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<img style="width: 100%;" class="qb_logo" src="images/ib-qb-46-logo-683ef0176708d789b2acbf6ece48c55de4cd5ddac781fb455afe3540d22d050e.jpg" alt="Ib qb 46 logo">
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</div><h2>SL Paper 1</h2><div class="question">
<p>What is formed during transcription?</p>
<p>A. RNA strand complementary to DNA strand, formed by RNA polymerase<br> B. DNA strand complementary to DNA strand, formed by DNA polymerase<br> C. RNA strand complementary to RNA strand, formed by DNA polymerase<br> D. DNA strand complementary to RNA strand, formed by RNA polymerase</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">What is required to replicate DNA?</p>
<p align="LEFT">A. Temperature of 37 &deg;C</p>
<p align="LEFT">B. Free nucleotides carrying A, C, G and T bases</p>
<p align="LEFT">C. Plasmids</p>
<p>D. Endonuclease</p>
<p>&nbsp;</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question was too easy so did not discriminate well.</p>
<p>&nbsp;</p>
</div>
<br><hr><br><div class="question">
<p>Research has shown that the genetic code is not entirely universal. Which research finding has shown this?</p>
<p>A. Some amino acids are coded for by more than one codon. <br>B. There are differences between the base sequences of genes in different species.<br> C. In some organisms the genetic code for mitochondria differs from the genetic code for the nucleus. <br>D. Some codons code for the addition of an amino acid and some code for the termination of translation.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Some teachers complained that this question was unfair, as only the universality of the genetic code was expected in the guide. This is true; nevertheless the answer can be deduced and in section 1.5 the guidance does mention that there are some minor changes that have accrued since the origin of species. Most candidates went for answer B, believing that there were differences between base sequences of genes in different species. Although this answer is a true statement, it does not explain why the genetic code is not universal in all cases. The same happens for answers A and D.</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following chemical elements are part of biochemical molecules in living organisms?<br>A. nitrogen, sulfur, phosphorus and iron<br>B. lead, oxygen, carbon and phosphorus<br>C. helium, carbon, sulfur and nitrogen<br>D. silicon, helium, oxygen and iron</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What property makes water an important coolant in the natural world?</p>
<p>A. It is cohesive.<br>B. It requires much energy to evaporate.<br>C. It has a lower temperature than blood.<br>D. It has a low specific heat.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>For which discovery about DNA do Watson and Crick receive credit?</p>
<p>A. DNA is the molecule that genes are made of.</p>
<p>B. The amount of adenine equals the amount of thymine in an organism.</p>
<p>C. Phosphate&ndash;pentose bonding along the nucleotide backbone is covalent.</p>
<p>D. The shape of DNA is a double helix.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The image shows the structural formula of a molecule.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What is this molecule?<br>A. Amino acid<br>B. Ribose<br>C. Deoxyribose<br>D. Lactose</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Although the question could have confused candidates by adding the charges in the amino and carboxyl termini, this was not an unfair question. The fact that the R group was fully shown should not have confused them.</p>
</div>
<br><hr><br><div class="question">
<p>The image shows a DNA nucleotide.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Which correctly identifies the parts labelled I and II?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What is denaturation?</p>
<p>A. A structural change of a protein that results in the loss of its biological properties <br> B. A change in the genetic code of an organism<br> C. A change in the amino acid sequence of a protein causing a disruption of its 3D shape <br> D. The process by which amino acids are broken down and ammonia is released</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>How can the rate of photosynthesis be measured?</p>
<p style="padding-left: 30px;">I. By the amount of oxygen produced<br>II. By the increase in biomass<br>III. By the amount of carbon dioxide produced</p>
<p>A. I only<br>B. I and II only<br>C. I and III only<br>D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The answers to the question do not reflect a measurement of a rate of reaction, as time is not included. As none of the answers include the time, it is implied in the question.</p>
</div>
<br><hr><br><div class="question">
<p>What is a role of sulfur in living organisms?</p>
<p>A. Formation of proteins<br> B. Formation of carbohydrates<br> C. Formation of teeth<br> D. Transmission of nerve impulses</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question turned out to be an excellent discriminator where most good candidates mentioned that sulfur is used in the synthesis of proteins and many of the weak candidates believed it took part in the transmission of nerve impulses.</p>
</div>
<br><hr><br><div class="question">
<p>Which process produces the most ATP per molecule of glucose?</p>
<p>A. Anaerobic respiration in a yeast cell <br> B. Aerobic respiration in a bacterial cell<br> C. Glycolysis in a human liver cell<br> D. The formation of lactic acid in a human muscle cell</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There were a number of criticisms of this question as being confusing for candidates. Those at the grade award meeting considered these comments but felt that the question was appropriate, though candidates did find it challenging.</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">Which always contains carbon, hydrogen and oxygen?</p>
<p style="padding-left: 30px;" align="LEFT">I. Carbohydrate</p>
<p style="padding-left: 30px;" align="LEFT">II. Protein</p>
<p style="padding-left: 30px;" align="LEFT">III. Fat</p>
<p align="LEFT">A. I and II only</p>
<p align="LEFT">B. I and III only</p>
<p align="LEFT">C. II and III only</p>
<p>D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Usually candidates do not answer multiple completion questions well, but in this case, more than 50% of the candidates were able to answer it well and the discrimination index was high.</p>
<p>&nbsp;</p>
</div>
<br><hr><br><div class="question">
<p>What substance is produced from glucose during anaerobic respiration in all organisms?</p>
<p>A. Carbon dioxide<br>B. Ethanol<br>C. Lactate<br>D. Pyruvate</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A<br><br></p>
</div>
<br><hr><br><div class="question">
<p>How does chlorophyll respond to the red, green and blue wavelengths in white light?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which sequence shows increasing relative size?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which carbon compound produced by living organisms is inorganic?</p>
<p>A. DNA<br> B. Cellulose<br> C. Glucose<br> D. Carbon dioxide</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>A short sequence of nucleotides reads GGACAGAGCGCAGACGA. In which type of molecule could this sequence be found?</p>
<p>A. DNA molecule only</p>
<p>B. RNA molecule only</p>
<p>C. Both in a DNA and an RNA molecule</p>
<p>D. In double-stranded DNA only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>How many molecules of water are required to completely hydrolyse a polypeptide made up of 23 amino acids?</p>
<p>A. 11<br> B. 22<br> C. 23<br> D. 44</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question turned out to be one of the most difficult for candidates, but tested candidate understanding of the process of hydrolysis and was a good discriminator.</p>
</div>
<br><hr><br><div class="question">
<p>Between which atoms do hydrogen bonds form in water?</p>
<p>A. Oxygen and hydrogen atoms in the same water molecule<br> B. Oxygen and hydrogen atoms in different water molecules<br> C. Hydrogen atoms in the same water molecule<br> D. Oxygen atoms of different water molecules</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which is an effect of protein denaturation?</p>
<p>A. The order of amino acids is changed when the protein overheats.<br>B. The bonds between amino acids are broken by condensation.<br>C. Parts of the protein become linked together by hydrolysis.<br>D. The three-dimensional structure of the protein is altered.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question helped to discriminate well.</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">Which are necessary to make DNA replication semi-conservative?</p>
<p style="text-align: left; padding-left: 30px;">I. Separation of the strands by RNA polymerase</p>
<p style="text-align: left; padding-left: 30px;">II. Complementary base pairing</p>
<p style="text-align: left; padding-left: 30px;">III. Use of a pre-existing strand as a template</p>
<p style="text-align: left;">A. I and II only</p>
<p style="text-align: left;">B. I and III only</p>
<p style="text-align: left;">C. II and III only</p>
<p style="text-align: left;">D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What is a codon?</p>
<p>A. A sequence of nucleotides on rRNA that corresponds to an amino acid<br> B. A sequence of nucleotides on mRNA that corresponds to an amino acid<br> C. A sequence of nucleotides on tRNA that corresponds to an amino acid<br> D. A sequence of nucleotides on DNA that corresponds to an amino acid</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>The graph below shows the effect of substrate concentration on enzyme activity. What conclusion can be drawn about section X of the graph?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>A. The enzyme has started to denature and the reaction slows down. <br>B. The reaction has finished and the substrate has been used up. <br>C. The enzyme is saturated and is working at its maximum reaction rate. <br>D. Some of the enzyme has been consumed and the reaction has reached a plateau. .</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What is the difference between galactose and lactose?</p>
<p>A. Lactose is a disaccharide and galactose is a monosaccharide. <br> B. Lactose is the product of anaerobic respiration in humans and galactose is the product of anaerobic respiration in yeast.<br> C. Lactose is an enzyme and galactose is a hormone.<br> D. Galactose is a sugar found in milk but lactose is not found in milk.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>How is oxygen produced during photosynthesis?</p>
<p>A. Water molecules are split with energy from ATP.<br> B. Water molecules are split with energy from light.<br> C. Carbon dioxide molecules are split with energy from ATP.<br> D. Carbon dioxide molecules are split with energy from light.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following processes produces CO<sub>2</sub>?</p>
<p style="padding-left: 30px;">I. Glycolysis&nbsp;<br> II. Alcohol (ethanol) fermentation&nbsp; <br>III. Lactic acid production</p>
<p>A. I only<br>B. II only<br>C. I and II only<br>D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>How does the proteome of a species contain a larger number of proteins than genes that code for these proteins?</p>
<p>A. Some proteins have more than one polypeptide chain.</p>
<p>B. There are genes that code for several proteins.</p>
<p>C. Not all proteins are coded for by the genome.</p>
<p>D. Some proteins are coded for by other proteins.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Water shows strong cohesive properties.&nbsp; Which of the following can occur because of the cohesive properties of water?</p>
<p>A. Water can be pulled up a plant through the xylem.<br>B. Enzymes can react with their substrates in cells. <br>C. Sweating cools the body on a hot day. <br>D. Salt can dissolve in sea water.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Question 5 included the term xylem, which is not specifically mentioned in the SL Biology programme, but Assessment Statement 3.1.6 indicates that candidates should understand the relationship between water&rsquo;s properties and its use as a transport medium. These include water&rsquo;s cohesive properties and thus its movement under tension in plant transport. Even if candidates were uncertain whether the answer including xylem was correct, they should have been able to eliminate the other three alternatives. More than 75% of candidates answered this question correctly and the discrimination index was high.</p>
</div>
<br><hr><br><div class="question">
