBeZPEAgCQWAFBDLhWAG0ZAkCZxUBVm3ry7l9OLgaTJyr7OfO7Q5g2vTGG05eBjsOeAh3R6DyJbxbjS47GYS5W+HOAGHI4McOCfE1jvj2mTAJPVgxZjLBQIzBHrz6yNVlBnlMyvoGaejQlplyQOpeeRtWdUSHMdSHW807VZcxMvvSXNjbwaqyGSCD7bKJQR8/8jLx4xgfEz0H/OCKDFbk3YEjjB0PjgZJxDMhpD4dUBNHOuqw2p55wMoJiWHttdYRcTzzDlBLy/Bgh8Vdkzavz+27KYb3XdldBOdlWGsvfe/E9PFNWBAIAkFgCgKZcExBK2mDwBlH4JWrr3YDLwZtEAM6Bn8M4CQGbg6iScdAxtVa09SrL96Sh7y8fN0S+VnNli/3yK4rveRhwMjvV++/P58YoAODSL6MRHoGpciB4MNAsiXCPB5lHF8yagdupPPYlTx3B76P5gNh83NFB3SxzKT1vRj0bsnykAZZpP/87tdfHGrTt89gWXGruy5TdWl5j33m+A9lVm/LQPhUAgPsDR6f3Pl0H8bUTd154F7bc6WfXQ3qiUlknWygBy9fO3lp9cL+KAM7KOgAYfMcsfIZuwJrSPvkPY+WluFBvVA+7AqCP9ihA/ZAmeq7IZRH+0YH7FY9eGbi6zsqrS71GR5dOyvvY8FH3jVt7oNAEAgCUxHIhGMqYkkfBM4wAgzIGKw5yGblmKMYhEmsyjOgZuDDSi3n6xm0QPUTtKbnSloGcAwC24Eg8R59IQ1pGYAhs+/FYORxfARZ6sDglIEa6eHFJIQ4XhImvCX0ZfWcCQ7p5OO7Ag7WGXCqnzyRi3zkQLXMyOIIELjAkzjwQr8hUiay5G1aBqbwcYBpuFewZBApboZznaLLMjmVb3sPlmDBwNgyE+Z7FlN4w4P0Tjzg528IA/Vh8O0g3royL/iwc+enaM3jddceduvI9zioQ+qSOAg8sSd4svuCfTqJVB7pluFhvTDJhBfysBHt6Xd3Pt330jgy0YN8yCOd73AwOWOy0demLFu9khdZ4kI7k3dNl/sgEASCwFQEvvH8+fPnUzMlfRAIAmcHAQZjUN+nNE8DCgzinUidhPIw6GYAy6o9g8zQ4SDAZBPbr8e2DkfSyeEa2zs5dRVNg8C2IZAdjm2rkegTBLYMAVZyp5wZ3zL196nDkRpWjFklh1wxv3z5xX3ptuXBIzIehfJ4jUdrtkXP06iH7zL4MvVpLGPKFASCQBA4KgS+eVSCIicIBIGThQCDXY5kcASk/v+Gk1WK/dpyjOedp293R5OI8XhL39Gs/TmP58kjMhzR8cjQSdqNOR7U1pfKxJTjV743sT7Hk8+BnUAn6ie/NClBEAgCR41AjlQdNeKRFwSCQBAIAkEgCASBIBAEzhACOVJ1hio7RQ0CQSAIBIEgEASCQBAIAkeNQCYcR4145AWBIBAEgkAQCAJBIAgEgTOEQCYcZ6iyU9QgEASCQBAIAkEgCASBIHDUCGTCcdSIR14QCAJBIAgEgSAQBIJAEDhDCGTCcYYqO0UNAkEgCASBIBAEgkAQCAJHjUAmHEeNeOQFgSAQBIJAEAgCQSAIBIEzhMD/D2q4bkBr1BpUAAAAAElFTkSuQmCC"></p>
</div>
<div class="specification">
<p>It was noted that during long periods out of water, turtles rhythmically moved their mouths to take in water from a shallow source and then discharge it. Changes in the dissolved oxygen and the quantity of accumulated urea in the rinse water discharged by the turtles were monitored over time as shown in this graph.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="specification">
<p>In order to test whether a urea transporter was present in the mouth tissues of the turtles, phloretin (a known inhibitor of membrane proteins that transport urea) was added to the water in which a further set of turtles submerged their heads. The results of that treatment are shown.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="specification">
<p>Further research was conducted to determine where mRNA expression of a urea transporter gene might be occurring in <em>P. sinensis</em>. Gel electrophoresis was used to analyse different tissue samples for mRNA activity.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="specification">
<p>Expression of the urea transporter gene by cells in the turtle’s mouth was assessed by measuring mRNA activity. Turtles were kept out of water for 24 hours and then injected with either a salt solution that matched the salt concentration of the turtle, dissolved ammonia or urea, followed by another 24 hours out of water.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce whether the excretion of ammonia or urea changes more when a turtle emerges from water.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the changes in urea excretion in the mouth with the changes in urea excretion in the kidney when a turtle emerges from the water.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the trends shown by the graph for dissolved oxygen in water discharged from the mouth.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest reasons for these trends in dissolved oxygen.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce with a reason whether a urea transporter is present in the mouth of <em>P. sinensis</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the additional evidence provided by the gel electrophoresis results shown above.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify which of these turtle groups represent the control, giving a reason for your answer.</p>
<div class="marks">[1]</div>
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest a reason for the greater expression of the gene for the urea transporter after an injection with dissolved ammonia than an injection of urea.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The salt marshes where these turtles live periodically dry up to small pools. Discuss the problems that this will cause for nitrogen excretion in the turtles and how their behaviour might overcome the problems.</p>
<div class="marks">[3]</div>
<div class="question_part_label">g.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagram below shows a small portion of the tissue in a transverse section of a testis.</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>Outline the process of <em>in vitro</em> fertilization (IVF).</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>Identify the cell labelled X.</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>Outline the function of this cell.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how meiosis results in genetic variation in gametes.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br>