<p>What are the most frequently occurring elements in living organisms?<br>A. calcium, phosphorus, iron and sodium<br>B. calcium, sodium, nitrogen and phosphorus<br>C. carbon, phosphorus, oxygen and nitrogen<br>D. nitrogen, carbon, oxygen and hydrogen</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What is the source of the oxygen released into the air as a product of photosynthesis?</p>
<p>A. Chlorophyll <br> B. Carbon dioxide only <br> C. Water only <br> D. Both water and carbon dioxide</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question seemed to cause problems for many candidates, with many choosing option D rather than the correct answer C. There was a complaint in the G2 forms that asking students to identify the source of oxygen in the process of photosynthesis was beyond the scope of the SL syllabus. However, it is assessment statement 3.8.5 in the core syllabus.</p>
</div>
<br><hr><br><div class="question">
<p>A fever in a normally healthy adult during an illness is not usually a problem and can be regarded as a defence mechanism. However, a fever higher than 41&deg;C might be dangerous. What is the cause of the possible damage due to a high fever?</p>
<p>A. Loss of body mass<br>B. Muscle damage due to shivering<br>C. Overactive metabolic enzymes<br>D. Spread of infection</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p>The diagram shows a dinucleotide.</p>
<p><img 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" alt></p>
<p>&nbsp;</p>
</div>

<div class="question">
<p align="LEFT">Which type of bond is identified by the arrow?</p>
<p align="LEFT">A. Phosphate</p>
<p align="LEFT">B. Hydrogen</p>
<p align="LEFT">C. Covalent</p>
<p>D. Peptide</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There&nbsp;was a mistake in the diagram that will be corrected for publication but did not affect the answer. The 3&rsquo; end should not have a phosphate group.</p>
<p>&nbsp;</p>
</div>
<br><hr><br><div class="question">
<p>Which type of reaction is the breakdown of starch into sugars?</p>
<p>A. Denaturation<br>B. Reduction<br>C. Catabolic<br>D. Condensation</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>This is a sequence of nucleotides from a section of mRNA.</p>
<p style="text-align: left; padding-left: 30px;">AUGAAACGCACGCAG</p>
<p>From which DNA sequence has it been transcribed?</p>
<p>A. ATGAAACGCACGCAG<br>B. UACUUUGCGUGCGAC<br>C. TACUUUGCGTGCGTC<br>D. TACTTTGCGTGCGTC</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>An easy question.</p>
</div>
<br><hr><br><div class="question">
<p>What will be the sequence on the mRNA molecule that is produced when the DNA base sequence ACTGATGCC is transcribed?</p>
<p>A. ACTGATGCC<br> B. ACUGAUGCC<br> C. TGACTACGG<br> D. UGACUACGG</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following colours of light is absorbed the most by chlorophyll?</p>
<p>A. Blue<br>B. Green<br>C. Yellow<br>D. Orange</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question seemed to be quite easy for most candidates.</p>
</div>
<br><hr><br><div class="question">
<p>Which properties explain the ability of water to dissolve solutes?</p>
<p style="padding-left: 90px;">I. Polarity of water molecules&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp; <br>II. High specific heat capacity of water&nbsp; <br>III. Hydrogen bonding</p>
<p>A. I and II only<br>B. I and III only<br>C. II and III only<br>D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which of these molecules is a disaccharide?</p>
<p>A. Galactose<br> B. Sucrose <br> C. Cellulose<br> D. Ribose</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What links the pairs of complementary bases in a DNA double helix?</p>
<p>A. Covalent bonds<br>B. Hydrogen bonds<br>C. Ionic bonds<br>D. Peptide bonds</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A<br><br></p>
</div>
<br><hr><br><div class="question">
<p>Meselson and Stahl conducted experiments using the isotopes <sup>14</sup>N and <sup>15</sup>N which showed that DNA replication is semi-conservative. What would they have observed about the distribution of isotopes in the DNA after one round of replication if DNA replication was conservative rather than semi-conservative?</p>
<p>A. Only <sup>14</sup>N DNA</p>
<p>B. Only <sup>15</sup>N DNA</p>
<p>C. All DNA half <sup>14</sup>N and half <sup>15</sup>N</p>
<p>D. Half the DNA with only <sup>14</sup>N and half with only <sup>15</sup>N</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which molecule is a polysaccharide?<br>A. Cellulose<br>B. Fructose<br>C. Maltose<br>D. Sucrose</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What process occurs when fatty acids combine with glycerol to make a triglyceride?</p>
<p>A. Condensation<br>B. Decarboxylation<br>C. Denaturation<br>D. Hydrolysis</p>
<p>&nbsp;</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What is a function of cellulose in plants?</p>
<p>A. To form a mesh of fibres in the cell wall<br> B. To prevent mineral ions from diffusing out of the cell<br> C. To prevent water loss<br> D. To capture blue and red light photons</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The wording of this question seemed to be confusing to some candidates. Possibly not familiar with the term mesh, some candidates went for options B and C as an answer instead of A.</p>
</div>
<br><hr><br><div class="question">
<p>In an experiment the effect of changing pH on an enzymatic reaction is tested. Which could be a dependent variable in this kind of experiment?</p>
<p>A. Changing substrate concentration</p>
<p>B. Rate of formation of product</p>
<p>C. Variation in temperature</p>
<p>D. Change in pH</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What is the source of the oxygen released into the atmosphere in photosynthesis?</p>
<p>A. Glucose <br>B. Carbon dioxide<br>C. Chlorophyll<br>D. Water</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A<br><br></p>
</div>
<br><hr><br><div class="question">
<p>How do cells capture the energy released by cell respiration?</p>
<p>A. They store it in molecules of carbon dioxide. <br> B. They produce glucose. <br> C. The energy is released as pyruvate. <br> D. They produce ATP.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which are functions of lipids?<br>A. Hydrophilic solvent and energy storage<br>B. Hydrophobic solvent and membrane potential<br>C. Thermal insulation and energy storage<br>D. Thermal insulation and hydrophilic solvent</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>For some reason, this straightforward question on the function of lipids was left blank more frequently than others. It was a good discriminator.</p>
</div>
<br><hr><br><div class="question">
<p>Which type of light is <strong>least</strong> useful for photosynthesis in terrestrial plants?</p>
<p>A. Blue <br> B. Green<br> C. White<br> D. Red</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows anaerobic respiration in yeast cells.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What would be produced at X?</p>
<p>A. ATP<br> B. Lactate<br> C. Ethanol and CO<sub>2</sub> <br>D. CO<sub>2</sub> and H<sub>2</sub>O</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows part of a DNA molecule.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What type of bond does X represent?</p>
<p>A. Covalent bond<br> B. Hydrogen bond<br> C. Peptide bond <br> D. Semi-conservative bond</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">How is the information in the genetic code used?</p>
<p align="LEFT">A. To predict the genotype of gametes</p>
<p align="LEFT">B. To distinguish prokaryotic genomes from eukaryotic genomes</p>
<p align="LEFT">C. To deduce phenotypes in pedigree charts</p>
<p>D. To translate mRNA into polypeptides</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A polymer of alpha-D-glucose found in plants has mostly 1,4 linkages and some 1,6 linkages. Which molecule fits this description?</p>
<p>A. Glycogen</p>
<p>B. Cellulose</p>
<p>C. Amylose</p>
<p>D. Amylopectin</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p align="LEFT">What describes anaerobic cell respiration?</p>
<p align="LEFT">A. Glucose break down to pyruvate</p>
<p align="LEFT">B. Carbon dioxide fixation</p>
<p align="LEFT">C. No ATP formation</p>
<p>D. Occurs in the mitochondrion</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Many candidates (including good ones) wrongly believe that anaerobic respiration does not produce ATP.</p>
<p>&nbsp;</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows a molecular structure.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p>Which type of molecule is shown?</p>
<p>A. Amino acid<br>B. Lipid<br>C. Carbohydrate<br>D. Nucleotide</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which pair of molecules are products of aerobic and anaerobic cell respiration in some organisms?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p align="LEFT">Which molecule can be hydrolyzed?</p>
<p align="LEFT">A. Glycerol</p>
<p align="LEFT">B. Maltose</p>
<p align="LEFT">C. Fructose</p>
<p>D. Galactose</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The most abundant structural protein in the human body is found in ligaments and skin. What is the name of this protein?</p>
<p>A. Collagen</p>
<p>B. Hemoglobin</p>
<p>C. Myoglobin</p>
<p>D. Immunoglobulin</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which of the following is an organic compound made by all plants?<br>A. Carbon dioxide<br>B. DNA<br>C. Lactose<br>D. Oxygen</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Surprisingly this was the hardest question on the paper. Most considered oxygen an organic compound. Many also considered carbon dioxide as organic, when assessment statement 3.2.1 clearly states it is not.</p>
</div>
<br><hr><br><div class="question">
<p>Which property of water accounts for its moderating effects on the Earth&rsquo;s atmosphere?</p>
<p>A. Cohesive</p>
<p>B. Thermal</p>
<p>C. Transparency</p>
<p>D. Adhesive</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which of the following are connected by hydrogen bonds?</p>
<p>A. Hydrogen to oxygen within a molecule of water <br> B. Phosphate to sugar in a DNA molecule <br> C. Base to sugar in a DNA molecule <br> D. Hydrogen to oxygen between two different molecules of water</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>The percentage of thymine in the DNA of an organism is approximately 30 %. What is the percentage of guanine?</p>
<p>A. 70 % <br> B. 30 %<br> C. 40 %<br> D. 20 %</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>The Framingham heart study was an observational study that went on for 20 years. The following data were produced.</p>
<p><img 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" width="608" height="254"></p>
<p>[Source: adapted from Gillman et al., Margarine intake and subsequent coronary heart disease in men.<br>Epidemiology, 1997 Mar; 8(2): 144&ndash;9]</p>
<p>&nbsp;</p>
<p>Which conclusion can be drawn, based on these data?</p>
<p>A. It is better to eat margarine than to eat butter.</p>
<p>B. The more margarine consumed, the greater the incidence of coronary heart disease.</p>
<p>C. Butter is a natural product whereas margarine is hydrogenated vegetable oil that leads to coronary heart disease.</p>
<p>D. Margarine causes more heart related deaths than butter.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What is replicated by a semi-conservative process?</p>
<p>A. Messenger RNA (mRNA) only<br>B. Messenger RNA (mRNA) and transfer RNA (tRNA) only<br>C. Messenger RNA (mRNA), transfer RNA (tRNA) and DNA only<br>D. DNA only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">The diagram shows the structure of palmitic acid.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: left;">What type of fatty acid is palmitic acid?</p>
<p style="text-align: left;">A. It is monounsaturated.</p>
<p style="text-align: left;">B. It is polyunsaturated.</p>
<p style="text-align: left;">C. It is saturated.</p>
<p style="text-align: left;">D. It is a trans-fatty acid.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What enables bacteria to produce human growth hormone?</p>
<p>A. DNA replication is semi-conservative.<br>B. The polymerase chain reaction can be used.<br>C. They need the hormone for growth.<br>D. The genetic code is universal.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which variable has the<strong> least</strong> effect on enzyme activity?</p>
<p>A. Temperature <br> B. Light intensity<br> C. pH<br> D. Substrate concentration</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Most candidates answered this question correctly, making it the second easiest question in the exam.</p>
</div>
<br><hr><br><div class="specification">
<p><em>This question refers to the following diagram of DNA.</em></p>
<p><em><img src="data:image/png;base64,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" alt></em></p>
</div>

<div class="question">
<p>What does the structure labelled Y represent?</p>
<p>A. Ribose<br> B. Thymine<br> C. Guanine<br> D. Deoxyribose</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which molecule is shown below?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>A. Glucose<br>B. Galactose<br>C. Ribose<br>D. Sucrose</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following is a function of cellulose in plants?</p>
<p>A. Storage of fat<br> B. Formation of mitochondria<br> C. Storage of energy<br> D. Formation of cell walls</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>A plant is exposed to increasing light intensity from very dim to bright light, while the carbon dioxide concentration and temperature are kept at an optimum level. What will happen to the rate of oxygen production?</p>
<p>A. It will increase exponentially.<br> B. It will remain constant.<br> C. It will decrease to a minimum level.<br> D. It will increase to a maximum level.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What happens as an enzyme becomes denatured?</p>
<p>A. The enzyme works faster.<br> B. The enzyme works slower.<br> C. The enzyme can perform a new role.<br> D. The enzyme can make the reverse reaction proceed faster.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Most candidates realized that as enzymes become denatured they work more slowly.</p>
</div>
<br><hr><br><div class="question">
<p>What is light energy used for in photolysis?<br>A. Formation of hydrogen and oxygen<br>B. Formation of carbon dioxide only<br>C. Formation of ATP and glucose<br>D. Formation of oxygen only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question had the highest discrimination index on the paper with the better candidates correctly choosing A and almost all other candidates incorrectly selecting C. The top candidates realized that light is used in the light dependent reactions so looked for the products of this stage, while the weaker candidates were considering the final products of photosynthesis.</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following is the best definition of cell respiration?</p>
<p>A. A process needed to use energy, in the form of ATP, to produce organic compounds<br> B. A process used to provide oxygen to the atmosphere<br> C. A controlled release of energy, in the form of ATP, from organic compounds in cells<br> D. A controlled release of energy in the production of food from organic compounds</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What is a similarity between DNA and RNA?</p>
<p>A. Both are polymers of nucleotides.<br>B. Both are composed of antiparallel strands.<br>C. Both contain adenine, cytosine and thymine.<br>D. Both contain ribose sugar.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>How can the activity of a human amylase enzyme be increased during a laboratory experiment?<br>A. Adding sugar to the mixture<br>B. Decreasing the pH from 7 to 3<br>C. Increasing the temperature from 20 &deg;C to 37 &deg;C<br>D. Adding water to the mixture</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The activity of an enzyme is reflected in its rate of reaction.</p>
</div>
<br><hr><br><div class="question">
<p>Which substance in prokaryotes contains sulfur?</p>
<p>A. DNA<br> B. Phospholipids<br> C. Proteins<br> D. Antibiotics</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Although very few candidates did go for option D, some teachers commented on G2s that some antibiotics contain sulfur. This is true, but generally antibiotics are not found in prokaryotes. The most correct answer was then proteins. Surprisingly many candidates answered phospholipids, showing that they did not know the structure of these chemicals.</p>
</div>
<br><hr><br><div class="question">
<p>What property of water makes it a good evaporative coolant?</p>
<p>A. High latent heat of evaporation <br> B. Relatively low boiling point<br> C. Volatility<br> D. Transparency</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Some teachers felt that the language of this question may prove difficult but the candidates performed well.</p>
</div>
<br><hr><br><div class="question">
<p>What are these molecules?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What is a feature of shorter wavelength visible radiation?</p>
<p>A. It includes violet light.<br>B. It has less energy per photon than longer wavelengths.<br>C. It is absorbed by greenhouse gases.<br>D. It is reflected by chlorophyll.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Although this question was asking for a detail of the photosynthetic process, the answer is stated as an understanding in section 2.9.</p>
</div>
<br><hr><br><div class="question">
<p>How does an increase in temperature affect enzyme activity?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>In enzyme experiments, the rate of enzyme activity often gradually decreases. What is most likely to cause this decrease?<br>A. The temperature decreasing<br>B. The enzyme concentration decreasing<br>C. The pH decreasing<br>D. The substrate concentration decreasing</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There were comments on the G2s that there was more than one possible answer to this question. While it may be true that in some specific cases the various distracters may be correct, the most correct answer is D as the substrate will decrease in all enzyme reactions, causing the enzyme activity to gradually decrease.</p>
</div>
<br><hr><br><div class="specification">
<p><em>This question refers to the following diagram of DNA.</em></p>
<p><em><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUYAAACrCAIAAACVGKJPAAAbd0lEQVR4nO2d/28TZ5rA778IKqvQOutsHRjvuNjE3SA569lzdGEdrdPMbdAFxYcjsnJaZzNqEL5N1FCiC6pLrAbFatIGEZEIC6ylwmqjZHcjHOEFC2vXIikuWHV2LfCdBT4wjMAwgrkfpuvzOcTfZuz54uej94c0Es7jOJ/69fs87/P8Ew0AgIT4J74DAADBEQ6Hz8zNHR0eHh0d9Xg8iUSC74hKAJQGgP+DJEm73a5CUfuxY/Nnz87OfN5nOaxEELfbzXdoxQJKA8APUBSFYZj92DHyyWP61cvMity53WYwnJyY4DvAogClAeAHjo+N9VkOZ8ucWalHD1UoGgwG+Y6xMKA0ANA0TadSqUa5PPng/muVpl+99Fy8gOM432EWBpQGAJqm6TWfr9Nk2s5n5o26US7nO8zCgNIAQNM07XK5jo99lEdp+tVLFYrG43G+Iy0AKA0ANE3TXq93uw/SzKJePG+QydLpNN+RFgCUBgCapunNaFSFonmUDv31Lxim5zvMwoDSAPADnSbTmbkvt1O602Q6MzfHd4yFAaUB4Adu3br1k8ZG/9WrW7fcx8c+6jSZ+A6wKEBpAKBpmg6FQhq1+je/+Y22ufno8Icry8vJB/c3o99/den3mF7fZ7Ekk0m+YywKUBoAaLfb3aRQeDwemqZJknQ4HDiON8rlWm1zn8Xy1aVLfAdYAqA0UNOk02mCILRabTgc5jsWbgClgdolHo+3GQyHenpIkuQ7Fs7gTOlQKORyufoslgGrdXZmRjL/zwOkyprPp0QQp9PJdyAcw4HS6XR6dHRUo1aPjox4L1/2XLwwOjKiRJCTExMURbF/fADgnNNTU0oEWV1d5TsQ7uFAaRzHjw5/mHMfLfngfp/l8KGeHvaPDwAcQpKk2WxuMxhisRjfsVQEtkq7XK5DPT3bFdAdaG8X0d1xQPKEw+H9LS2DNpvw6zrLhq3SDTJZ/N7d7Qpuwre+VaEoJ4ECAEu8Xm+jXL64sMB3IJWFldLhcFjb3Jz/8kqTQiGWHD0gVSiKOj42pkLRUCjEdywVh5XSXq/X3NubX+lOk8nv93MVLgCUSiKR6DSZcByvkbcWVkpvrK9jen1+pTVq9WY0ylW4AFASwWBQhaLj4+O1k3xhpTRFUQ0yWc5Zd/aK37srikYQgCSZn59vlMu9Xi/fgVQVtsdjdrvdfuzYdkr3WQ47HA5OAgWA4iFJctBma9XpIpEI37FUG7ZKkyS5v6Vl6y1T6sXzyVOf/vznrbWz4QEEQiwWwzCsz2KRUpln8XBQahKLxTpNpk6TyXPxQvjWtxvrNxcXzh1ob/95a+t7nZ2gNFAGXq/XURYDVmujXO5yufh+BrzBWY232+0esFpbdToM0xME8dWlSxRFdZpMYmloDggKFYqOnzjhcHxS6hqwWsXSq6BCVPYmViKRUKForZ1PACwJBAIFMynbLfLJ40a5vDa33AwVv1wZCoWaFAq4mAUUz/j4uHNysjyl6Vcvzb29TDOD2qQa96XdbrdWq63l/3ECJaHVNm+s3yxbac/FC2azme8nwRtVaoFgt9vhVhZQDBvr6wWrjGHvnYcqKc0clUGOGijIyYmJkxP/yUZp+tXLg93dNXuCU71GRcxR2crKCvuHoihqfn6+Rkp2aw2Wu25mLS6cG7Ba+X4q/FDV3mPMURnLgp5YLNZhNO5vaVGhKFwIkRjF3O0rZiUf3G+UyyV8KToP1W4nuLiwsL+lpezPOV6vt0mhOD31GfXi+crychXaIe2oq+Nl1VrMDE6nc3RkhL3S9KuXeFfX0tIS+5BEBw8dQgmCKONAkiTJo8PDGrU6eONG5mWL37uLd3V1GI2Vazqzo66Ok7+wkhZ7pUUXMwOG6QPXr3EST83uvXlQmqKoA+3tJXVm3Fhfb9Xp+o8cST16mPPKUS+en576rEmhqNBxiBj1EGPMdBGD5kpazN67BuuR+enjzRyVFdmf8czcXJNCsbhwLs/rF7xxQ6NWHx0e5jx1IUY9xBgzzemum1kdRuOaz8cyKtHBW2v+YDDYpFDk746QTCbNZjOm10fu3C74+qUePew/cqRVp9tYX+cwTjHqIcaYaZpuMxi42nUza3bmc4IgWEYlOvictrG4sNCq0233vur3+1UoOjoykn72tPhXcXHhXJNCweHQUDHqIcaY4/F4k0LBbUjxe3ebFIpa23vzPECHIIg+iyXnmxRFnZyYUCLIyvJyGS9k5M5tTK83m3s5SVyLUQ8xxjw7M0MMDXEeVQ3uvXlWmjkqOz01lfkOk3bGu7ry9BIuuNLPno6OjHCSuBajHmKMucNoXPNd4Twq1/T00eFhNoGJDv7H3DFHZcz/SrPTzuxfTk4S13zp4Xa7mY8kgUDA4/EwT2F1dTVzsO/1epnzRYqiPB5P9teiU5rZdXPyoueszej3tdZJnn+laZoOBoPInj0fvP9+TtqZ/cokrr2XL/vLgi89Bm025uzQ5XIRBMF8iBgfH7fb7el0Op1O2+328fFxmqaTySRBENlf8xVzeb9hv9//H3b7gNVaocC0zc1/+MMf+P0LryaCUJqm6fcHBn727rtb087sF/XiueXwv+/ZvZvpplTqEt07Hs3fzqK833CnybT3nXdUKBq+9S3nUa35ruzZvbu1tYZ64AlF6Xg8/tabb5Z0uF38wru6yr4TD0pXJ2aPx6NEkPmzZ7mKh3rxfPzECRWK/vnPf8Zx/PjYGJvwRIRQlKZpusNoXPrma87/1JIP7u+qry+7BEWMeogxZpqmN6PRNoOhz3KY/WYt9ve/tRkMZnNvKpWiaTqZTGrU6hppdSIgpWdnZirxgWpx4RyO42VHJUY9xBgzAzO8SqNWs6k5+erS75sUivn5+exH3lhfVyIIt2VIwkRASm9Gow0yGefHnge7u9kMKxSjHmKMOZvV1VUVijonJ0v9YyCfPB60fdCq0722153H49Go1ZK/Zi8gpWmaxjA9t8lJ8snjBpmMzavIlx4EQSQSCZqmT09N2e12kiQpimJOvDNfM6OeSJK02+1Mbj+RSPB44s3Z3wFNJxKJg93dnSZT8eUJG+s3tc3NR4eH81yTPj42huO4tI/KhKW00+nktoTIc/ECjnexCYn3vPTq6momL+31erO/ZnLU2XlpkiTdbrcElGZwuVxKBCnmhGV25vMmhaLgBWmKonAcl3ZveWEpvRmNcltyYO7tZVnvLUY9xBjzdoRCIa222X7s2HbZkOSD+we7uzuMxng8XswDMkdlfHUmi0Qi2U0j9mk0Od9kvsMGYSlNc7r3Jp883lVfX+QrvR1i1EOMMeeBJMkBqxXT67cmrtd8V1Qo6nA4StpLM0dlPPaWJ4aGdtTV4V3/b//IbM3YP7jglHY6nXlGYZa0vJcvdxiNLOMRox5ijLkgOYnrTNo5EAiU92hMVdlmNFq5ljh5YKzOOIx3dU2eOsXJIwtOaQ5bWwxYrbMzMyzjEWMfLzHGXAyZxPXG+s02g8FsNjNp5/J4f2DgzV271Hv3ZuLXqNVarbbTZMJxfNBmOzo87HA4XC6X2+32er1+v39jfT0Wi7H5odns02iYX9rkqVPE0BAnj0kLUGmapve3tLC/Cp9+9rRBJmO56waEBpO43lVfn5N2Lu+hMmMYKYqKxWKb0ajf719dXXW73fPz8w6H4/jY2KDN1mexdJpMGIZp1OpGuZzxv0mh0KjVbQZDp8nU398/aLONj487HI7FhQW3273m8/n9/lgslmcLwHyE3qfR5OzAWSJEpU9OTLBvWLP0zdcYpuf7qQAVgUnvcfI45fWWTyaTsVgsFAr5/f6vLl1yu91Op9PhcBAEMWizMYXrGrVahaKM/z/auVOjVrfqdDmRM+kJTj5CZxCi0hvr6+z33gNWa0kdC4HahJPe8vlhtgCRSGTrx368q4vzzyxCVJpmPXKBevG8YGMzAGBwu91sesuXzeSpU5OnTjHbbw733gJVmuVgpDXfFdh1A8VT/TGMPp8vozG322+BKs1yfCExNAQj9YDiqfIYxslTp3LelidPndpRV8dJHkugStMs9t7MrrsW7twAHJJzVEZR1Mb6eigU4nawls/ny+TMMokrxmeucoECVZqiqF8eOPDjhoa977yjUatLWioU1Wq1fD8DQHyEQiElggSuXzebzQ0yGabXtxkMDTJZh9EooncIISqdSCQ6TaZDhw7d/u67WFlI/gIdUCHGxsZ+3NDgmp7OlJRTL567z5/fegFbsAhO6WAwqFGrIf8EVJ94PK5C0dd+3IvfuyuWDgrCUvrM3JwSQWqtlzogEPr7+13T03mKlw60t/MdY2GEojRJkoM2W5vBACWcAF80yuX5254pEYSrAu/KIQilY7EYhmEEQXB7uggAxbMZjRbMmx7s7hb+FpJ/pVdXV5UIwqY9GACwJxwOt+p0+ZU+1NNTRkF4leFZaYfDoVGrQ6EQv2EAAE3TDTJZ/o23CkWFn0zhTelUKnWwuxvHceH/joAa4VBPz5m5L/NUGbfqdHzHWBh+lN5YX9dqtSwH0AEAt8RisZ8qlZvR77f6nPjv/9Ko1cFgkO8YC8OD0m63W4kgBZs5AkCVcbvdirffRvbscZ8/n+2z9/JlJYJkj0wWMlVVmqIou93eqtPBtUdAUFAURRCEVqsNh8Ob0WiH0dggk+FdXYd6/q1RLt/f0lJehzNeqJ7SiUTiQHt7f39/9S+mAkAe4vF4m8FwqKcnO+ecSqXWfL6VlRXRnfVUSWm/369CUZfLVZ0fBwBFsubzKRFESgXIXCpNkmQgEFhaWsqpAHO5XCoU9fv9HP4sAGDP6akpJYIwg0okAzdKx2Kxg93du+rrO4xGc2+vEkE0avXq6ipJkv39/Qfa27nq/wYAnECSZJ/FgmEYL028KwoHSjNbF9f0dPbgG//Vq+q97+x95x273Q6ZKkBQhMPh/S0tgzabJAuQ2SqdSqW2mwZMPnncvG8fJKsAQeH1ehvlch4LkLMbmGQ6EzHDN5jlY1dGzlZpu92ep+9f8MYNJYLAuzQgBJi2/ioU5b0AmelMlKMuMTTESZ9Qtkq36nSvrbbJLEyvF8XFcUDaJBIJHMdxHBfIsQ7ztpz5z+yGoSxhpTRJkg0yWcFmnXDLCuCXYDCoQtHx8XFBbRizOwru02i4Gg/ASul0Ot0ol4PSgJCZn59vlMv5Giidh8z22+12C2jMHYbpI3duw8YbECDpdHrQZtvf0lLR+Ths2KfRZOZXcgVbpcfHx/OMpPNfvapCUUHtdoAagWmV02exCKEAORwOezwel8uV4wLT1ltYY+5IktSo1at/+uNWn1OPHmrUe4Xf2AWQHqurq00KBY8FyIzDo6OjzA0QFYqazeat8TADsVhmrXLgoNQkEAgoEeT42Efkk8fZ7RR/qlSKoqMiIEBIkiyvhXssFvv4449VKFrN9xKKol7rsNPpzH/xQ6BK0zSdTCb7LJZd9fWtOt2B9vYGmazNYLh27VqbwXBmbo6THwHUFCcnJpiZ7CUt9d69u5ua9uzeXek+s8x4ncWFBbvd3mYw7KqvL9LhHISrNAPzPIPBYObTSywWUyIIXNgASoXlRDTOlebK4WyyK8bENIx2zedToSh05waKh/3c0tmZGZYxbHVYq9WydLg6VOO+tMvlajMYJFkiD1QC9tPFO4zGUn/oax3us1hcLteazyf8jvwZqtQCYcBqHbTZqvOzALFT9q47e+9dsPAznU6HQqH5+XmxO5xDlZQmSRLDMDgqAwqyGY2qULRsn5k1YLVurVlkHD4zN0cQBIZhP9q5UxoO51C93mPcHpUJoX4AqAROpzNP8VKRa+mbr3G8q0YczqGqHUJXV1c5OSoLBAIqFD3Y3S2QWzUAh2CY/rXX74tZ6WdPQ3/9y5m5L387aNv5xhs733ijFhzOodp9vJ1O54H29rJLRCmKcjgcKhRd/dMfnZOTKhStdOOo7Avr1Vy1FjNDqbvujMPE0BCm1/9o505tc3Of5bBrehrv6vryiy/YhyQ6eGjN32exEARRxj+Mx+MdRuPB7u7kg/vMKxq4fk2jVh8fG6tcGfmOujqWm8AyFnulRRczg9PptB87luenkE8eB65fm535fKvDa74r2ROtvJcv4zhnyV4RwYPSJEm26nSl3rhcWlpqUihmZz7PeY1Tjx72WQ63GQwVavcvRj3EGDMDhunXfFde6/CA1dqq0+2oq9vO4a3yN8hkQk4gVwh+ZmJtRqNNCkWRE4bS6fTR4WFtc77ExvzZs0oE8Xg8nIcqRj3EGDP9j7+KRw//J8fhVp1uwGot6PDWZe7trcG7+rxNrmSOygqebzFTfwdtH2TfCXntCt/6FtPrB6xWbg/DxaiHuGJm2r/Pzsxgev1PGhszDs/OfB64fq3g655neS5eqMG9N5/zpR0OR/6jsvn5+SaF4qtLvy/yJUw/e2o/dkyrbeawX1zZeuzTaCY//RSU3krG4Zz3YRT96ezM52wczlnM3rtGDroz8Dwy/lBPz2uPylKplNlsbjMYYn//W6kv5NI3XysRhKu7suXp4btyZUdd3T6NBpSm/zFfyuVy9ff3Zzs8OzMTCASYXVU8Hm+QybJbwXOyDnZ3V+LjmJDhWWmSJPe3tOR84GHSzuMnTpT9Asfv3e00mThJXJenB971HjH02x11db4rV8r452JXOuNwn8Wi1Wpf63AOzJs251EtLpwzm81sfpmig2elaZqORCKNcjlzVJZJO+cce5axqBfPOUlcl6FH5M5t5v15R10dMfTbWlA69ejhjrq6khzOocNoXPrma84DSz643yCT1VStIf9K0zS9srKiRJCbN2/mpJ3ZL/aJ6zL0mPz0U2bmOPNGXZ7SO+rqmDaMZrN5V309s93AMEyJIOl0Op1OKxEEwzCaphOJxK76+uyvq6B06tHDNd8V1/R0n+WwtrmZCbgkh7Nhdt3pZ08rEarpV79aXFws79UXI4JQmqbp3/3ud2+9+ebWtDMnf3wHu3/95q5dpbbIYFYZemT+CfOJmtG75EdgQSWU3upwzrn0jrq68n7DGrVa8fbbSgQpKUFV5KJePLd98IG2uZmrP1ThIxSl0+n0W2+9yeH7c/byXLzw61//a3mNrErVw33+fPZme59Gg3e9J2qlkw/uv9bhrTGX3S3s9nffEUNDGrU6eOMGh5HH793Fu7qMRuM//+IXtTPbXChK0zQ9YLUuLpyrhNLm3t6yjz1L1QPvem9r8XP+VucCV5p+9TJ869uCuSX2pSZer7dJoTg99Rkn594ry8tKBDk5MUFRVCKRqHKDQR4RkNIej8fc28u5z+STx41yedkHJCXp4btyJec9OXLn9o66ulIT1EJTugoxM8RisQ6jEe/qit+7W3Yk6WdPR0dGVCiafZOX6WMbk9w06a0ISGmSJBvlcg4rDZjluXjBbO4tO6qS9Nin0WzNWjGHZCW9Udes0jRNUxR1cmJCiSAry8tlhBG5cxvT683m3q3V3Wfm5jAMk/zpt4CUpmnabDZ7Ll7g9k9twGplM82geD0y2+zs92TG563fL/hQgUCACWAzGs0Uw4XD4eyvw+Ew83UoFMrcWgkEAqJWmsHv96tQdHRkpKRj8MWFc00KRZ7mOYM224DVymGcAkRYSnO+904/e9ool7O5jsOXHp0mE2MpQRA4jqdSKYqizGZz9tdms5miqFQqheM4U4S3GY12mkwSUJqm6WQyaTb3YvoCQ9eYlXr0sP/IkVadLv8AtnQ63WYwSPuoTFhKM9NtOcxPMg1r2IQkRj3EGPN2nJmba1Io8p+bBm/c0KjVR4eHi9lUx+NxaR+VCUtpmqZxHOewiui1beVKQox6iDHmPGysr7fqdP1HjmxNXFMvnp+e+qxJoShp1qzf75fwUZnglF5cWOCq1pd68ZzlrpsWpx5ijDk/JEkeHR7OSVwzaecOo7EMOWdnZqR6VCY4pZPJZKNczsneu7wW7TmwbMdV9qq1mIshO3GdnXYu79Gk2ltecErTNI3jXZzsvTkZpAIICiZxvb+lJSftXAZS7S0vRKXPzM0RQ0Msfa7QuDOAdyiKmp2Z4aSpmCTHMApR6Xg83qRQsKwK5GTXDUge6Y1hFKLSNE13GI0sr0zbjx2TdvoR4AqJjWEUqNKzMzMs994qFK1QG2BAevT390vmqEygSjN777J9Dly/hmF6vp8EIBqY3vLSOCoTqNI0u9lIoyMjTqeT72cAiAmmi7gEjsqEq/SJjz/+5YEDDscnZSwlgsCuGyiVzBjGQCDADJ3WapvNZvPpqSkRFaUIVOk1n2/P7t3vvfeeoyzgYAwoD4fD8bN330X27HFNTweuX9uMfr/0zddMxxWxvIELUenTU1NKBJFwYT0gWOx2+8Hu7q3F5P6rV5UIEolE+A6wMMJSmiTJPoulzWCQakk9IGTWfD6NWr1dEw73+fMYpq/cjFSuEJDSkUhkf0sLQRCSyRAC4qLPYsnfgaPNYMi0phAsQlGaqcivwTmDgHBo1enCt77Nn0kR/q0B/pWmKGp8fFyFohzOpgOAMmiQyfK3vjsz96Xdbuc7zALwrHQymcRxHMfxGhztDQgNDNPnmWFOv3p5dPhD4Zej8Kl0KBRSoSibK68AwCGDNlueeS/Ui+faZi7nHFcI3pR2u91NCsXS0hJfAQBADpFIRIkg27UQdzg+OdTTw3eMheFBaYqiCIJo1elEkeUDagqXy4Xpc7ff1IvnrulpFYqK4uNhtZWOx+NtBkN/f7+IKuyAmuKrS5eaFIoBq/XM3Jcry8sOxydtBgOO42K5U11VpZnr5lCtCQicRCKxuLBgt9sP9fScnJhYWVnhO6ISqJ7SLpeLfb8oAADyUw2lmTLPA+3tYtm6AIB44UzpYDBIEASG6Rvl8g6jcXR0lKnTjkQirTqd3W6HTBUAVAEOlGZGDWrU6vmzZzfWb6YePQxcv+ZwfNKkUJw4cUKJIGymzAEAUBIcKO1wOF57Hy1y57YKRb/84gv2PwIAgCJhq/TG+roSQZIP7r82Ox+8cUOJIKLI5gGANGCr9OjoqGt6Ok9ZbP+RI3C/CgCqBlulO4zG/E3/RHF5BQAkA1ulVSga+/vf8ii9srwsispYAJAGbJU+1NOTfySdc3Ly5MQEJ7ECAFAQtkqfnJg4OvxhHqUPtP+LuOrpAEDUsFU6lUrlDPLO+SDdYTRCkQkAVA0O8tIrKysqFF1ZXt7qsxJBoNcnAFQTbgpCg8Hg/pYWvKvL4fjEff788bGP2gyGTpMJfAaAKsNZjTdJkktLSycnJgZtNpfLBY31AYAX+O8QCgAAh4DSACApQGkAkBSgNABIClAaACQFKA0AkgKUBgBJAUoDgKQApQFAUoDSACApQGkAkBSgNABIClAaACQFKA0AkgKUBgBJAUoDgKQApQFAUvwvZPIXRrKTGSIAAAAASUVORK5CYII=" alt></em></p>
</div>

<div class="question">
<p>What does the structure labelled X represent?</p>
<p>A. Hydrogen bond<br> B. Phosphate<br> C. Covalent bond<br> D. Base</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Where in the cell do condensation reactions involving amino acids occur?</p>
<p>A. Nucleus<br> B. Golgi apparatus<br> C. Ribosomes<br> D. Lysosome</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question was a good discriminator, which was testing two elements of understanding, those of the condensation process and where in the cell amino acids are assembled into polypeptides. Just over half of candidates gave the correct answer of C, with many being drawn to B, the Golgi apparatus.</p>
<p>Although this question discriminated well, a large proportion of candidates chose option B instead of the correct response of A (endocytosis). It was thought that perhaps students had been drawn by the connection of osmosis and the word &ldquo;fluidity&rdquo; in the question.</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following is part of the process of cellular respiration?</p>
<p>A. Changes in the volume of the thoracic cavity <br> B. Exchange of gases across the surface of the alveoli <br> C. Exchange of gases across the surface of capillaries<br> D. Glycolysis</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What contributes to the structure of an enzyme?</p>
<p>A. Sequence of bases linked by hydrogen bonds<br>B. Sequence of substrates linked by condensation reactions<br>C. Sequence of amino acids linked by peptide bonds<br>D. Sequence of polypeptides linked by hydrolysis reactions</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What occurs during DNA replication?</p>
<p>A. DNA polymerase separates the two DNA strands.<br> B. DNA molecules containing nucleotides from the original molecule are produced.<br> C. Adenine forms a base pair with either thymine or uracil.<br> D. New bases attach to the original sugar-phosphate backbone.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Although this question was only an average discriminator, almost as many candidates picked option A as those who chose the correct answer, B. Also a large number picked D. There was a concern expressed by some teachers that C was a correct answer because RNA primers formed during DNA replication have uracil paired with adenine in the template DNA strand. In fact this was the least popular answer and candidates can reasonably have been expected to choose answer B as the best response. Substantial numbers of candidates chose A and D, showing weak understanding of replication. It is felt that students need to understand and be able to apply the concepts of semi-conservative replication, rather than simply committing the points to memory.</p>
</div>
<br><hr><br><div class="question">
<p>Which process causes ADP to change to ATP?</p>
<p>A. Hydrolysis</p>
<p>B. Protein synthesis</p>
<p>C. DNA replication</p>
<p>D. Anaerobic cell respiration</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Oxygen is produced during photosynthesis. What is the source of this oxygen inside the plant?<br>A. Air spaces in the leaf<br>B. Carbon dioxide<br>C. Glucose<br>D. Water</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">What is the relative wavelength in the visible spectrum of red light and blue light and are these colours absorbed or reflected by chlorophyll?</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The graph shows the effect of increasing the substrate concentration on the rate of an enzyme-catalysed reaction. What is occurring during the phase indicated by section Y of the graph?</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">A. The active site of the enzyme is saturated.</p>
<p style="text-align: left;">B. The enzyme becomes denatured.</p>
<p style="text-align: left;">C. The substrate concentration has risen too high.</p>
<p style="text-align: left;">D. The optimum rate is reached.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What are the effects of changing carbon dioxide concentration on the rate of photosynthesis?</p>
<p style="padding-left: 30px;">I. At low and moderate carbon dioxide concentrations, decreases cause the rate of photosynthesis to fall. <br>II. At high carbon dioxide concentrations, increases do not alter the rate of photosynthesis. <br> III. At high carbon dioxide concentrations, increases cause the rate of photosynthesis to fall.</p>
<p>A. I only<br> B. I and II only<br> C. I and III only<br> D. III only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Feedback on the G2 forms suggested that there was too much information given in the question, and that candidates may have been disadvantaged by this. It was accepted that this type of question was difficult for some candidates, and many were distracted by option A, but the majority did choose the correct response of B, and the question gave good discrimination</p>
</div>
<br><hr><br><div class="question">
<p>The diagrams show three representations of the structure of the same chemical substance.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What chemical substance is shown?</p>
<p>A. Ribose<br> B. Glucose<br> C. Fatty acid<br> D. Amino acid</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The majority of candidates did pick the correct answer of B, but comments on the G2 feedback forms suggested that the question was too hard for a Biology paper. However, it was felt that students should be able to recognise the different ways of representing the molecules of important compounds such as glucose.</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">The diagram shows a cycle of reactions that occurs in human liver cells.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">Which term describes the overall reactions of this cycle?</p>
<p style="text-align: left;">A. Oxidation</p>
<p style="text-align: left;">B. Catabolism</p>
<p style="text-align: left;">C. Condensation</p>
<p style="text-align: left;">D. Metabolism</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which types of molecule are shown in the diagrams?</p>
<p><img 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" alt></p>
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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Although this question was one that was common to HL, the SL candidates found it to be much more difficult. Perhaps this has to do with the fact that more HL candidates also do Chemistry than SL candidates. It was a very good discriminator with almost all of those getting it incorrect choosing B, showing confusion between the structures of glucose and ribose.</p>
</div>
<br><hr><br><div class="question">
<p>Which enzyme catalyzes the elongation of the leading strand?</p>
<p><img 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" alt></p>
<p>A. RNA polymerase<br> B. Helicase<br> C. DNA polymerase<br> D. Ligase</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There were many complaints about this question, and as a matter of fact it turned out to be the second question in difficulty and not that good at discriminating between good and weak candidates. Many candidates believed helicase is in charge of elongation of DNA, the syllabus clearly states that helicase only unwinds DNA for DNA polymerase to act.&nbsp; It was agreed that this question was more appropriate for HL than for SL, but it could still be answered with the knowledge acquired in SL.</p>
</div>
<br><hr><br><div class="question">
<p>Which describes these molecules correctly?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASgAAADcCAIAAABMEav1AAAQR0lEQVR4nO2dv4/cxhXH/V9If0ScWJFWMJAfQGIDigRYga09uEiQuHV+r5wiQVLYCqTG2HPr3g07l663cGHAndRtd65UqnPHFO/0zdOQXL0cH29I7ecDFnu8JXc4nM/Mm7k9vtdaALh0XqtdAIBjBPEAKoB4ABVAPIAKIB5ABRAPoAKIB1ABxAOoAOIBVADxACqAeAAVQDyACiAeQAUQD6ACiAdQAcQDqADiAVQA8QAqgHgAFUA8gAogHkAFZi3eGTznu+++q12EV4Fnz57VbtTnzFe8p0+fvv6DH6xu3GC7cf36r27dql6MpW/X3njj3//6V+12fc58xXvy+PFbb71VuxSz4OzsbHXjRu1SLJ6vvvrqgw8+qF2KcxBvASBeCogXAvEE4qWAeCEQTyBeCogXAvEE4qWAeCEQTyBeCogXAvEE4qWAeCGqi3eyXl+9ckXbzdWqVknmKZ6vnKtXrtzfbOZTY70gXojq4rVtu9vtrA01TVOxGPMUr23b0+3W6me/39uemdRYL4gXAvEE4qWAeCEQTyBeCogXAvEE4qWAeCEQTyBeCogXAvEE4qWAeCEQTyBeCogXAvEE4qWAeCEQTyBeCogXorp48/kexjzF45srY0C8BTBP8RYH4oVAPIF4KSBeCMQTiJcC4oVAPIF4KSBeCMQTiJcC4oVAPIF4KSBeiCePH7/55ptfw9dff/nllz98/fXapVg8n3322fvvv1+7XZ8zX/GePn36y1/84r1332X79d279957r3oxlr7duX370aNHtdv1OfMVj1BTEGqmQKgZAvEE4qWAeCEQTyBeCogXAvEE4qWAeCEQTyBeCogXAvEE4qWAeCEQTyBeCogXAvEE4qWAeCEQTyBeCogXAvEE4qWAeCEQTyBeCogXAvEE4qWAeCEQTyBeCq+IeKfb7aSPkUoX72S9Plmv9fr+ZpN48kmpKJ49wO+SP/TmatV7d/wdvACviHg3V6urV67sdrvE0nimG/HsKXSItyzsrh27eE3T3N9sJm2+k4aajHhLhBGvPVmvd7uduZdbIIF4AvGMYxdvv9/b9dvzuid6WPdI8ezBxhafnG637YszBxPPOo4iYNbjkP0M1qY6J+v16Xarx5XrnVM7PFI8PVbdh2pN01in6S/Bpg++M72/2agebFa/3++7V61nufvHub+0DMWB2qlbZlip7G4etXj3NxvJdnO1GlMXBxgjXtcou3lePHUZ9mZrLqaWDrE2V3Q0eqdOXjSUdEaKd3O1suJZ+Xe7nVmn5q4f7dJ0OVYzVgkyxH60Q+z9p9ut2oCvzMNlaF9cn1O3aJ/i74I/8KjF852T3Y/eTm4kKSOe39Md8fQru9N2a7XTuvamafSi+JXfJup9jJRQU3ZZo9eI1z6/HN9Jqd13Rzx77fugImQYWpPslmFocU7iNU3j446jHvF8Z6ltiv7+MsWzpubbolH0/RJst9tdZkaOkeLZdd3fbLxgWeIVx7YDenTL0D1QqNqLP1kdtXgW5fs9J+v1FK3wkkc8BWC+KRQDnQ3vaj1TjPO9jBHPt+/pxPM9b3fhaqgMQwsEXjzfFR6veKfbbTeKsHuQPuhNLZ7akH+nTQXtteIczfFaVwNFdzPp+sp48ax9+54lMdS0cMB7VXRJQ2UoJoSqQzUnO9D2K7y/sHtLFU/hlm9wfrXK9mtNYiRjxOuuTGq9rlhf6a5J6p06dr/f91673jn16Dcy1FTh/VWo5H7u4F/7VV/rs3rf5hU6UBXdMviVrWLi5+cvamC2jHekI95lwnc1BX/HSwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC/E2dnZ3Xfe+etf/sL24Ycfru/dq16MpW+//93vHj58WLtdnzNf8b799ts7t2830DSff/75T3/yk9qlWDz//Mc//vynP9Vu1+fMVzxCTUGomQKhZgjEE4iXAuKFQDyBeCkgXgjEE4iXAuKFQDyBeCkgXgjEE4iXAuKFQDyBeCkgXgjEE4iXAuKFQDyBeCkgXgjEE4iXAuKFQDyBeCkgXgjEE4iXwlLFa/ryBF1dWkZYn59tKVQUr0gbcjkMJfo66ke4F5ViT+GfYX68XvQgfsRbHJbrAvHO8flccmHEE4hnMOK9oBniTQ3iGYj3P818brRcxovnk1H5ZK5W4CLsLFLb+vRjRarKbnIvi4KK5IH69PGZA0eK569FDbd5nh/PX47KrGO7+fGUp85frDKkD807estQHKidRaVZqcy6oxZvEYsr/ib5VuJHvKGEjEXWRbW84kA7Z9M03bzBypvbzZ9+AUaKV1yXct/q9ulH5TT3CajtomSI/WiH2PtPt1tVdZFr8kAZ2k6NWX0WvVVx4FGL1x3xZhhqFmlNdcMi4p2s191hyjev1rU83wT9R/htZP2khJqyKz0jbBEUDK1JdsswFCtJvOZ5Ul7j2Ee8olot0Epf2BwpXtGbFjHkYfH8+0WR29mfp4gqm6YZ0z66jBTPmrtSt0+RA93706tHtwzdA8VVlwMd8c7pijcUXYwkcY43JMyBEa/bZ9tlFufxV20dUNM09qsxJS8YnwO9e7254vl+qlt7Q2UYCsK9eL4mEa+cVed28MZI8e5vNr29aVc8u/eKgk63W3utNnG63aqF+clMMcdr2/ZkvbajLGG3L8yFL6TNEM9fY3qo6RfY7FRFLzxUhqLLVi1JPD+X1qLOhRvbUsUb+uZKd30vpWTjF1eKcmos8tMMu/d2Fb7B+YvVTt17f9VN0/iTqAD+oy98FcbIUNMXTwskvlp6X1vPovfrdfG2ohqHYp9uGcxDf6BfXla165ZZX3a8I96lMX6O99I9S4G/46WAeCHGiFeshtmekWv6FUG8FBAvxPg53lA8vDgQLwXEC8G/BQnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQjx5/PjnP/vZGZydffPNNz++dq12KRbPF1988dvf/KZ2uz5nvuI9e/bsjR/9aHXjBtuN69d/ffdu9WIsffvxtWuPHj6s3a7Pma94hJrijFAzA0LNEIgnEC8FxAuBeALxUkC8EIgnEC8FxAuBeALxUkC8EIgnEC8FxAuBeALxUkC8EIgnEC8FxAuBeALxUkC8EIgnEC8FxAuBeALxUkC8EIgnEC8FxAuBeALxUngVxPMP39/v95Z+Kbdk6eL5J+/35gOaLSniKeHBFBlm/i+KHECim2kwl2WLZ0kkujmH5y+esHwmRyXebrezZ9rPNgV8kZV2CpYtXm+Tvblapd/LSUPNYxvxlFTsAKfbbZFfcswnXgBGvEEsSOg6Zhmw8krVtojnGC/eS6+3SJFXpL+9HBBvkMT0dy9lfNISm9Qp05pPqWkNUYlNip5eCdm0U/k3LUll8c6pHR4jns/pp6oocvf5tIGWhs7/WNRGt8b8/iIfYDchYftissv2ed1a2RCvH7sNExWlYIx4XaOs5F68Ijei3W9TS4dY+9jv99b9+zSoJ+u1Tn71xVzE6eSOeH40u/pi7tXeEa9IOl1EpAfOWWSNtcq02u7NMjvRYoFAvBApI57f0x3x9CtrK0XuciUQ9pmE/a/8NmlgNkWoqUt4qXhtx9uhTynO6Xsxjx/x/IcSag5SJK2elMsUz5Iw+7TghtqQhlANfUXiy0nJFc/0sPIr+/Rh8TR27Xa73vyevef0qa09Eq/4UMQbxCeD9+x2u/RY65JHPGtSxeylGOhsEmJ/tLy0DqjNFs/7EBSvdbPi3vP3nnNoRacQTzWMeIew2vF3pWmaKQKtqcXTkOXf6WNp5XPWHK9t29Pt1k7iz9AeDMDGky6evbZ2X4inEd4uWTp1/37r6T2nNRV5pXUpH2r65Tot6kzk3rLFazszHH8zEpc9x4jXXZnU6lyxvtJtTN11PPtqTneps/j6zsWKGiFxVVMDu1/AtBqwy/HOFLfyZL0eusyhc2p/N2jvvTWMePXhu5piJt/VXNBfPntBvBCIJ+YgXtM0vcsqCwLxQiCeqCieItWlD3ct4gVBPDGHEe8VAPFCIJ5AvBQQLwTiCcRLAfFCIJ5AvBQQLwTiCcRLAfFCIJ5AvBQQLwTiCcRLAfFCIJ5AvBQQLwTiCcRLAfFC2P8EfAqffvqfBw/uvftu7VIsns3f/vbgk09qt+tz5ivek8eP79y5U/tmzYKPP/747bffrl2KxfPHP/zh7x99VLtdnzNr8Qg1DULNFAg1QyCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUEC8E4gnESwHxQiCeQLwUliqefxy33yZKDTeReLNNAn6AFPF0+y4/1WuB5X7p7idpySF86o/WPQo/tVRtO414SlB6bOIpr9hs+x31C4jXTyFe25c/KAVGPDFevAMZtkSR6pUc6JOSIF77PPNObpUhnpgiI2zBS/PjXQKId4he8Sxqz01qMV48n0bLJ3O1FlaEncV8Vb/tpqocSk6m1HnFp4+fAyem6bLC+D3tixerPFv6sciqNRSrF+c0eqvR58drnzceKxviDdIrXpGCMIWR4p2s1+qzvSd+xCu6eaUyVebhdiBht8+M2zSNHXW63fqcb3Z4N3/6Bcgd8fxodjWQA93XRtuJSA+cs7cabVFAFVVUGuINspQRzycH7jajw+KdrNfdYep0uy3y4For6QZIvptPSbUzRaipkTCSirnwduhTinP2VmM70Je1hJqHWcocr+hKixjysHj+/aJoi/48RVSZnps6Vzy7aqucYA50jV2WULZ7/t5z9lZj28mBjnghhlY10/OnJc7xhoQ5MOJ1L8dipOI8vpVY79M0jf1qTMkL0nOgy4egeDrDgRzo3XMOregU4slkxDtE79/x/Fw5i5Hi3d9sepcuu+LZjdffkU6322LKerrd7vd7e7Oao1qh5nht256s13aULVH4wlz4QtoJxLPXdkWFeMpUbuUvIoUD4nXP2VuN7YuhpvVW/vV07i1VvKFvrhSxx83VKsXD8Ysr3XJ2F9n0BQBrDWpn/mK1068Qqgk2TeNPogL0rvJdjMRVTYsViwVMK7YFCN6ZouQn6/WQEkPn7Faj6qpYU7FDGPHqM36O99I9S2Em39VcejZmxAsxRrymaYpRt2ma3EXXy2QO4i26Ag3ECzF+jpe4oF+XiuIpUl10BRqIF4J/CxJzGPFeARAvBOIJxEsB8UIgnkC8FBAvBOIJxEsB8UIgnkC8FBAvBOIJxEsB8UIgnkC8FBAvBOIJxEsB8UIgnkC8FBAvBOIJxEsB8UJ8//33vf8McZzbr27dql6GV2D7z4MHtdv1OfMVD+AVBvEAKoB4ABVAPIAKIB5ABRAPoAKIB1ABxAOoAOIBVADxACqAeAAVQDyACiAeQAUQD6ACiAdQAcQDqADiAVQA8QAqgHgAFUA8gAr8F1FQ1hH51VZ9AAAAAElFTkSuQmCC" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which molecules form the nucleotide marked in the diagram?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>A. phosphate, deoxyribose and nitrogenous base<br> B. phosphorus, ribose and nitrogenous base<br> C. phosphorus, deoxyribose and guanosine<br> D. phosphate, ribose and guanine</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question was a very good discriminator and was not a difficult question for most candidates. Most candidates knew the correct answer. Some weak candidates went for the answer with ribose as the sugar present in DNA.</p>
</div>
<br><hr><br><div class="question">
<p>The graph below shows the effect of temperature on the separation of the strands in DNA to form single strands. The temperature at which 50% of the DNA is single-stranded is called the melting temperature (T<sub>M</sub>).</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What do the results show?</p>
<p>A. When the temperature reaches 85&deg;C there are no more double-stranded DNA molecules.<br> B. When the temperature reaches 85&deg;C the DNA strands start separating rapidly. <br> C. A T<sub>M</sub> of 85&deg;C means that DNA is not stable at room temperature (25&deg;C).<br> D. The separation of the DNA strands is directly proportional to the increase in temperature.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question turned out to be an easy question. According to the teacher comments, this was due to the fact that candidates were able to rule all the incorrect answers out. There is however, a lot of interesting data in this question.&nbsp;</p>
<p>The T<sub>M</sub> is extremely important in PCR and it is interesting to see that at a given temperature the DNA strands all of a sudden tend to separate. This is also a good question to use with candidates to explain the breaking of H bonds between complementary bases.</p>
</div>
<br><hr><br><div class="question">
<p>Which molecule could be hydrolysed into amino acids?</p>
<p><img 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" width="513" height="566"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which of the following graphs shows the relationship between substrate concentration and enzyme activity with a fixed concentration of enzyme?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The table shows the genetic code.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">Which mRNA could code for the sequence Met-Ser-Leu-Arg-Phe?</p>
<p style="text-align: left;">A. AUG UCA UCG UGG UUU</p>
<p style="text-align: left;">B. AUG UCC ACC AGA UUC</p>
<p style="text-align: left;">C. AUG UCU CCC AGA UUU</p>
<p style="text-align: left;">D. AUG UCG CUG AGG UUC</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Three flasks were prepared for an analysis of the activity of amylase. At time zero, each of the substances indicated in the diagrams was added.</p>
<p><img 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" width="543" height="231"></p>
<p>Which flask(s) could provide support for the hypothesis that heat denatures enzymes?</p>
<p>A. Flasks I and II after 15 minutes</p>
<p>B. Flasks II and III after 15 minutes</p>
<p>C. Flasks I and III after 15 minutes</p>
<p>D. Flask III at time zero and again after 15 minutes</p>
<p>&nbsp;</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which chemical is produced during both aerobic and anaerobic respiration in humans?</p>
<p>A. Carbon dioxide<br> B. Pyruvate<br> C. Water<br> D. Lactate</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Some G2 feedback suggested that option A was the best answer to this question, and although many candidates chose this, it is wrong, as the wording of the question clearly states &ldquo;during both aerobic and anaerobic respiration&rdquo;. Furthermore, it was felt that the use of the word &ldquo;produced&rdquo; had not presented a problem to the candidates.</p>
</div>
<br><hr><br><div class="question">
<p>Cladograms can be created by comparing DNA or protein sequences. The cladogram on the left is based on DNA sequences and the cladogram on the right is based on comparing protein sequences.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqIAAAI0CAYAAADGPkutAAAgAElEQVR4Aey9a9Au11Xf2cAwFh+QqvIBV+pECmECU2KkkAmydUDKZayLy0eYEMmussDmHlvE4PEUAVeMAYcYT2xIDbGjIJzIl4wHmbElu8axXJYseUwkR8eBGUBKTqWcykyOcr4oH0DHUxVUVEVTv+ec//Put99+nqcve3ev7v7vqvftfrr3Ze3/Wnuttffa3f01L7744ouVkxEwAkbACBgBI2AEjIARGBmBrx25PTdnBIyAETACRsAIGAEjYAQ2CNgRtSAYASNgBIyAETACRsAITIKAHdFJYHejRsAIGAEjYASMgBEwAnZELQNGwAgYASNgBIyAETACkyBgR3QS2N2oETACRsAIGAEjYASMgB1Ry4ARMAJGwAgYASNgBIzAJAjYEZ0EdjdqBIyAETACRsAIGAEjYEfUMmAEjIARMAJGwAgYASMwCQJ2RCeB3Y0aASNgBIyAETACRsAI2BG1DBgBI2AEjIARMAJGwAhMgoAd0Ulgd6NGwAgYASNgBIyAETACdkQtA0bACBgBI2AEjIARMAKTIGBHdBLY3agRMAJGwAgYASNgBIyAHVHLgBEwAkbACBgBI2AEjMAkCNgRnQR2N2oEjIARMAJGwAgYASNgR9QyYASMgBEwAkbACBgBIzAJAnZEJ4HdjRoBI2AEjIARMAJGwAj8V4bACCwZgeeff7762G8+UF28+Hz1qjNnquuuv37J3XXfjIARMAJGICACn/3Mw9UzzzxdXXnlVdWbfuKegBROR5Id0emwd8uFEcAB/ZX3vKfCGSVxfJcd0cKou3ojYASMgBEQAtidd7z97RWOKOmqq66qbrr5Ji+KCKCqquyIJmD4dDkIPPnEk5vB/7rvv7t60z33VOfPP1tdd/11y+mge2IEjIARMALhEcAJ/dITT1bvv/fe6rtvvmlz7sjccbZ9zYsvvvji8Uv+ZQTmj8APvf71m0585KMf3Xbmmaefrn7jvvuqZ88/W119zdXVu9797s3sdJvBJ0bACBgBI2AEMiHAggi2CCf0VXec2db6G79+X/XZhy+tkL7u7rsrFkzWnLwiumbuL7TvhEJQANqHw+8P3HdfxeBXwim9+PzzVeqo6p6PRsAIGAEjYASGIvClJ5/YVMFKKInwPIsh2B+ldzz99GZBJHVUdW8tRzuia+H0ivqpPTjsET1//vwmFIIzevU111Q/+7a3bcIj2rPDdfI7GQEjYASMgBHIicB11116OPYtb37zploWSEjaMob9+b5Xf+/mISY7ojmRd11GYCIEUqfyZ972tuqn3vyTmxkoDugb77lnu0IKeddcc81EVLpZI2AEjIARWDICskU4l6978u7Nm1voL795ZkF7RK+8/CDtkrFo0zeviLZByXlCI8DK58ceeGAT7sDpPHPHmY3j+YXf/uLmSfn6iidK4uHPPLxRCvV7oTtq4oyAETACRiAkAtgVPZjEOU/Gv+7u7988i8DCCKlub7BdJF4tuObkh5XWzP0F9J2Bz2DW6zDYe0P4A4f0/ff+o+3Mk9c4XX31pVVQnNZnz5+vHv/tL55QDAuAxF0wAkbACBiBERHAnhBiv/Lyq5lomv2gOKSE4XkwloR94iElQva8U5TnFniWQY7qiCSHasoroqHYYWK6IMBAxwllEOvBJMrzlOIzTz+zrQrHNH1QCaf1/Z/+P+yEbhHyiREwAkbACPRFgAURnNBPJXblppturn7q8t5Q1cuCiPaJsjpat13Kt7ajHdG1cXxB/X344c9sVj5TJxSFgBP6kY/+r5t7DHwGO2F6rqcz1gVB4a4YASNgBIzABAgoCoedUeida9girYYqBM9bWnBEeWMLT9Ir/wRkh2rSjmgodpiYLgjwPtB0IDPwWSXFCWUzOL9RAN99082b0D3heicjYASMgBEwArkQwA6RZItwQn/o9W/YPINASJ6wPbZos2f0++/eHHO1vZR6vnYpHXE/1ocAX0rSbLTuhIKGXp3B7NPJCBgBI2AEjEBuBPTFvieffGKz2pk6obTFAggLI88/fzF304upz47oYli5jo4QalfiixQk3tGWroTq/rPPnt+c8hUlJyNgBIyAETACORDgmQNWOkk4mryWCRuELeJcDydxnweWyGs7tBt5O6K7sfGdiRBg0DJ464nBr43e3GOWyf5Q8tbD7uQjLM8eHb2zrV6ffxsBI2AEjIAR2IUAEbd6wrawIMLzBkr6XPTGFl1+O4vuafGEj6k4NSPgPaLNuPjqhAjwInoSez2174bfFy+edE7ZIM7gx+nk9RlyOlEg7MnhvpMRMAJGwAgYgS4ING33onzTVi/sFPYK24XjySsCuYZtIj8fVKkvlnShZel5vSK6dA7PsH+83FcbvhnIhxKz0fffe++xTeA4oDyhmDqyh+rxfSNgBIyAETACIKCtX+z5bFoZraPEIgivbyJKJ7vD/lFdq+f37yME/EL7Iyx8FggBwvDMLBncvJie2SS/CYswsJ2MgBEwAkbACJREQAsitMGCh/aC8n7Q3/3939s6nCVpWEPdX/fOd77znWvoqPs4LwRueNkN1UteckX1qYceqj710Cc3q53/7itf2WwIf/yxxyueUOS1Gf/pueeqK654iRXCvNhrao2AETAC4RH4ppe+dGN7sEGffOihjU1itZOvI/H3hcceq7BLF5+/WL3wwh9X5HfqjoBXRLtj5hIjIqCVUQb/pdc1PbNZHa2HSlgxZU9o+rTiiGS6KSNgBIyAEVgoAloZZauYVkWJ1tXtkOzU++6914sjHWTBjmgHsJy1PAIM9C898eSxr07IGaV17cNRvvPnz2++2cuGcA/+8vxxC0bACBiBNSCgN7SwwEFKnVF+E5q/dP2ZzT1eF8jX+9717l/ePjS7yeB/BxGwI3oQImcYCwEczg/cd9/mSUNmltqTQ/tyRrmuLyeNRZfbMQJGwAgYgXUgoC8hyRHlFYD6fGfqjHIt/bz0OtAp00vvES2Dq2vtiACvysAJfcWtt1S33HrLZmapPTnsF9We0ccfe2yzN4dZqvfjdATZ2Y2AETACRmAnAjihvAbwj194obr7+++uvuml37R5RuFLTz65Cclfc3kLGPtDsUU8x4BtchqGgB3RYfi5dAYE+CIFT8Qzw/z5X/zF6qabb97UyuDnT4PdzmgGsF2FETACRsAINCLAl5FecsUV1W994uPVK265pTpzxx3VJx/65OaBJDujjZBluej3iGaB0ZUMQeBjD/zm5kGjNMzxpSef2FwjFI+TSmieRB4cVh5O8guCh6DuskbACBgBIyAECMXz96Z7jt4DyiIJq6RE4NKwPM8qsEVMD8mqDh/7IWBHtB9uLpUJAR46YvCnn0vT+0JxOHkAiVR3RnmXKE6qkxEwAkbACBiBoQiw+EHSN+GxTWwZ4yl5Po7CUc4oR5zRL/z2F/1g0lDgq6qyI5oBRFfRHwGcSWab+mwaM1BWP3FCGejc40hKndH+LbqkETACRsAIGIHjCHz3TZe2hPF+ahJhehZI9ErAM2fu2FzHCX3H239u81Dt8Rr8qy8C/tZ8X+RcLhsCb7znJzbvCKXC977nPRvnMw3Tcx3HlI3izEqdjIARMAJGwAjkRIBFDz4VjY1hMYRIHb/TyBuheBxT3mmdXs9Jxxrr8oroGrk+cZ+ZUTLIlVAADGqusx9HK6DcJx/XyWMnVIj5aASMgBEwAkMR0B5Q1SMb88wzT28ufffld4jy4+GHP7NxQGWvVMbH4Qh4RXQ4hq6hJQLsuSG8/rHffGBTAoczffmvZpg4n9dd9/Am9EF+3uOWOqctm3M2I2AEjIARMAInEMABJfrGwgdJD8Eqo2wRtopIHJ+U5kMrPJvglB8Bv9A+P6aucQcCP/XmN2++Fa9ZJ8qAAZ++oJ7N4XJUqYbZp7+YtANQXzYCRsAIGIFOCLDQ8UOvf/3mifczd5ypHr78ZDwLHtoPqveJsnhCwk698Z57/AL7Tki3z2xHtD1WzjkAAQ1+BjoDnrTra0k4qIRGrrzyKg/8AZi7qBEwAkbACBxHACf0+ecvblc3cTZ/6PVv2GwBS51RrrMocvHi89Xr7r7brws8DmPWX3ZEs8LpypoQ0DtA+RpFPbTBPb6oREpXRpvq8TUjYASMgBEwAn0QwLHE1rAogmOpBRHq4h5PyW/uJSujfdpxme4I+GGl7pi5RAcENPjZ69mU2JuDA0rSrLQpn68ZASNgBIyAEeiLAE4oCx88/FpPl7aIfXTjnLIKyhYxp/EQ8Cc+x8N6lS1dccUVm32erIay70af60zB4Jvx7AX91EOfrB5/7PHqb9x5Z0U5JyNgBIyAETACORDg09HPPfdc9czTz2yOPKtQtzN81pM8OKNNtioHHa7jJAJ2RE9i4isDEWAV9CMf+nD1hccf22zy5ol3HE2c0ccfe6xxgOOM8nQi4RKOTkbACBgBI2AEhiDA8waf+uRDG+fzhpfdsPl+PI4mdkjfjm9yRnFC6++yHkKHy+5HwHtE9+Pjux0RYCZJGB5nlJRu/iYkQvide7yg3gO9I7jObgSMgBEwAgcRwMYQXscRJe16OwuLJGwN477TdAjYEZ0O+8W1rCfjcT7fdM891fnzz574AoWd0cWx3R0yAkbACIRCgFcF8t5P3tLCS+k512sDRaheFWhnVIhMd7QjOh32i2uZ12KQPvLRj277huP5G/fdV/H93quvuXqjGNgr6pXRLUQ+MQJGwAgYgUwIaEFEn+tUtTyoxPYwkp6atzMqdKY9+stK0+K/mNYJhaAAFG7nt55SVCdxSi+yf/SjH92EQ37qzT+52Tuq+z4aASNgBIyAERiCwJeefGJTXJ/nJDzPYgj2R+kdTz+9CcfrBfZcd3he6Ix/tCM6PuaLbJFBzANJ7BE9f/78JhSCM3r1NddUP/u2t23CI9qzw3XCIbxT1IN/keLgThkBI2AEJkHguuuu37TLe0FJLJCQtGUM+/N9r/7ezUdTCNfzvILt0Aaiyf7ZEZ0M+uU1zIBmlZMZKA5o/ZNo9afhPfiXJwPukREwAkZgSgRwLl/35N3bT0Xzm2cWWPwgXXn5QVrRaDskJKY7eo/odNjPpmVCGmnY/RDhzDjrg1uz0Ouuv65i746TETACRsAIGIEuCPBGFhY46valqQ5sDqmel72i1ENETs5pU3lfGw8Br4iOh/VsW2LQKryhPaD7OqOBT7mrr770TtCPPfDAZn9ouidnXx2+ZwSMgBEwAkZACGz2ev76pU90tnnlkuwQCyk8pETI/plnnt58XQk7ZidUyE5/9Iro9DwITwEzS31+s+37P3Fc9RQ9HWT/KE4oIXsnI2AEjIARMAJdEdBqJk5kG2eU+rFDWkjBOa1vGetKg/PnR8COaEtMmY0xm7ryyqu2T4a3LLqIbH2cUV7TxOfUrrz8INMigHAnjIAR6I0AjsTFi89vVqfq73XsXakLrgqBPs4ojihvbOFJeq2Urgq04J31Jz4PMAgH7Gd++qer9/3aP6x+93d+p/rXzzyzWd3jk5RrSi+88EJ1xUuu2GCw6zOddTwY8N/6bd/qT3bWgfFvI7AyBAiPvvHH/2b1qYce2uiQZ599dvOC8frnFVcGi7vbAwFs0Qsv/PHmzSy7PtNZr5YHZbFFlrc6MjF+e4/oAT7wyiG+ysADNvpCw9r2luiznUBFaP35p5/ebPbmd5s9owcg9m0jYAQWjACTed6mwcRUr2zjmlemFsz0Al1DZvQKQGww8sMEh21jbcP0BchylRkQsCO6B0SW8wnJp19oIJxEaKD+hYY91cz6FuF1Hjqi33rfGoOfFwRznWRndNYsNvFGoCgCTGQJi8oJpTFeoaOHIK+66sqNblnbBL8o6AusHHnRopC2dWCL+XCKndF5M9yO6B7+dflCgwbGnupmeevhzzxcMRPlPWxawcBg4Jy/46q32xmdJVdNtBEYDwEm7URSpD/kPKBXlJ55+g3V47/9xW0eXffRCAgBFoWws6mtZRGEB2FxRO2MCqn5Hb92fiSPR3H6hQaevPupN795EwrgCw1f+O0vbmb4UMNDTEtNPFhA4oGjetJT8MxUMS5ORsAIGIE6AjgKRFHQn//DX/mr28krEZbf/f3f26yG4pSy2uVkBJoQQD7402QmzcPCCE/CK0yfTnDSfD6Pi4Ad0RpvCMcj0CRmXjidXOOP34SX5ICt4VVEvCWARHitKZ2548zmMs7orjxN5XzNCBiBZSKAI8DqlRJOAs4o1wjRs4rF6idHHIv6F9dUzkcjIASQE/6I0DUl7DRJzmhTHl+Li4Bf33SZN+yFZCM0DicJpxOHE+HXDIvzNLEKiAO25C800PdX/JW/uuk2G8Lr+7jo/8ZJP3OmyF5RMPbrXlKp87kRiItAGnZHX7LqKScBXVLXofTkUqTpmU2UKW7PTNnUCCjyhjxhm9OEbH3nd/zFjQ161ZkzJ+xUmnfouW3SUARPlvce0araOJo/+Po3bGbrCDlOKbP3Z88/e+xpPGZbS/9CAwOaEJn24ciY4KSzB+d99967Wd1AlMjLDJXPduZ+YAms3/H2n9uuTuMA+x1wJwewrxiBKAhoYs7qJ9EidCh6Az2h1U9oJR+JldCHH/7MJp8/+xuFi3HoYIGDB9m0+MGkhmuKvKXOqK6VdEJtk8rJhldELytGnrxLV/xQoAg3g0Cvhlj6Fxr2rWbIyCCKUgw47KTcDxlguL7v1d+7WT1517t/ebsqrXbLDQfXbASMQF8EWJFSJIk6FCZlPONE4IxqbEt34LD+7Nvetp349m3b5ZaDwKHoJAsiyFb6ABy/kS/krESS3LIwY5uUH+HVO6Is9yNkpHSGxe8mZ5QZ2RK/0CBHM13NSA0IeDDYeW0TK8Wkq6+5ert9YXMh0z85xKmDCy1MFjRLRuHYMc0EuKsxAgMQQC8wLtGlPMSZ7p3nHu8QxbmQM0pT2kOqyMuA5l10QQjI4cPGIhvIDbKVLgjRXWwE0Uny4xy+7u67t1tASsBhm1QC1aTOF1ecHv7nn3nxv/mz37z5+7m/83cakbjvH//65v5f/55Xv/hHf/RHjXmWcPEv/YXveDHF4Ok/+IMXuQY+YDBmAmv+lGhftIhf/F4yP9R3H41AdAR+8Ad+YKtHz/+H/3CCXMYp43kKXXKCGF8IjYB0PfZHCbuE7Expg22TxI0yx1V/4pNPfr3kJVdUfCaMVT5WA+uf7rzhZTds8vBpun/9zNPV37jzzsSNn/8pKxaffOiTFZ/tZJ+WHiYAB/B48sknNzNPcAKLMdKzz17ao/uVr3yl+pX3vHfTPp9me8tb31q9/x9fohF6r7/++s1n28agyW3MAwFWLr7w+GPVxecvWjZGYtkrbrllo0Ofe+65is8v8jtNjF1Wt9Cz6NHvvOFlflI+BcjnGwRYUUeGsMuv+/7v36KCPHEdnd/2k57bwplObJMurUIX061l/Nt51apVT1bZ0plY2gvyLHEFLspqRoot56ILnrz37//9Y9hrJZujkxEAAcatVt2mXj1ZI0cYs8I/jaykWJAHPepkBOoISKczdnfJj+z0WCujtkmXuDSGbq3qArGG3wh93eGUkO9zRpeITVsDIiPzxL94IisM1Jc6nT/5t/7WiwrvpYogbZQ8f+0v/5X0ks9XjABygjwgo4xr5Kc+vlcMT5Gug299IthGlxQhxpUuAoE2Nlh5sBmlkm3SEbJj6dZVOaIoTgwWsy7+EOo0SciX7ozWjUgbA0KeOl4pdn3OH/jffnO794dVTxxM+AL+aVuc8wf/lKduBPu07zLzQgAHEzmsJ2QDmUnvcY5M4ZxitOyY1lHr9xtctWePsQq+mjhSI/c1ad21stWvZZdaGgLICnqcoxJjWTZg15glT1pGZXMc12qTptatq3FEJWAYJRkoBL6uLNsMhBwCP0UdDN5dRoR7YxoQ2sN5wLFME7yBL/CBRL508sC5ndAUsXWcSz6RUc7TxDX+lJAdZAs50l/dUVVeH7shAM5giR6RLuF36jSIV036tVtrzr1UBNIxivykOn0qG4zcQsvabJLG65S6dRWOqAQsdTpRnDJS6XUGPgOhiSlzVwqHjIgEMqcB2RXKl7JJDZiucSThlGq1BUWVKqu588L0d0dA8lEfm5q8YEA0acGgkB+ZVjnLT3fM0xLgXHc6FaGoX5cu0VhO6/H5uhHQBAbZkUxhc1JZ0Zity1UO5GyTTqIovKfSrYtyRPcJGAKNclRiAGC0AL7J8UrzqsycjxrwqePXZERkQJow6dp/2gL3uqNPPdBDG3I0NRCkjLSCrd9d23b+ZSIgOUkVJjKb7jNGttLxiwOKrNkRbScTu/QoYxlslcCYayn2qX5JeaAyPq4bAY3FVK9rTDNGm64jY6lcDUHQNmk3euLDFLp1MY4oDs0upwdgcTqV0sGAstQqCg7TUpVnFyMCBmCWKgVh1/Wo2W/dGU0dTQ2AtD34iWJKDV/Xtp1/mQhIXlKFSU93jV2tlC4Tjby9SsdlWnOqM3UdB1R6VTxBz9jhF0I+1hFAZvhLk64hO03OaH2cp2X7nNsm7UZN47iOeWnduhhHFGgRMP7qoAEuQs51/jjHOClpdY5BkF7X/bkf+xiROoZdMMCJTMvvGvgYsSblQ1tNNHehwXmXjcAuhUmvuccfMqRVfztH7eSBcbtrEspY1cRQOlOrp5RDf/JHPl1v16pzrQEByUhqYyVHrFQiM5Ihxq9Sakt0reuxLo+2SbsRnEK3LsoRFbQIbuqQ4hjxR2IQoChT4WYwcH3JxmpMI4Ihq8+omga+nE1oS7GHN6pDPPXRCCAjaYiuSWEiO4pwYNQ4T2XLKLZHAKzleFJKOHIdbNN74M41DH7Ko/atOecaENDqp+QJmUmdTvQ+1+rXh2CD7cfGYIPSZJt0hMbUunWRjqhmWXVnCNgxTFxXkuFKB4PuLek4phEBSzCW8y8cmwY+eVESKB7K8Mdv+GSDJuTWfUR2U+cyHaucS3YYy0qUkczrmo/dEMBpANu6ARfmKb5cg0dORmAfAkxUNE6Rl3qYHv2PLKWyta++tveQYf7Utsqt3SaBcwTdukhHFCGTgCHYqfDJ0WEvFEzgN39rSaWMCE4jddcTk4LUoRRfOCrhsLIiLV5QJuWZ8vm4PgS0ZxGDhVwgI3XnSDLNPctNPhkByya8xRPGMDpU+HPdyQi0QQCbwDhmTCspNJ/aC93rc0Qu63Uh08htqifWapM0jiPo1kU5oqlwIbgSsNRACXwGAX/MBurC2kfo51JG/c9tRLR6kjqjGCkwZoUzxVh84ehkBHYhwHiuh9SQI43dVH7kDDHWU1nbVbevNyMA5qke5bzJGdW1Jl401+yrRuAIARYfkB3kCDuBXaqP9aPc3c+kO+q2B8dX7aZyvjabJHxSHTqlbp2dI1rfdIyIYoS0vIzgpStqEjAEXoIH4OShnK51F/X5lihhRMBR9abOqByEukIQX9KBMF9ETXkJBJAd5CYdo4xbxrpkLZUf8qfjvARNS6gTJyDFlD5xTZNJDDXnOAikdGzX8YYfyrcEbNyH8RCQDdBkBpmry+UQarDz6I9dtqeuK0RPKuND2o9cNppunZUjKqeGoxKKEEEmtMu5lGm60ikBqwue6ljjEQxzG5HUYKU8Et92KQR4l1MBrZGfS+wz45VxrKQVduQJedHkk/Et+dFRZXw8jgD4gGuqC7nG2ARPdAJ48hu9KqOscum14zX7lxHojgBjGplL7UX3WnaX6OuMLt0mRdOts3JEU2UowUVh6lziyG8UJoqVMqSlO6P0ObdjKTzbHsFaIRbwT/kinjQ5ozJ2bdtxvnUggMwgL8gVf5xjIJSQd+SMv/S67vvYjIDGopxRfqe6klLgzf10HKfXPGabsV371dKOZVd8cUQl7022B/nWOFDdyPbS5Tuabp2FI5qG41NlKAEjrFRPupcaqCUKGANNBqNpUNVxKfVbDiiDPaUHPiiJJ6lCgJ9ORkAIpPLAuNbYZhwjN+l9HFGuOzQs9PYf0RVKGouM1V16MdW1Kqtr6bhWnT6uFwHkgrGIDeIv1fFToaKJKpMs/proQvbrdjPVMVPRXqLdtF/RdGt4R1QP16SKT8pQQi8lWWceYXoGxFITODDAMCZggHDtwqIkBrQLzgxqCTt0SDGlvJMBjKCoSmLiurshwDiXsWjaKyY5V62S/VS2dM/HkwgwNutjTmMRPcpYbUrpdoim+742DgLwauqI176eIj/IF/LC2Jx6ctjkN0ATtrI+Dpqc0X19ndu9OejW8I4oQo3w1A2OrqNEGaBNSTMi8s450fcmB5PrDKq0f5zTbzDDoDeVy40FdMAHrV6l9WuQp/zjHPpSutMyPl8XAnJ25GwiS3X54DeyjlKVQeGaUzsE0APgW3cQNHbrekS1Mkb36Vjl87EMAvANOYcHTeOiTKvNtcq21O/qtUtNsgXt/DFux0zYvib9QB+43uSMYquWluaiW8M7oqlgMChTp1NCxQBNHR2V0SqAfs/xSB8ZNPWBQ180yNUvMCCflBZHflNHyXTI4ddKVxOPStLluueBAEaDPyU5R8i3ZFcrHJJtZGqMSZZoWtIRfFPHoAlv9ZfJ5S79qjw+lkEA2dfkDFmfKuKl3knP1x02XddY1URRY1XHuqOqeksc67YxbQMsoanJpqb5lnA+F906K0cUUBGgdCAg/Agd1xkQ6WBA0NK8cxUsBg59qQ8cKQDCInL2yINhAQcZmNIKQO1wbEqiEx6lBrApr6+tDwHGb10uJFOpM8o4QJa4p3G+PrSG9Rjc0BGMxXS8pnhrTz6OjybzTdGOYZS49CEE4Am8SmWdc8YA4wJ7yJgYMyEPdRusVTc5PdxXHjnP/IbusZJ8hV34yGeo29Sx6Burnbno1lk5ogxCCVDqYKbXEXg5ZTho6SAei/kl2mlyRumbBhwDioGe9lcKorQjSpu0v2tQS3Gmhq8ERq5zPgggk4xlyU2TbEXOuxAAACAASURBVKTOkR2hfLyVLkFXprgL71SHwp/6JCEfJa5pHwKMD/6U4A/8gD/643eq85W35LHJGdU16MLupg4g9HF9TEdUti/FL8WE69Ccyn96f87nc9St4R1RBFozdIQDoUaIEOxdzigDIS1TSqigBUFmgKUDr0R71C9DgfJJ29uliLRSWoKeepsYK3gCbSn25GNiAC1ORgAEkA9kRWFHnddlirypzNsZ7S8/GKcUP/SHnJrUGKd4M6abeNKfCpfsggB2hbEhPS79Co/gi3gFb8dMcnSgp26Dm+RFdKY2qwS99bblHOMvpPekf6BraUl9m5tuDeOI1oUUwZEgIfAIk/Jwb58zOoaAoaSlyOsDMrdwSyEhXPxJIQkPtUe/+UNRoLzIl1tJQYto4MhvDXLapk3+4A9/YMSf8ohWH9eLgEJ4kgnJDfKiayk63E8NXnrP50cIpBNAXWX8a7wyLhmvSugP6TAwVuIcXqSOq+75OB4CjIUIES/1GHlBLqTfpevrY5N8yBmyx7Eud6ov15E2JON1myQfAjmHdtEPrktMc9WtIRxRhAVBSR0rOVLc03mah0EqoUoHQpMhyy1wmnXQLsqa36Xa1UpjaigY4PS9jocGIwOf89xOqPCGH+ng57r6Dw+5zzX+ONe93HxwffNCADmQk4Ncp4nrMnCWlxSZdufoIfRBqgulpxiH6XhN8zBeKQf2qY4xD9rhnjtXE+5N12gX3YqeHytJp8tOI3NyNFOZkvOMTCFbqVzlphWaaGefTcIOQhNYaSzkpmPq+pCROevWEI6olKEcKynQ1JHinPvKA+MBX4KYDoTSQqFZR9pO6oDldL5oiz7Wk/qe4kEecEpxq5fr+1sKB96kCdzlQKTXfW4E6ghIhpDZuiNKXjujdcS6/dZYlC6s6yl0Rj0PLUj/1p3Rbq079xAE0KvwS84bNqS+Is344A/9zn3yltD1Tf2QTd43biV3lCc/tCFzpZL0iW3Si9sJwVx1awhHFEGVMgRIefZ1AU7zcE6SQ0aZMRLtoQAYBGpfA4Lr+kOpDElSQjihTY4odYMB7dWd0SHt7irLbBLl15Rk3IRJUx5fMwIgIFlBppuMFOMYmd513yjuR0D4cgTDJschzaPa0CWMcelVXfexPALwSDKPDpWTKVsIBYwV+CP7wvlYTiht0xZt72pTNCNbYyXbpONIa1zv0p2RdWsYRxRIUYIMPg3K4zBf+qU8YzhfTe1zDSeT9hl8oleKgUGrQdlkaHfVmV5XvZTXLHmXgUDowKskHtBBG/scTfoPLUtLDF76vUsBL62/JfpTHwdtFOaYBq1En6esU/gyZpscUWhTHuM8JacuOZiyJSkl6Bz4V19gQQ+NpYtoB9qgRSui2KamRF7o5W8MmYpmk+g/ONX51YRVzmtL0a2hHFEYJEezaRCKgcqD81NnhPLkPqbt0D5tQyPHuvBJiaRl2tJDXdTLgKe8BvguJ4/rDPw6DW3ba5sPhURfdyXoIM9SEjymT/CCP8778HMpePTpB06QxgkTqhQ/OULGtQ+yh8u0wVd5SuuOw9QuP0c9fKweS9+jb5R0TXzBnihCpjxjHBm76HRNZrQoot8pDbJT0JyO8zRP7vMINom+auEJOwFNKS9z91n1LU23hnNEARpGwlAYq8EoBuiI4I/FcDkkDEyUggaajqKJI9fIt2vmmOatn9NX/iifJhmMutHWLHUXRmkdXc6pV6u+tInQy7nm2JTIR5klJPGQPiFjGIExZG0J2KkPMkzIMjg2OfO75Fp1+DgMgTb45tYdwyheZmnZM/hRT9KrcjThR2r30L3p73r5Er/Rf7JDqXxA4y67jL2r262ctEW1SfQbTNB34MaxdFqibg3hiMJA/tKkwTv2IExpkCLHwUJhaEbIgEsdE+6hMPjD6CKY9f6k9Tadk59y/DUNaNHCfdqQcc/t/EnxyYGgPQ0ytVlXqFKeYwzCJuz6XoOHqaJVPVyj3ykPOYfPYADmKf9VzscjBMAolU3JCPiluEqu69ePavJZWwRSXFXG+AqJaY/iQ113St8yPjRGOCrh/GED0T1jJdqiTXRgSgvtp3aZMcsftoL8pfS/MJrKJkn31/HXQlC932AmbKA9d1qibp3UEWWQASpCzB/MSxmXCn19QORmbr0+hAua6u1CLwNUjoiEUX3gvma39ToP/T7UX2iifg3I3MqJAUffdq3mch8e0VfRoN+5aTmEVY77kr06j6VE1Ab3wUU85sjvJsOvMms/1scyeIAj2HEvxQ7jXDfQa8evS//BVc6Axm8d3ybcu7ThvN0RkI1QyV3OKLyTfqnrol12SHWWOopWaEtlifb4jb5nHHMfPYodLJFoSzLdVD/3oQP5hhbO9TuXTaIe6q/rKF0XPvBKbZNff1zPmWgj9ZOoe+66dTJHVAKG8MBQmKzBmDL8kHM2lMG7BlBTqEE0QhP0S9BxPBG2XXV1oTHtb476urQtYa4rUNUBPfSZfBpwKKH6oFD+6MdUiaUGQApGMoBCQTbJQxnhlFvBRMfrEH1SxGAlvOplhB3yowkbmDr1QyCVVc41uUKvpuMY3YUcg7vx7od111JgLb0izMWH1MYxbqRjUp1CGergb4okWnctTIxBk/RFKstpu2PZJGHRxDfGnMYdfCQPug2a+c24HJqWrlsnc0QRMJSlBiiM0sCrMw+G1hXrUMZSXkIuZZHWWVcACBfGVQNCgjnUWaR8vQ7a2GfMUzpznsuoyUGo163Bpvsp7+p55/I7lTnJAdfUV/gALmlfZThSozGX/paiExlm3DJOGTs6T3FT2xp3YCtZ0j0fuyEAhpJblUzxTfFHZ/HnNA4CGgfwI8VetiPlBXngJeNGtoffJexeU++xOU36TLSiD1NZaqqjxLVINklYpHzTNfiGwy7/ACzAi+tDHdE16NZJHFEYA9OaGATzNIDrTM0t6GlbdWUuAUMIOEcppPSwCoiQNQ3eNnRigOXsUA9tpAOdtqSY6rS1qb9PHvVpV3u637fPfWgqXQbM6VcT1ik/Ujq0UppeW/s5spwaK2QIuWYsN+HIfWTeqR8C6AdhvAtf8E9Xs5ry9WvdpdogAN6yZeiXdMFB9iUdA9gE+CVHFPtYmmfUL1o0XuuTQ93fNZbbYNE3j2xOBJuE3RM/U76BYROfND5Tv6EPDmvQraM7ojATga8ryZRByrNL+NK8Q88RIAlX2h7CA40oEP7qwoSS4H79eht6GOjUyWxXTjl11Qc6dZOPeyltbdromweamvpLfVIKffrcl56S5eSA0l/JQBPWYM8fcomhIA/nTpdm/WADfuCZJq43yXWax+f9EEgnsbvGI3mQbafpEJAT16RXdC91asamlHGLjECD6GnS/7pXt1Fj0Du1TWJ8yT7oCD/rfCMf9hzbIP+AY9+Eb7IW3Tq6IwpTZKAQ+KaZBNdg9BAm7mN+XXHvckYlTAhfWoaZrQbvvnZ23cNA1Ac0g63JaNMu99L2d9Xb53odf9qhb/ylzpYwgvYlJE0GUCbCgL7L0URGSdwTb+AP5ykuS8BiSB80RpCXuiNKvRrrdXkf0qbL7t7GlGIj3ki+03s+L48AuKNf0BdyYKRX1LocvLpTo/slj8gH4za1LdJ/9evQAY1j0FmX16ltErzjTzhhOzS2UjzSySH41XndlZdqYw26dTRHtC5c+wwUjMboD2XkLsYjVKpbdHFsUhYIGrTISVQehE5ld7XTdF37PVJnhnPqlyDTRlp3et5UZ59rOA3qC4KOAgJ3kgZ+2mfy4IQpT582I5WR/DX1RzyXjEA3PEp5FqkvU9MivOpyK7qE9a77yufjYQRSXcC5xnAqq6oFvjBuncZHAF0B9jgTpH280vhBB6f8LU11Sp9o5JrsEOdyvnS/JE1gpUk/R34Lj6lskuz1vkk2/FMiP7wX3bre9yjZ2KU7l6Jbv+6d73znO6uC6Zmnn65+5qd/unrH23+u+uRDn6xuuOGG6pte+tLqhpfdUL3kJVdUn3rooepLTz5ZXX3NNdVVV11V/afnnqt+4777qmfPP1v9/C/+wuZabvI+9sADm3Zp/7MPP1w9/thj1Zk77qhedceZDS3QxD1ofMUtt1Tf+q3fVl28+Hz1wgsvbEj5oR/5kepd//O7qyuuuKIzab/1wAPV7/7O71Rv+ol7Njg8//zz1Q+9/g3VK269pfrA/fdXX/nKV6ovPfHkho7rrr9uk6dPO/sIe8fb316979f+YfWt3/atm36T9/HHHq8+9dAnq5tuvqm67vrrqzN3nKmee+656uLzFzdVcf399967oWdf3XO594XHH9vw4S1vfesJPsJzZBXZkByAFX9OJxEAL2SFccRYZhylMquxfsUVL9nK28lafGUfAr/ynvdUb3nzT27GLViDORinOgv9xNjl+IXHHq8+cN99m/vkdRoXgTf++I9v+PCqM3dseFLnlfQK9vFVd9yxsS/kwQ6NkT77mYerTz700EaOGJ+kN/34j1d//MIL1ac+/emN3mM8owOvueaaje5Lx3RuGr/v1d9bQRN25pZbb9nYwVSfQMMUNulfP/3MBoO/ceedJ/Q/uGGvsZsak7mxWo1u7euptynHrIBZFX+auddnWfLoterIkTxNM5A2bbbJA10pPcxilNJ7TasMytflSD2qSzMsra4x+2T2R7skrguLXbOgLm3X86p+0aP7/BavmlYJlW/uR/WN/oJzHQf1T2ER8pSURbU3pyOy2jTrPzR7n1MfI9EqWUQfaMUoXYVJdZZ0B8exV9giYTYVLfACnQKfmnRLyiv4g85N9X9Jumk7jeTRNrJFkozJFpJXskQ+XS9BX71ttZHqE10b6yg7IXsNr5qS7ClYpWOyKW+ba+C+Rt1aNDTPQESIU6bym790yZ98EnrOYUbJBD0SctqtKwzal6Nav9eVLvWN+pQQNJLu6TfXOEcxMQBK4MCAov6mhMMFHiirJSYpfnDlr0kW1W+UIzwbyn/Vt5QjeIAbcsIxlV36qHEFdiXkdyk4dukHOMthSDFODR9YS2dxLOk4dKF9bXnlVMGzXboDXu0Kf5fCK5UPjVkdscWM51TGyM815Ci11SXowx7tcvSkT1LaStCQ1lm3y+JV04IEGIITZcBsSFqzbi3miMIUhCdVljBJez0YqKmAi/n160MY21RW7SD8CJGUN9fTlA7cvoNAbdEGf/XE4EOIUwHm2q5BWS/f5bfa2EWL6hJNmjzo+tyP4gX9ExZyvJG51HBzf59ynDsWfemXUQBDxgS4SQmndSofsias0/s+b48A+IFxfTwK41S/khfMyZ9eb9+ac/ZFIJVz8QYdkl6v14392Xe/nr/vb8mFZKPuUEk3yjGlHa5Bf8kEXfwhr/tsLHRA+xhJTjntyT9h7O3SdejCHDhJZtaqW7M7ojBNMwgYBLD1lDqjdeGH4fxJCOplh/xuEjIN0iaDqnsMyq5Jg5sjg4z6qS9NEj7ygAO/6Xvd6KRlup5TF4NKq5zizS58RWvqmHVtc8r8TXSDL39NCoPr8IY/cOJPMljn15T9mrpt5LM+RlLsOE8TssyfUz8EJK/ILLg3jVfpD46SVY4a48a/H/ZdS8Er9IZ4QHnxpsn+da1/SH5okl7DFiBLdadPE3JoZpxrXNcd1iF0pGXrNgl926SbVUY6Wb9zHJvsBH0XFvXxxm/oTO2ExiblhiTr1hdfzOqIIvQwB4YhPDCNvyamp4xNBV7XqScd2EMYTdl9QqbBCq0yqNDB9UM0NPVNA1l1ybmr18WAlHDTNucqM7S/Ko8ipG4pHwm9HFPl0xFlBB1zTFIiKYZgTn/426Xs4DU4SWFzXufVHPHoQ3OTPFMP8lKXGV0D23TskH+t+PXBvF5G+gN5lLHb5dDI4SFvmnQ9HQvpfZ/nQyDlVyr34gHjJL2er+WjmprGLW1Kp3HOX2oLjkq/eMxekwfaS6W6TZJ9lI2qt0sf6rqnnqfLb9ndeh9pQ7oMm1BP4AeNGpfkb8K9Xk6/d+Wlnnr/dE30pOMYOpaWsjqigAVwYiJOD7/TaymA5APwOrCUUx1p/iHntCOmNtUNDQgYg5CBQt5djovoaHJ8mq5poDEA0kSb/IEbeer307x9zqmXvtSN2C4FyUCh37sUQh8axiwjHqaDlvbht3hfvzcmfdHbApu6QwnN4KpxoT5IpsEWueF+U1nl97E9AsiqjCTYa7zqWr0mrjfJddO1eln/zoOAxg42BJ4piXf167qf47jLsaLNtF2N4yY5YhzTB8Y19rdUoo26TYIu6ER/1GkTrrlpoh3+Ul6ldNRt5lA81A+OaRJP0vbWqFuzOaIADIB1QZITgHLlfKrURsjIg8PKgGhDr+pMhYtr6Qov/WUQUWc6mFSW9koktUk/UiFXW/BJ/ZTC4ncpetTuWEdkDXlUkhzSx10zU+Vd4xFjBjb6S2UaPJALyYZkK80jQ0L59PoasezbZ3CVU1+flGq81vVr37Zcrj0C6Oo2CblH/lPnj3LiXf16mzrb5qEN/lJasUPpb+qSrk/rFd2pfUrv5zqX3miySbKH4McCkOjkd6rHc9Giemg3xS2lI5ces24V2ruPWRzRVMBgaj3JCWjj3NXLDv2dDsS2QkZ/0nJtaKg7PmkZ4cORJDpy4EG7KBwGq+pX21IwDOYm54tyOBdSnrkGntqf8qh+pfKYyuGS+poLZyYsyAJyyTHFCPnRmMBQyClV2xgO8tdlUPd9PIwAmAr7uiNKaWQZvqQyfbhW5xiCADoDeeeohJynv3WdI/ekT1MewrMx+MYYpR2N1ZQ2zuXg6brozUkb2PS1SdADjWDIeKCekgm7KX4JM46iIRcu1q37uZjFEaUJCfQu5wrh5N6u+/vJ7HdXQi0Bo5YSQka9TY6PqJYjCj1qPwcODBIGUfpXdxDEF5RpioNoEybp77mc0x/6hzIRtqJdOINNqkwkh1ynjNMRAmAjvJDPJoyUJ12l0Coe95z6I7BLZtMaNeZTmU7v+zwfAtIVjAVNsOARv/fpb+ncNA/lxkhNjlXaLg4WtoAkOnPKkuQT3aG/CDaJvoINf+kEARxEM9iIT23GYorroXPpTdpCLqxbjyPW2hFtWlE7XtWRYKcDMM0DMxBKMTu9V+JcAy0VMNrJLWSH6tTSPIOA/u/CpwsGGjzMtFCSzBw5b3IGhEN9Zt+lvWh5ZSSk7Di25XNaFmycjhBAhpATxjt41hWmZJl7kjvkGXl02o8A2B3SfW10E1hbbvdjPfSudESTrt53j3bhIeOGsnL6htLTpbxsQ10fUofuYS+gMee4Vd2RbFI6nuiv+AIP0yTaU8zSsjlwsm5NET9+3soRTZmEAoRBu5KcnqYBvKtM3+v76FCdoicVMO7lFrJ9ddKWBkAOXDTr7WKMhEOO9oXtVMfUEKBQMfCS0Tomu/hMHUtyzHPxAlyQVXBMsUtxFdZS7GNOLnP1c+x6UpnFIO2b2Ke45zCAY/d17u2lvOK8Ke3Lo8kaY2ZX+aY6c17TGK3bPdkO7EBO2VK9qZ441B/yyi6WwCkdR7QFX9RmfZUWWpswUx1d+rWr3/TRurUZnYOOKIzAYOtPgoMy3SU8YnZJp4e22zoSoqc+KHMKmeBVneCUDnSwyIEH9VMP+HdNwiEHHV3bzpUfvu/CEv7yV0+7eML1NaZd41ZYaObO7xS7VBmzGorxSa+pvI8nEdDYQz7RDfxxvgu/FPdUj5ys2VdyIiD9Iju3b6woL/oo3cvIuODa1KnJsZIc5pQpZJX+RrJJ6fipjzHhQp560j3Gpu7rWM/b9HufvJDfurUJtZbvEdVsB+MDU5lNSJlyXmc0TUngEdBDzGkmbffVVAFAkxJt7mpL9CBgzIyUDgkZ91Mlo3L7jpSRwdGAh85dtO2rq35PIZW03/U8+k0/4U+aFxzSQaa8czimfG/Ckn6lfwx68beJJ3Poc24aNQ7qcpG2A7aMb/KSUux0Lc3v88MIgCG6ENzBF73Abzk8/K7LdIq79MjhlpyjLwLgD0/4Q3eIN3W+pPWrDHmle9Kxk+Ydeo7uRya6JORGtKls7jEczSal46aprxp7jEV4pjEpXJsw0719R9oCa+vWfSg13zu4IkoxGCslqmpwbjRYAZ/7OKzpoIUxMFoDQGWHHDXwaS9tSzTWr6dtSVD25Unzc45Q9VEs6WDIaUTSSUGd1vpveATt8ClNOfmR1lvyXPzdxQvxlvvIHDzWufornpB3jUnyAC7626U0kRkiDkrCjnJrxU9Y9D3Wxy6YgiU4p/xIJ77C3Zj3Rb1duSa7Aubw5ZC9oKzsBHlL8Epjt4897etYtUPuxY3dBydoPJTUj5I2SbyotwFt4jP0gqXGXp3HYNbFbqtfGsccrVsPScPR/VaOKNklzPW9TWK6DH+dASjSXElCVBca1X/oPrRAH+VTI6vyTUfVSbmuCqaEEZFyTI1VE926Rj/b9lVloh7V9zr/xSOuSz7BHkXUh29R+5+DLo1jZIJzMKuPWdoB0zp2JeQ5R5/mUof2DqIz04TMgrV4wTn8wXGlDLg7lUUAXVHXK7S4S+c0UVOaTxq7fZ1RypdIwiiKTZI92KW/6tc1QayPy65YiT/WrV2Raxmap1oZpnSWIeARRAYhR5ggpUqZXCkVriaFoXaUrymPDAF0dqFNddYFWG2OeYQW6Gg7aFBa5C+tJMfCQEpP/BVvmpSzsOKe0xECGrfgAkYoYvCUXGllg7HOeE7TUuQo7dOY55ocgTupLr9grzzwo5TzMGaf59KWeFKnt65z6vfH/J2O3ShjEdykO9pgMYZN0riCLvgHVrSLntNiRUqr/JahmKb8gQbr1hTl3eetV0SpQgoSgAU4TK4nZkbkyZUkVAiRaJAj0tRGmj+dpUkomsocuqY6Jdj78oNJSQOiVegm7Ot0gdPSHDH6DR/om/6YZNQTPCMfMuN0HAGNX2QD5csf40MKGRkTznJMj9fgX30QSGVSOkU8SOvjXpvxnZbxeTkENBb22Z1yrR+vuT52j989+sWYZhwjS6VTRJuk8YUNkF5L/YEUE+7zlyPV+WPdehjVTo6o9kEwGGFuSWdLpEuYUgXQRimoHHSi6PnjfIhyT+vcVY9oazIu6tPQI06XeLCLDtrAsRja56G0liovnPf1TwrBjlQzF4RPXVbBVoobfDEyTvkQkNFmDPPXNInK15pryoWAdE5qi3LV3bWeXWNX9eD85LB5qu/QMapNSm32rgUJ8RV7mSvt4o91azPCnRxRqpASBegxEsLTNPAlPE33RBdCKHrJR5mhKRXsen2iqW7Yh7bZVD6lA16geNIkWnYNvjTvXM/VxyYZkCIYS07niqFwapJZ8MUh5eiUD4F0Qs84dpoPAvt0zti92DV2x3ZC1e+oNimlq67LxM8m/ad+9T3u4g/10a516xGynR1RlrZZJck5ezgip/lsl7KWEDU5ImlNdSctvdfnvEmwRUsJgd5FI3Ro5QoMaJs/XcMJzd33XbRMdV24pzIgBcDR6TACwmtM2T1M1bJzgDUyu/TxuUQuSudEmOTXx+5UTqj4HNUmTWWz6/wRTj4eR6CzI0pxHJ0oSlRKIXVEjnexzK9UsFFIOOdTGXIwoG1oEB1cW0tKZUC8sBPajftWmN3wGppbMjvmhH4ozS5/hECk7T7p2JUdmFr/075oiWKTprLZKX888TwaQ+lZL0c0mhIVPVM6o1M5oSkzEfK1CrpkAKVnJzSVivbnVpjtscqRM9KEPkd/XMd0CGjsov/QhVFSNJuUOqNj2mzxZ8w2o8hAGzq+7p3vfOc7q47phpfdUH3kQx+uzp9/tvrhH/mRjqXzZ4eel7zkiurxxx6rPvvww9VNN99UfdNLX5q/oVqNtEFbzz57vvrA/f+0uuqqq2o5xv15xRVXVPytMUkGrvmz11Tveve71wjB4D6/4pZbqueee676zhtuqG66+ebB9bmC/Qi88McvbHQWegP5dTICfRHQ2H3VmTuqN/3EPX2ryV4umk2aymaLP9atzSL2NXirzbf2X/2V97ynetWZM9V111+/P+OId3/j1++rNnTdcaZ6/733jtiymzICRsAIdEPg2fPnq9+47z5PnLrB5txGwAgsDIHejmhUHD77mYerV91xJip5pssIGAEjYASMgBEwAkbgMgKLc0TNWSNgBIyAETACRsAIGIF5IPC18yBzGJX/8T/+x2EVJKWp6+LFi8mVOKfn/s2/iUOMKTECRsAIGAEjYASMwAEEsjqijz7ySPWhD37wQJPj3cZh/PPf/Oeqn/ibb8zS6IOf+ET1127+yxXHaOlnf/pvV68+c0e1RmeUycH7fu3XqpwTjmj8HYMexi5j2Gl8BJDds089NX7DbrEzAtiViDZAHWEMR9WF0BZ1IUf45Th6PHdDMasj+r7/5deqX/6lvxdG0K688srq2muvrc6dO5dlYN54+vQG3Yc+Hs8RvfG7LtEWWUF2E832uVFu7/u1f2gnqj1kJ3JiHBi7jGGn8RFggstk0ik+Au/6u79Uve1v/0xIfYP+/4k3vqn6cKAFIXGUxQJom3Kyy2Tv1a86U3wiQR9/4HV3h1qYEx8iHrM6ore98vZNH6cUtDrId772Ndlo+jN/5s9kdWzrtA75fdvtl7H/3PpWtDQxEAZDcFxrWY1ZjeG14jBVv2+97bbqwoULq4xoTIV533Y1Rh4NqGulA01bM3dZnGJhqjQ+Z//lpejG6cuLV83U+KoQyOuIBnSGNDDlrKjjfY85Hdu+NDSVY4Ct0ZixkodiYeWbiYJTPwSkOLXq368Wl+qLgJybNUY0+mI2VTlsyjd+4zdOurK3q++R7cC13/7t1alTpybdgiIaPv/oo0Ujt9RPX2nP6TACWR3RsZh8uFtHOXKvYuZ2bI8oHX62RmOmlTxtTRiO4jprAEeMqx3RafgvvaIJwTRUuNW2CMCvr371qyGd0ch2AP0yNW7CR7ajLc/b5lO92XcZJgAAIABJREFU1qVtEauqrI4ozZZmcvuuHeUUTTkeBsjt2B5ROfxMxqx02GE4pflqUF/ves2lLRj5al5PTTzghnGw4pyO57n3s0/Xk3W0LJsi/ROp15HtQATchE+pSZ/8DPU1kmxEpSW7IyqHINIAleDlosnh+TjizKB3CGQYPzSDt+IchuPQ0lH1ytB+LbE8NsXh+e6cjYAbE+6SvJOf4Yl9e/nI7ohGDM/npkmOba59p+3ZdTinnIk17DXDgfJK3mGZOJTDivMQQuPcj6xXxkFgXq3Ar6nDzLsQi2wHhJtWDnf1oeR10aBJeK62eG0TDx3yvAZRDqd2CGR3RGlWgyA3k9t1qTlXTpocnm/GeOyrcqDE27HbX0J7ftgrDhcj65U4KMWhRHpHeigOZVWlSU1E2rSff0r/oBTv1Cf1MZJMRKaliCMaMTyfm6aoYbTIT03mHgiaUUvp5q5/DfVZccbiclS9EgulGNSgd0qGeIf0MrIdkL6e0kkWDbIhQ7BOy6pPqj+95/PdCBRxRAmFM0BzM3l3Nw7fcXj+MEZzysEDNgqBzInuaLRqw74VZwzOiA8Rt/3EQCgWFfDL4fluPIniJOd+3SHRpS+fPbt5ZoHohlN7BIo4ojQfcYBul+MzfMYwchhNxkyzs/biMJ+cWskTT+dDeSxKmSwyafTG+hh8iaxXYiAUiwrpn4i6NrId2OKWwRb3lQjRkOt5Ci28qd6+dK2xXDlHVF9ZCvT1CYfnlyPiUvx2oPrzVKvKxrA/hiVKOjxfAtUydeLsOTzfHVvpHOnx7jUML5HbUVdf1LfhFK6nhnKOaMAB6vD8MgSbJxP9NaXhvHzqqUufofMMfjiWOWuQgdS2iZx1u678CMCvqOH5uy5/4vpD938wf8cH1Bhh5T/dIoBNGZq2K6KXvzA5tL41lS/miAJixAEqo6vQ7hBmRxhMu+iXMdMsbVe+OV7XgNfK0Rz7EIFmyYZn8BG4cUQDeoV345b+DOFRiz4bgsDWpgSK/qk/2IGoK7bS3zlssfrb9ain24fSoOgS+06duiNQ1hF1eL47RzKVSGd7DJIlJTlQp0+fXlK3Ru2LN9aPCnfnxrbOzYR76DoTvdICkZ09WBJxQUh0cZQ+n0J8tGAz9OFAR5eGca+sIxpwNubw/DCBmbo0DhQrRf6a0jBOaFVZDs+w2lw6NwK597Pnps/1HUcgqrMHlRrjUzp8x9G69EsRRZ40R69PkUQDW72GhOflyDq61I+LRR1RSNIAleHrR2beUtuBmWG1IZcg5+3hpdo024umgIb0VXIkHg6pa81lJRNWnDGlIPeEOWYvl0OV9JHGVaSeYQeihudzhcaH4D10iwBOtJ9ZGMKBqirviCo8n8HpG9bVo9K5VxuGCvIRZXnPlhiel6K3AzVMVrYOvTfWDwOyYOmtcxNIdxbs7qyrjuzsAawWhIbuhczNpNy2uA992uLV9+FAYSqnug8Nay9T3BGVwyAHIgLgWm2QMR5Kk1YetTw/tL6c5WXMcr0rLSdtfepi0DO7F+Z96lh7GW+sn4cERDDS80AqBpVRnT3QkR2IZIehS7Z4ygfzhtIgB9Y2qf84LO6IRl2Vw0HO9coNh+f7C2CXkjhQ8MwDvgtqJ/NqY71n8CexiXRlqIGM1Jc10PIjP/ajm24++PFPhOsuOjNqeF5Ocq6FoT7giwatbnapQ4sjWnTrUtZ5LyFQ3BGlGTE50qqcaMo1Q4wcnr/zrrs2n8OccqDnGHCSHztQw9D0DH4YfmOWlp6a+9gdE7Op2oo+cYi6YisHLpct7sP/vtEHLY6oD33adpkR9ogCslawphS0OrNzzxDVx9Dh+YAz9Tpf9v2W/AjrfXl9bzcCeusAK/lOsRGQrEv2Y1Nr6jRx6LOyVhq9LW3B3nea2xb3wZFJBCvGXSd84rOw7dO2y4zkiEYNzzMA1hKejxqWaTsIebXGhQsXqpffeGOFPDn1Q8CKsx9uU5VipWXuY3cq7KZot+/K2hi0RnD4dvUzpy3e1cah631o0ASRsk79ERglNA95mjEovNqf5HwlRZOEaWjNUcPzG/wzOt1DcepT3g5UH9ROltGM36Gkk9hEvdLHQEbty9Lpcni+H4dli6Wf+tUyrJRoaOsPpJ+a9uLIMOzHc0QvzxjaMnlYt9qVRsHnXG3QrChyeD4S/u24dCmX6BbGXco67xECwtGO6BEm0c+6Gsjo/Vk6fVt+BXzt1pa2YOF56SPppylkpKs/IKdZmE5B81LaHM0RZcZAWJXw6pAvGOQGHuFzeD43qnnr8+co8+Dp7Q15cBy7lq4Gcmz63N5xBByeP45Hm19Rtu/JH2jzWWw5zZRxGobAaI4oZGrmoDDrMNLzlN7SlGmG6PB8Hr6ktUhexKv0ns/bI2Ac22MVLacMpHgYjT7Tc4SAw/NHWHQ5k36fcvue3sjShgZWRImowm+nYQiM64henjlECl3nXm3Q7ChSHyUiGuiayel69KNeN6SVhuj0RqVPOOpLIlHpNF0nEZjr2D3Zk3Vc2fIrYHj+rte+ZsOEaO87le2UnppCUkTDIRuJE+p3Wufj0KiOaNQXvyN8Ds/nE6rcNbEK5JnncFT12ibP4IdjOXYN6Kic+9nHpn9t7WnSfMihmQIX9mOeOnWqmvJrRk391vY9vts+1fa9tlsEFJnQCmpTf3ytPQKjOqKQFTF0vZ29OjzfXnJGysmA98xzONhbxXn69PDKXMMkCGjCrIckJiHCjbZCIHx4/pWX9jVKL7Tq1AiZtrZ4wpVk0aAv0DV1W6u2WkFtyuNr7REY3REV4yKFrnOvNkTso0RCgyziTF00pkcZXdGd3vN5ewSMY3usoubU6ks05yEqXlPTJZ0VkV9RV2wj2E49wb/LR9Frm/xO63wjbHRHNHp4XgZ7CMRR+0ifcjvdQ3BqU1YOs5RDmzLOcxIBzeCN40ls5nJFRlpjYi50r5XOqM4e/Ii6YpvaTt6WMkVKaWjaIqCJhSYaU9C4tDZHd0QBMHR4PlNIIGIfJbwYtFx7YlVniSOv0OB1X7fedpu/pjQAYM/gB4AXqGjb/WuBSF41KVGdPTFFjpQcK12f+hiBrn32W5N6P/SZT1ImcUQ1sxdD83Wnf01aKcq12qA+7lre70/p8JLbgZ5pT+xwippr0B4d0ducy1cPIaBVfuN4CKn498XDNq+Xid+b5VMofkVz9kA+6oqtbGcuW9xHyvbR4Ic++yC6v8wkjihL39Ge2su92nBoeX8/W8reZZDN4QlcOfGaJJRFZbm1S6F7Bj9/Hu8zkPPv3fJ6ENXZA+moK7YR6JKP8uWzZ6t0i4AmFLZJecfqJI4oXYg4UxRNuVYb9i3v52Vj99owaJHD8wonX3vttRVKwak/AqyI+vVX/fGLVDL3hDlS35ZISwSnah+usnlysPblHfNeBLqaaHB0qYwUTOaIRpwp5l5tUH1a2SvDwn61bgdZ0PC8B3w/vtZLgaNff1VHZd6/NXZzTZjnjUZ86sWvaM4eyEW0w9Al2znl9r0mbBRd8opo3nE3mSMacaaYe7XB4fn+wqoBL4XUv6Z1l5Tx06t/1o3GMnqvMaExsoxeLbcXTQ5NlN5GtMNgg6M39faxFBtoIkrnh2fLSO5kjijdiThTFE25Vhscnu8nuN4Q3g+3eimtKMh5qd/37/khkE6Ym14vM78eLZvi1KFJ9xtG6bVsniatYegKsH1MK59gI3w8qc8vIZM6ohFnijLYuVYbVJ/D8+2Fdzvg/RWg9qA15Ez32eK8OC0HARlDjZXl9GyZPYnq7IF2RDsMXVvMJtw+Jhre8uafrH75l/7eRji/4YpvWKaQTtirSR3RiDPFdLWB91gOTQ7Pd0dQkwApge41uAQIeJ/tcuUg8gR3uaj371lUZ48eRbTD0CUZlx7rj37/kvIB/uRP/mRbyTve/vatbt1e9MkgBCZ1RKFczsaUwlZHUDQ5PF9HZpzfyAL7g6SIxml1ea04LL88nqpHkSe4otHHIwSiOnuiUDYv2go7HzNhX6YcQtE71vFD93+wsald1xsz++JBBKZ3RG+/fUOkVsEOUjxCBjlAuWhSfRHD83e99jUbRB/8+CdGQPZwE/qakvbmHC7hHLsQwKj4tU270Jn/9cj7z+ePbv4eRHX26OkP/+iPbjr84R2OV3402tUozHItCrVr9SgXbxxpShH3+jbROZdrkzuiEZ6OqzNrTeF58I/0cQEpHCmgOm/8ux0COPR+bVM7rOaaK/IEd66YlqQ7cng+6gq7ZDzXolBX/mIbmxJ4OeVDYHJHlK4gbNFeri5HSI7RUMgjr16orxHCMg4nD5W0S+XFSz3UkqdW1xIJgajOQySMItESPTwf0Uali0JTvCHiHb/4CydEiCjTW/6nt5647gv9EYjhiL4ybnhejlF/iC+V1MwuZHj+NZfC81PNOoWtn/IWEsOP4qW3OAzHMnINEZ2HyHhNTdsP/9ilEHiuBY6c/YlqozSZ1uQ6Z58P1QUmr//BH9xk+5Zv+Zbqzrvuqj792Yf9tb9DwHW8H8MRDfjtc2ZiL7/xxurcuXObF9l2xPVE9sirF1Fm6lI0Mq4nQPSFVgiwfwm59edRW8E160xyHjTxmHVnVkC8+BVxQSKqjZoas9/9V/9qI5kf/Gcfqd77D37VTmiBcRrCEaVfCFvU8LwcpKH4y8HKVd9QetLyEcLzWn0+7feHpqzpfC750kpC5wpcYDYIyHn48tmzlR+giM828SvXAkfuHke0UVNi5kl9bglrri+OIxo4PJ9r9jr1zK5ZBC5dnXojPQPeX1Pax6H29+TQS97al3TOOSKgCYcmIHPsw5pojujsCX/pjFw2T/UOPU6FmcaUxtjQfrh8MwJxHNGA4fncM7Hc9TWztN/VqcPzGvBame3XC5cCAbBkQ733h65DHqaeRK4D5Xy9jOrs0cOoNkpRMk2y83Fjf01qTzzbn9t3+yIQxhGlAxhOwvNTvby2CcTcM7Hc9TXR3PeanEA5hX3r6VPOA74PaifL6LVNdkJPYrPUK1NPIpeKa6l+RXX21N+INmoqGfekXlJR9hjKEZUjFOmJQs2EcoUqcteXUzymXFnxgM/DyaeeempTkcZSnlpdS3QExO8pJpHRsYlIX0RnTzhFtVFjy7gn9ZKI8sdYjmjAryzlnr3mri+niEw16+STnn75eh5O6ulpr4jmwXMutUw5iZwLRpHojOrsgVFUGzW2jGtSJwc4kvwsjZZQjmj68lqH56cRNQ06DcIxqFBb3hA+DG0e+OLpab+2aRiOcyw91SRyjlhFoDmqsydsIq7YIuPsfWfhYoykSb0mDWO0udY2QjmiMEGOkMPz04jk2LNOeukBn4fXUtB26PPgObdapDs1sZsb/WujN6KzJx7I+cq1JU31Dj1C1xivefTHVYZyqlv5eI6ow/PdOJg599grKwz4CxcuVLfedlvFirhTfwTk0Dss3x/DOZecYhI5Z7ympj2qswcuUVdst5Otzz1SlH2a1Ku9oo258iqcI+rw/PRSqcE3xsqK2vAq3nC+b5Xn5cnc8Bpdw5wQGDt0OSdsItIa1dkTVhFXbHHeCc/LbojW3EdN6jVZyF2/6zuOQDhHFPLGdISOw7H7lwQyV6gid327Ke9+Z8yVFeEpPLpT6xIgwJ5qrSwbkfUiwDgaI3S5XoTz9jyis6ceyg58+P4P6lKIo2S85HMkTOpxeJncOZVHIKYj6vB8ec7vaWGs8Lw/n7aHCR1v6bVNXlnuCNzCsm8n8YVDlwuDbbLuaAKuCflkhDQ0HDU6KR1X6jkSnFC/xaVBIApeCumIMgB48jfa93hzz15z15dTTrYG7ZFye3EUXpFiyUn/2upyKGltHG/uL47NGKHL5tZ9tSsC0cPzsgOlnL6ueJFfzrt0Xp869pWxXdqHTpl7IR1RuhrRSdMA0FeAhrJE9UWcDSssU2qwg53qVltD8Vxreb226dSpU5uHDNaKg/t9CQH0isPz85GGiLZO6MlGSVfr+pTH0iu1su/q+5R9XUvbYR1RCUEkJ43ZK8b+848+WmH8h6bIs+ExwvPehzNUgi6V3z6k9Mrb81ToWmaNgFaxIjkPswa0MPERbZ26XNrpUztdj5JxbUnqWn5Xfr226eU33ui3uOwCqcD1sI5oVCdNA0DL90N5Eno2fNmxydXXFCvq9D6cFJH+53JE/dqm/hguqSSOjcPz8+FoVFsnBGXzIoXnpetyL1TJ1qnPwsDHsgiEdUTpdkQnTWHkXKsNkWfDufuairLw84BPUel3vsXSr23qB+ACS6FXHJ6fD2Mj2jqhJxslPaPrUx5LOe8Ky58+fXrK7q2u7dCOqAZA7lnPEC7nDlmXGlBD+qiy9JWHxtiKQMgiZ9Iqnnics+411ZV+EGBN/XZf9yOgCZ7G2f7cvjs1AtKDkWydMIkani/hvGPr2H6H7XMaD4HQjmhUJ01KXsv4Q9lVYkANpUnlS9Dmd14K3eFHyaDfPDAcyyXVIMcm0irWkvDN3Zeotk79lM2LFJ7PLeNbXerVULF9tGNoRxQU5AhFmtnnDllrQEWcDZegTQNeym00aV9gQw4lLZCpmbrEZ3P5yEHJF39nItXVJLZO+jESKLIDkSY2OO+sXn757NksDw/Lx7BdGl/ywjui2qsRaQCsKTxfYqYuXmrD+fhiv5wWHUpaDi9z90QGNdIqVu4+Lqk+OXsRFySihucl4zmcd9ul6UZTeEc0t9OXC+qcAwCatPKbY0Dl6qPqyUmbXo/B3lOcXKf+CEhW7ND3x3DJJeXYyMAuua9L6FuJSX9OXGTzIk1sckUn0732ON1O4yIQ3hEFDg0AGd5xIWpuLdcAUO0yGhFnwzlpU/hDzq3672N3BISlxkf3GlxiyQhEXcVaMuZD+ya9GMnWqU+yA5EmNulClejscxTe3mvfB73hZWbhiOZ2+obDVm2eqlvLy+1zztSlxLTlIgcv1lqHsPSK6Fol4HC/NUmJtIp1mOr15pCzF3FBIurERvpPzmQf6ZEuFf596nCZ/gjMwhFNZz05vmjUH67jJaXkhwyAtMbIs+EctME772lMOd7/XKEkfwGkP4ZrKCnDKkO7hj7PuY9M+nnI7Ny5cyEfMpPNizSxEU19ZdyfSJ5+xMzCEQWmrbA98sj0qF2mIPdKrYxGxNlwDtocSs4nusYyH5ZLrinqKtaSMR/aN9m6SM6e+oQd4KtdD378E7o0+VE09V0Qsi6dnIXVbBzR3E5fDujTldoc9eUMgeegJ60jB22asSqUktbv824ICEtvceiG2xpzy7HJ/V3uNWI5Rp816dcYH6PNtm0wsYG+aF/tEk1yKtv2h3zC2XapC2p5887GEc3t9OWCUUq+72ysTkeOEHi9zly/h9IGRsympWhz0bXGelC4/gLIGjnfvc8ysBEjLd17s/wS0Vextzbvc3Gik1uaekRM5bzaLk03tmbjiAKRFGoupy8H7FuaMg1KDYaIRmMIbbxUm1m08MqB/VrrQHEay7Vyv3u/c0QzurfqEkMQkGMVOTy/BDvsr/wNkdJ8ZWfliGpwaik9Hwz9a8I5Y5Uv16CMbDSG0CaFKh72R9wlJWt+1YhloS0CQ6MZbdtxvjwIaNIfydalPYO+SOH5vqvI2q5iu5Ryd/zzeTmimZ2+XHDnHpSRjUZf2qRQpWBzYb/GevRZT2O5Ru7367NkJWKkpV+Pll2qr2M1Fipy3KTXx2p3XztbmjqE5zUeHKnbh2z5e7NyRIEjt9OXA+LtAHB4vhFOv2qoEZZeF9MvU2GsnIxAGwSGRDPa1O88+RGQXVE0KX8L/WvEDueMBPan5KikJlttnWNe28RrsvyVvyMMpzqbnyP6yts3WLUVtjGAzT0oIxuNPrQplCzFOgZPltrGdmP95XGw1H66X/kR6BvNyE+Ja2yDQFfHqk2dOfNAX7TwPE4lziUT9kNJdslbnA4hVf7+/BzRgDMx2JR7UEY2Gl1p06RBirW8WC+3BWO5XN6W7pnGn8KRpdtz/cMQcHi+O35dbJO3OHXHt1SJ2TmiAJHb6csBrlb75CgMrTOy0ehCm79aMVQSjpdnRZSQGK8zczICXRDoE83oUr/z5kdAdsXh+XbYdrFNrIiiS70/tB22JXPN0xG9HJZUmLIkQG3rZgDk3DMT2Wh0oU3hDynUtng630kE9NomKduTOXzFCOxHQOMwku7cT/G672qs51rgyI0m9EUKz6e2iUWQXcmvE9yFzDTX5+mI3h5vnyjsyz0ou4QZxhaftrQp/KEvY41N55Lak/PgPU1L4uq4fYnu2IyLRvzWHJ7vziPpRy2CNNWge5qYNeXxtfEQmKUjCjy33nZbdeHChYqZTZQkoc41e5XRiLinqy1tCn84lDxcSiVXwn54ja5hbQikX6jbt2K0Nlwi91d2xeH5dlzSoof0ZVMp3bMubUJn/GuzdUQjDk6E2uH5IyHGCSVs48F+hEnfs/RVI35tU18UXQ4EpDu1KmRUYiMg/SnnKRq10BcpPH9osuVX4EWToKqaryPq8Pzk0vTDP/ajGxoe+sQnGmlRKFmGrzGTL7ZCQE6DsWwFlzPtQaDNitGe4r41MgIOz3cHXHpSNiitQdeUJ73n82kQmK0jGnVwSrgl7EPZqtlw5PD8gx9vdkQ1g/dTiUOloKq019ZYDsdy7TUcWjFaOz4R+y+7EjU8f+rUqeqhBx+somz3kN2UDUp5qmvKk97z+TQIzNYRBa6Ig1PCLWEfytb0KcA2L+kd2l6X8vsmA+zdZQ8ve3kdSu6CanNe7bW1I9qMj692Q0C6Uyvt3Uo799gI5LYruemPJk/oyV3b5Fgk4p6fW8gtBf3rm7cjGjQ8n/tBqrZPqPcXg/4lpYDqM/WnnnpqU6meYOzfgkv6VSOWgdwIODyfG9Gy9e2b9JdtuV3tEeUJ572+dxUn1M8ttOPpmLlm7YhGHZy7nLO+jNVsOHJ4vr4CLFpFe9++u1xVadVKcmVMjMBQBNLw/NC6XH4cBDT+65P+cVrf30oqT2HC8w3vG5cu9QLJfn6OfXfWjihgSaC0Ajc2gE3tyfmqO2dNedtcm1t4Pn3CG9qdhiEgOXJYfhiOLn0cATk2Ms7H7/pXNARy25Xc/YsmTylerIRu/v7lpUid7uXGwPX1Q2D2jqgESitw/WDIW6rESu2cwvMybFJMedFdV2126tfF7zF7q4mNJjpjtu22uiNQwq50p2J3iYjheWScZxV+4HV3b/7OnTtXfcu3fIufW9jNxknuzN4RjbpaKCcsVxglosMtiRVt/+zDH6n+/Df/ueptf/tnNrd0Xfl87I4As3iSVv671+ASRqAZAcbnrgc6mkv46tQI5LYrOfsTMTz/b//tvz3RxX//7/99Fe3B3xNEruzC7B1R+BVxtVBOWK7VhqgON/jr61b/5b/8l2PDJ5cTfqzSlf2Q/EieVtZ9d7cwAshV/YGOwk26+gEISA9ILwyoqkhROcqKihVppGWlTOL/6A//sDF3BPoaCVvpxUU4ohqcDs9PI8W73iP64Q9+aBqCFtQqypRVK4VRF9Q1dyUAAlvH4XOPBKDGJBxCwOH5Qwi1u//VixfbZXSuURBYhCMadbVQSj7XymBEhxspdZijzFjVu1jthJbB17VWm8/vOjw/L0nIbVdy9j5SeB5akO2mJFvadM/XxkdgEY4osDk8P77wqMVv/+++XafHjnxtw6k/AnoThPeH9sfQJQ8jgFF2eP4wTlFywC8crF2RqKnplKM8dfib1eN3/OIvnIDjzrvu8svsT6Ay7YXFOKKa4UTaO1MijBLR4X7LW99afdt/+20nJLlJCZzI5As7EZAsS7Z3ZvQNIzAAga3j4PD8ABTHK4pdiTx5iPT0PLT8n0/8i+rrv/7rNwz6wP33V+/9B786HrPcUisEFuOIKjz/5bNnw3zvFg5IyS85PI9i/NjHP1697OUv3wjdd95wQ/Xphz+zUZatpNCZTiDAa5uQZVaVkW0nI1AKAa2w6Q0NpdpxvfkQkF3RZDVfzcNrihSeV2/+5E/+ZPO56Vfc8gpd8jEQAotxRMFUIcypQwIpf7WalUthyOHmfWiR9mbijP5/X/3qpuv/5IP3O/SRCkGPczkFMjg9qnARI9AaAb1vUW/AaF3QGSdBQJOHSLYuBUJ6KwJ9okH+QUqnz2MgsChHNFJIQOxdS3gepxjn+Nprr/XLgsX8AUdNXPyg0gAQXbQ1AnIcckVuWjfsjL0RcHi+HXTSpVoUalfKucZEYFGOaMSQAMzUTEwPnwxlsAZUpNdVadapPaxD+7j28tsV0dtvXzsU7v8ICEinyGiP0KSbGIiAJg8ReYYtZlHi848+OmnkzlucBgrZSMUX5YiC2XZwPhLnvXhS8rkcx4jh+bOXv+F7+vTpkUR3uc3otU233nbbcjvpnoVCoETkJlQHF0gMdiXyq7e0KKFFiilYsJ3Qv9IT+inwb9vm4hzRiOH5Eo5jhEEuIWPWycyXB2uYCTsNQ0Ar51pJH1abSxuBdghoEu/wfDu8IuTCGY366q3cCzB98NZqsbc49UFvvDKLc0SjhudzO44RBrnE1LNOIZHnqNVl8ThPra7FCOxHQPIm470/t+9GQECTh4g8K7EA0xXzrW3yFqeu0I2af3GOKOhtB6fD86MIk5SgDNkojS64Ea0uo8idjMBYCDg8PxbS+dpB5zo834yntzg14xLx6iIdUYXntbIUAfgSs8Pcq6x9cWIPEMrQ4Y++CB6V034qTaaO7vjMCJRHQHLn8Hx5rHO1gDPq8PxJNLXFSTJ9MoevREFgkY4o4fmIs8TcjqNWIHM9BNVHKAl9oARFS586XOYIAYWS7NQfYeKz8RDQOI40iR+v9/NsSY6WIlORelFiAaZt/2QXrUvbIjZdvkU6osAZcZYoJa8BMpTtUw5y0a4VPD9YI0SGHWVMrDyH4ejS/RAgPM9rd6J9MKNfb9ZRCrsSceHjqu67AAAgAElEQVRF6OdegFG9+448QKv3WnuL0z6kYtxbriN6+XUNMuwR4C7hOE4xyFMsha+c7PSez7shwEcBLly4UL38xhv9UYBu0Dl3RgSm1ikZu7KaqiIuvAh82YZcCzCqd9/RCyT70Il3b7mOaNBZYm4lP8UglxjLceJ9l6ykOA1DQMpTobZhtbm0EeiHwJQ6pR/FLiWdoYWBSIiUWIA51D9tLZEsH8rv+9MisFhHFFgRwmibuDUwcs0OpxjkElk5Tg7LC5FhRylPfxRgGI4uPQyBKXXKMMrXWxq74vD8Ef+xTX6A9giP6GfLdkQdni8qf3Km5VwXbWwFleu1Tf4owAqYHbyLuSM3wbu7CPIiLrwIWNkI2QxdL3HktU0sQHmffQl0y9S5bEc06Cwxt5Ifc5BLDL0ZXEjkOfpp+Tw4upY8CEyhU/JQvt5aHJ6/xHtF6oTHeiViPj1ftCMKGzRLlKGPwBop+Vz7eaYIpWmwOyyfR6KEp5VnHjxdyzAEptApwyh2aeyKw/NVJbsqO2vJiI/A4h1ROUoy9BFYIiX/5bNnK1YWc6Tcq6yHaNJg18cDDuX3/f0IaH+ow0n7cfLd8RAYW6eM17PltqSFl0j2TmjLMSwZnucBWr22yQ/QCvn4x8U7ohJ+OU5RWJLbQVY/Sw7yFDtWmJl9ez9jikq/cylPv7apH34uVQYB6RRNksq04lpzIqCISjR7Rx9ZgEHH4Siyj7NEUuRTOJRow3XmR2DxjmjU7ydrJTGXwtAq6xgvoma27a8p5RuMUp6nv+t0vkpdkxEYiAA65dSpUxUP0eWK3AwkycUPIMDkIXJ4/q7XvmbTg1KfkJU91STqAFy+HQSBxTui4KzZUSnh78NLVhJzK/mxQmlynIRrn/67zBECVp5HWPgsFgIa4xFDvbGQikMNTli01xYKHTmI0nm6nuvoSF0uJMetZx2O6O23b1AtJfx9WZZbyWuQlw7PC0e117f/LncJAStPS0JUBHJHbqL2c0l0be3K5x4J162SEUr0qCN14VjeiqBVOKIlhb8Vyjsy5VbyY4Tn2dvDZyj5mpLTcASsPIdj6BrKIVAiclOOWtcMAiwQRA7Py1HOHaHUqr2ev7A0zAeBVTiim8F5+eX2uYV/CKtLKPnS4XkNdimTIf132aoSnlaeloaoCGisS1aj0mm6jhDAGV1beF4P1TlSdyQHczlbjyN6OTwvYY3CoNxKXoOwVHheYXm/ZiiPBEkexbc8tboWI5APgdyRm3yUuaZdCOihIOnrXfmmuF4iQuk3j0zByXxtrsYRRfj16giENkrKreRLhuc12K+99trNqziiYDhXOlI8kU8nIxARgRKRm4j9XBJNLBTwMOxDDz4Y8o0HWoDJFaHUar3qXRIv19CX1TiiMFNCKqGNwOASSr5UeJ79jCTVHwG/OdMgPCWXc+6LaV82ApJRyeyye7uM3olnkeydkFUEKNeKrSJLp0/7FXjCeE7HdTmil8PzpcLWfRmfW2FokOfup5SGB3tfTh8vJ+Upfh2/619GIA4CklHpgDiUmZJdCOSOtu1qp8/13OF53nXLCjALO07zQ2BVjmjJsPUQ1udWGCX6yQutPdiHcPlkWVYq/HWqk7j4SjwECPVGfhI7HmLTU1Qi2pazV1qAGRqe14qvn1vIyZ1x61qVIwq0CitLeMeFu7m1Egojdz8VkpPyaO6Jr7ZFgNdg+Z13bdFyvggIsCoa9UnsCPhEpEH6OpK9E065Vtltm4TofI+rc0Ql/LnD1kNFQApDg2pwfZm3ISgk51nnUM5cKi/D4Nc25cHTtZRHQDpKuqB8i25hKAK5o21D6UnL5wrPSx5tm1J053W+Oke0RNg6B8vlIGtQDa0zdz9xnAjNic6h9K29vPhs5bl2SZhP/xn7Ds/Ph19QWiLalhMBTW76hud584g+sOI3j+TkzLh1rc4RBd7cYescLMMhya3kc/VTYWQ7TTk4XW1ep3Lu3LnKr8HKg6drGQ8BnFGH58fDO0dLcvYUhclRZ646tLChiXnXetUnR5a6Ihcr/yodUQm/nlqOwpLcSl79HLoNQbNVKbQoeM2VDivPuXLOdEsH9HUcjOD4CEQPz995112bVU3pxS4ISQ5l67qUdd44CKzSESVszaseeAqcp8GjpNxKPld4Xg67B3seSTGeeXB0LeMjgA7IHbkZvxfranEu4Xk5lW25g+3+8tmzG1uOrXOaLwKrdERh19bpe+SRMNwroeSHhuf19R++SuU9OHlEhZk/xtxbHfLg6VrGRQA9RXg+14OV41K/ztYi2jtxoq/dk/ypb6rPx/khsFpHNGq4Qkq+T5iiSfyoj9Q3PC86PNib0O1+zfttu2PmErEQ0H486YZY1JmaJgSi2jvR2sfuaQXVE3qhON/jah3RqOEKOXwaZENFa2h4XnTIoR1Kz9rLP3X5M6ni89rxcP/nh4B0gXTD/HqwPoqj2jtxQvqwi0xtV0QvL7aoLh/nh8BqHVFYtRV+h+cbJdd7cBphGXRRitaz+EEwuvCECOR6/+OEXVhl0xHtnRjB5KbL3mMiS3ptk+rwcb4IrNoRjRqu6BOm2CeCWsHoGp5X6E0KbF8bvncYATn2fm3TYaycIzYC0gl6o0Zsak0dCES1d+JOF7vnyJJQW8Zx1Y5o1HCFlLxWz4aKWt/wvJ7ulgIbSsfayyuUpD12a8fD/Z8vAprc5tJR80ViPpRHtXdCsIvd06KKI0tCb97HVTuisE7CLychAjtR8l3CFG1o7vP0PCui0IECcxqOgIy2ledwLF3DtAg4PD8t/n1bl71TtKtvPSXKtbV7RJb8QZASHJiuztU7onIK5CRMx4rjLXcJUxwv2fxLKxiaSTbnOrqKouIVLSp3dMdnfRHQZMeY9kXQ5SIhIKfG4flIXNlPi6Jb0eydqG5j9+REO7Ik1OZ/XL0jiuDnXn3MIRZS8rkURtfw/NZpeuWl1z/l6NOa6/Dm+jVzf5l914Qql45aJkqxerWE8Ly2jEn+YiFsavogsHpHFNDazML6gDukjBxkOYRD6lLZLuF5GRetGKsOH/shoM31nsX3w8+l4iGQhuf58IXTPBDYLnIEeluMkJPd06qnrqdH7rF4ZNuUojLvczuiyT5ROV9RWMpA4xUVrKblSJpBHgrPp6t3/ppSDuSrSrIlHuSp1bUYgWkR0MRqn+MwLYVuvY7AnMPz2Ca2jNkJrXN13r/tiF5eEY0cns+1B6tteN6rd/kHtb+JnB9T1zg9AppYHZrcTk+pKRACcw7Pa8KjVV31ycd5I2BH9DL/UKjMtCToEdgqJa/VtBw0tQnPy6io/RztrrkOyZSV55qlYJl9bzu5XWbv59sr6SLppkg9we7sWhiSLbRtisSx4bTYEb2M4XZgfu6R4ahmqiHdgzVWeN6vxsjEvKQa7fN1OCkBxaeLQaDN5HYxnV1IR+YSnk+jgexD1mubvGVsIYJ4uRt2RC8DoVmYnIYobJaDnA7IIbQdWsHQDFntDmnLZS8h4Fm8JWHJCGh1SpGUJfd1KX2LHp7/kR/70Q3U0p38kG22bVqKFB71w47oERabDdA5Hw5Kqu59KiWfDsjelV0uuG8FQ+2o3aFtrb08s3hk6uU33rh2KNz/hSJwaHK70G7Pvlt3vfY1mz5o8SFSh5ocZdumSBzKS4sd0QRPzbRyrT4mVfc+HTs8//lHH61OnTrlryn15tjxglLykq3jd/3LCCwDgX2T22X0cHm9uPM1lxzRD9//wZCdk86UDmVFlL2jOKlOy0LAjmjCT60CauaV3Jr0VAMyl4O8awVDA957GfOxWy9fPn36dL5KXZMRCIZAVN0ZDKZQ5OyyA1GITPex4oT6S39ROJOfDjuiCaYlVh+T6nufllDyTSsYcsDl+PYm2AW3CHiFeQuFTxaMgJwaXlPGA49O80CgyQ5EoTwNz3/w/vs3ZOm9tVFoNB15ELAjWsNRTliu1cda9b1+lnCQ5dymDxgo9KF7vYh1oS0CXmHeQuGTFSAgJ0Fyv4Iuz76L0vWpHYjSKSY0X/t1X7ch57FHP785/vF//s9RyDMdGRGwI1oDUwNTq4O125P9zO0gawWD12H88BveUP3A6+7ePFTjsHw+Fvspz3xYuqb4CKSh1PjUmkIQSO1AtM+0vuvv/lL17Pnzxxj1iz//C9un54/d8I9ZI2BHtMa+EquPtSZ6/SzhIH/9f/31G1qe+BdPbAf3H/7hH/aiz4VOIqDJjJ37k9j4yvIQSEOpDs/Ph79Rw/MPPfhgI4gfCvpwVSOxvtgKATuiDTBp9TFSiCm3g8wL8v/g9//gRO9/93d+J9u37U9UvqIL6Wub4J2TEVgDAhF15xpwH9JHLXJEDM839cuTnCZU5n3NjmgD/7SCpRWthiyTXMqp5PcN5kgO+CRAZ2jUYfkMILqK2SHg8PzsWBY2PM9rBJuS7GDTPV+bJwJ2RBv4FnXfzFgOst/T1iAUHS9pEuPXNnUEztlnjYDD8/NkX8Tw/H3/5APVN3zDNxwD9Nprr6002Tl2wz9mjYAd0R3sizgwczrIOLV/+k//6RO955oc3hM3faE1AqyI+sMAreFyxgUhoBUrR1bmw9SI4XkmNXd8z/dsQOT4nl/9lerTn3248lan+chVW0rtiO5AKuLAhNScDvIDH//fj3168jv+4l+sPnD/P/VA3yETbS/jhPLyZTv0bRFzviUhoBUrRQWW1Lel9iXnIkdOjP7ll760qe7vvfuXvRKaE9hgddkR3cGQqAMzp4NMH3/ztz5W/dwv/PwGhe/53lf782k75KHLZa0E6b2KXco6rxGYOwKsZPEpRu2Tnnt/1kJ/zkWOHJjpgc9bb7vNiyM5AA1chx3RPcyJNjAhtYSDnNO53QPnam7ps57CdTUdd0eNwGUEkH2iApqUGZj4CEhfRXl6XrLjCX182RlKoR3RPQhGG5giNbeDXMK5Fa1rOzKL5yMBbKr3Xqa1cd/9FQLbfaKfe0SXfAyOQDQ7oK0dssPB4TN5AxCwI7oHvHRg7nvd0Z4qitzSwMw5c83t3Bbp+AwqVThShngGJJtEI5AdAXQU4XmtamVvwBUWQSCKHcDefvns2c0Dn9hhp2UjYEf0AH/lUERSqKmDnOuzbCWc2wPQLvK2Z/GLZKs71QMBdIrD8z2Am7BIFDvgCf2EQjBB03ZED4CugSkH40D20W7nnrmWcG5HAyNQQyhQVoL8LtZATDEpkyCwncQ7PD8J/n0ajWIHZG/95pE+XJxfGTuiB3gW9QXNcpAdnj/AwBFv89lUVoDEmxGbdlNGIBwCjAOH58Ox5SBBuRc5DjbYkGG7Inr77Q13fWlpCNgRbcHR7cz+kTgb70vMXOVA5XRuW8C7mCzavuGnPBfDUndkIALoFIfnB4I4cvGp7QAT+gsXLlS8tslpHQjYEW3B56gvaM49cy3h3LaAdzFZFE6SIl9Mx9wRI9ATAU3itcLVsxoXGxGBqe3AU089temtZGfErrupiRCwI9oCeIfnW4C08iw85enXNq1cCNz9EwhoUqZJ2okMvhASgdyLHF06qYic94d2QW3eee2ItuSfZmcKv7YsVjRbOnPN9XopGQ4pg6IdWFDlkguH5RfEVHclCwKEWAm1EnJ1mgcCU9mBdEKPfXNaBwJ2RFvyOWp4PreDnDq3uV4N1RLiWWfz15RmzT4TXxAB6agHP/GJgq246pwITGUHPKHPycX51GVHtCWvFJ6PttdJM9ecoa8pwzIt2REuGwqUJ4QdTgrHGhM0MQIldNTEXVpF81PYAU/oVyFaJzppR/QEJLsv4GREewJUDvLnH320cnh+N+9K3tFrm+yElkTZdc8VAT516/D8/LinCcSY27Q8oZ+fnOSg2I5oBxQVYsq5+tih+Z1Zt3Rler3UVGGZnR0MfkPhJPEhOLkmzwiMjoDGhsPzo0Pfu0HswMtvvHHzEOYY27Q8oe/NqtkXtCPagYXMECO+oLnE/tUpwjIdWBEqqyYmXhENxRYTEwgBra5prAQizaTsQeCu175mc/fDH/zgnlx5bnlCnwfHOdZiR7Qj11CoDs93BG3B2f2U54KZ665lQ8Dh+WxQjlrRmBMITVLU5qgddWOTImBHtCP8CjFp0HQsXiz7li6H54th3FSxHl7za5ua0PE1I3CEgHSUXlh+dMdnUREYawJB6N/vYY4qBeXpsiPaEWNmaw7PdwRtwdk1IfEsfsFMdteyIKCtK2M+/JKF8JVXoglEyf29mtCrrZVDvrru2xHtwXKcDofnewC3wCIoUL+2aYGMdZeyI+CHILNDOkqFmmRr0l2iUdWttkq04TrjImBHtAdvNGvTLK5HFUWKiC5t+h7aiA3HfgR5ypMvxmilZ39u3zUCRsAPQc5PBsYIz2tCz+sIndaHgB3RHjyX46FZXI8qihTx0/NFYN1Zqfa6eX/oToh8wwgcQ0ArXg7PH4Ml/A8tcpQIz+OEEmGUbIQHwwRmR8COaA9Ix5gh9iCr8svt+6DWv4wmIlag/TF0yXUh4CjLPPktHSedl7MXiuB5Qp8T1XnVZUe0J79KzhB7krQpJro0uIfURVkbjmYEeW3Tl8+erU6dOrXBqDmXrxoBI1BHwOH5OiLxf5dcfPFnPePzvzSFdkR7IlxyhtiTpE0xhec1uIfUpbI2HELi6Kj9wXL8j+74zAgYgX0ISHc6PL8PpXj3pOtyhuf12ia+4ISz67ROBOyI9uR7yRliT5I2xQjP5369lA3HSY4oRKX9widz+IoRMAJNCDjK0oRK/GuyA9J9OShW5E5Obo46Xcf8ELAjOoBnGjw5Z4gDyNkWRWHkfL2UDccW2u3JdkX09tu313xiBIxAOwSkOzWO2pVyrikRKLH4osjd6dOnp+ya254YATuiAxhQYoY4gJxtUSn5nDNXh+e38FaEk3ht06233XZ00WdGwAi0RiCq7mzdgZVmlG3Jtfjy+Ucf3eyz92ubVipQl7ttR3QA/9MZIs5JlISSd3i+HDcUTvJTnuUwds3LRqDEGz6WjViM3uWcQGz1qFdDYzB3QirsiA4EX86IBtXA6rIVR2E4PJ8NzmMVKZwkpXzspn8YASPQCgGtrkXTna2IX2mmdPGFD3oMSdqWITkYUpfLzhsBO6ID+SdnJNoToBrcDs8PZHBDcYWT2DvrZASMQD8E9IaPnDqqHyUu1QUB2Zah4Xnx3Q98dkF/mXntiA7ka9QHeXCQHZ4fyNyG4lq9sfJsAMeXjEAHBBye7wBWoKxafJEj2Ye0dJ89q6xO60bAjmgG/kd9kAeF4fB8BgYnVTiclIDhUyMwEAGtrmmCN7A6Fx8BgRzhefFbW9tGINtNBEbAjmgG5miG6PB8BjCDV6FVAK+IBmeUyZsFAg7Pz4JNJ4jUBKJveN777E9AuuoLdkQzsN/h+QwgzqAKhZP8FZAZMMskzgKBNDw/C4JN5AYBLb5oYt4FFj6P7H32XRBbfl47opl47PB8JiADV6NwklYDApNq0ozAbBDQeNL4mg3hKyZ0SHje25tWLDg7um5HdAcwXS8PmSF2batL/q2S/9wjXYrtzRvV6d5LdIabCif5KyAZwHQVRuAyAtrm0md1zSBOh4BsS9fwvPgsvk/XA7ccBYGvefHFF1+MQszc6Xj1q85U586dq/6vP/j9KtKTgP/99X9hA+3//fQfZIGYEPVfu/kvV9dee2316c8+nKXOOVTy57/5z22+AvLFJ5+YA7mm0QjMBoHcOmo2HZ8xoYTY/9Jf+I7OOvGv3nTz5st0/+7//X9m3HuTnhMBr4hmRFNPAEYLMenp+aEvIBZUUffEir4SR4WTPIsvga7rXDsC0lHRdOfa+bKv/33C89ggfx55H6rrvGdHNCPfoz4BKge5awhlHzRrC8/LQCoctQ8b3zMCRqAbAhpXCtt2K+3cUyEgvrW1LU899dSGVJWbim63GwsBO6IZ+ZE+AUrYIkoqsX9VdUZ7ZVUpzLU/1CuipRB2vWtGAH2S+wMca8ZzrL7LDrSdQCif9ehYHJpHO3ZEM/NJMz2toGWuvld1fUIohxpaU3iePbHs/fVrmw5Jhe8bgf4I4NTk/ABHf0pcsi0C2JY777prE24/ZPNYnPny2bObZwuwH05GQAjYERUSmY5Rw/NykNuGUNrAsZbwvPaHnv6u021gcR4jYAR6ICAdpVWzHlW4yAQItOWbHFVtFZuAVDcZFAE7opkZ4/B8ZkADVCfDqDBUAJJMghFYHAIKz2vit7gOLrRD4psczV3d1PYm69FdCK33uh3RArzfzhAfyffuzqFkOjzfH0EMI/vXmGQ4GQEjUA4B9g7yVHWuN3yUo9Q1pwjgXB7aVoGjih71/tAUOZ+DgB3RAnKgGZ9mgAWa6FWlHGSH59vDhxOKghVP25d0TiNgBLoiUEJHdaXB+bsjIL4pelSvgYkFetROaB0Z/wYBO6IF5IDBFvEJUDlTu5RFHyhU51Kfnle4yfua+kiHyxiBbghIn+TUUd0ocO4+CMC3fTZPelQOa582XGa5CNgRLcRbBuahUEWhpndW6/D8Tmh23tCqtgzkzoy+YQSMwGAESuiowUS5glYI7LN5mlhYj7aCcnWZ7IgWYrlmfhqAhZrpXK3ocnj+MHS8boTXNvEpUwykkxEwAuURKKGjylPtFsS3us2zHrVsHELAjughhHreZ+a3L1TRs9rBxTQjrSuLIRWrzqWF5x1OGiIVLmsE+iEgfZJTR/WjxKW6ILDL5lmPdkFxnXntiBbkOwPT4fmCABeu2mH5wgC7eiPQgIDD8w2gzORSk83ThEITjJl0xWSOiIAd0YJg7wpVFGyyVdWiy+H5/XAxk2dV269t2o+T7xqB3AiU0FG5aXR9JxEQ3+R8ksOvvzuJk68cR8CO6HE8sv7aFarI2kiPyjQz1YpfjypOFFGdSwnP+3UjJ1jsC0ZgNASkT3LqqNGIX3FDdZvn19+tWBg6dN2OaAew+mRlYBKej/SCZkJffDedB3H4jnqOtLRvz3tfUw6pcB1GoB8C6CgeEsypo/pR4lJdEZDN+x9/8qeq9/7992yK+/V3XVFcV347ooX5rQGYMwyeg+RtCCXj15+W9O15hZb8AuYc0uY6jEB3BJakT7r3fr4l/uiP/nBD/Gf++T+vfv/3fm9z/p+ee26+HTLlxRGwI1oYYoWY5NgUbq519aIrZyi9RJ2tO5QxY/q6EVZ6nYyAERgfgaXok/GRm65FImyPP/b4CQJ+9b2/ki36dqJyX5g9AnZEC7Mw6hOgJULpJeoszJ7G6hWW12p2YyZfNAJGoCgCS9EnRUEKVrl0ZxNZFzJtA2uq29fmjYAd0RH4pzB4tPB8idBXiTpHYNGxJvSAhFZkjt30DyNgBEZDYAn6ZDSwAjTEwouTEeiKgB3Rroj1yC+HxuH5HuBNUESvG/H+0AnAd5NGIEFAujPnFqKkep9mRgB+8cq7evJr8OqI+HeKgB3RFI1C5w7PFwK2QLW83eDChQuVndAC4LpKI9ARAYfnOwI2cXZs3W/+1seqP/Wn/tSWklOnTm2uebV0C4lPagjYEa0BUuqnw/OlkM1b71NPPbWpUPzKW7trMwJGoCsCDs93RWza/HwA5Hu/769viPi5n39H9cUnn/BHQaZlSfjW7YiOxCKFmLT/cKRmDzYjunKGvkrUebAjmTJo+4RXRDMB6mqMwEAEpE+i6c6B3Vp0cenRu1772kX3053Lg4Ad0Tw4HqyFsETEFzSXCH2VqPMgwBky8NqmL589WxFKog9ORsAITI8AY5Ex+flHH60Yo06xEeAVTmxvuvW22yqH42PzKgp1dkRH5ETUEFMJukrUWZpVPKREcli+NNKu3wh0Q0Bjct/rgbrV6NylEBCP/Pq7Uggvr147oiPyVCGmnGHwHOSXoKtEnTn6uq8OhZMclt+Hku8ZgfERuOs1r9k0qjE6PgVusS0C2kIhG9C2nPOtFwE7oiPyPmrIugRdJeoszartiujtt5duyvUbASPQAQEegHF4vgNgE2Vl6wRbKLy9aSIGzLRZO6IjMy5qyFp0yRnLAYvqVKgmR52l6tBrm9jX5GQEjEA8BByej8eTOkWyH+JV/b5/G4EmBOyINqFS8JrCFdHC86dPn970OmfoK2pfm9ir1zZ5X1MTOr5mBKZHwOH56XlwiALZD29vOoSU76cI2BFN0RjhPGrIukToK2pfm9gsBSrnuSmPrxkBIzAdAiV01HS9WWbL2xVRb29aJoML9cqOaCFg91UbNWStcErOUHrUvtb549c21RHxbyMQDwHpKDk88ShcL0Xe3rRe3g/tuR3RoQj2KK8wuJ4u7FFFkSIlQl9aYYy2FSEFUI63jFx6z+dGwAjEQUD6RBGMOJSZEm1vsh61LHRFwI5oV8Qy5I8aYipB1xzC81pd8b6mDMLtKoxAQQQYo9/4jd9YafJYsClX3REBTQ6sRzsC5+yVHdGJhECzxmgKtQRd0cPzUqBabZlIJNysETACLRBgnH71q1+1M9oCq7Gy6Kt0fD2QxQcnI9AFATuiXdDKmLdEGDwHeSXokoMXMTyvz9G9/MYbc8DnOoyAESiMwHay/LlHCrfk6tsioAUVv3WkLWLOlyJgRzRFY8TzEmHwHOSXoCtyeF4KVMYtB4auwwgYgXIIMLF1eL4cvn1q1vMOWnToU4fLrBcBO6IT8l7Oj5yhCUk51nQJuqKG56VA9QDZMSD8wwgYgZAIODwfiy3YMCYH3h8aiy9zocaO6IScKhEGz9GdEnRpphwtPK/P0bES7GQEjMA8ENhOlh2en5xhvLaJPbt2QidnxWwJsCM6IevSMPiEZJxoOqWLTeg5UsTwvFairUBzcNh1GIHxEHB4fjysD7UkParJwaH8vm8E6gjYEa0jMvJvDV4N5pGb39lcCbqihef12ib1dScYvmEEjEA4BBSe1zgOR+BKCPJbR1bC6ILdtCNaENw2VWs1ToO5TZkx8qwhPIjhVxwAACAASURBVK/9oeLBGLi6DSNgBPIgoCe0o03i8/RuHrUQMTt37lzFa5uuvPLKeRBtKsMhYEd0YpZEDTEpPJ9ztSFSeJ7XNqFAeW2TFejEg8DNG4EeCGjfebRJfI+uzLaIJgGOKs2WhSEItyMagA0KMWlQByBpQwIrhblfHB0lPC8H2wo0irSZDiPQDQEmkLfedlt14cKFigdmnMZHQJMATQrGp8AtLgEBO6IBuChnSIM6AEkbEkrQJYU19dPzwtqvbYoibabDCHRHQDrqwU98onthlxiMABN6Xtvkt44MhnLVFdgRDcB+nLOIL2guQVeU8LwVaADBNwlGYCACmthqYjmwOhfvgAA6lIiZeNChqLMagWMI2BE9Bsd0PxjMucPgOXpTgq6pw/NWoDkkw3UYgekRcHh+Oh5oK5keGpuOErc8dwTsiAbhoEJM0Wb2JejSDHqq8LwVaBChNxlGIAMC0lEOz2cAs0MVeuuI9HmHos5qBI4hYEf0GBzT/dBgZrUuUoKu3NsGpg7PW4FGkjDTYgSGISDdGW0SP6xXsUv7rSOx+TM36uyIBuJY1CdAUfS5tw1MFZ6XAvV77wIJvkkxAgMQSMPzjG+n8ghowUSr0eVbdAtLRsCOaCDualBHCzGJrpwrDlrFGDs8bwUaSOBNihHIhID2KWrbTaZqXc0OBGQL/NaRHQD5cicE7Ih2gqtsZjlnGuRlW2tfO3QtJTwvbIV1exSc0wgYgagIaDyPPbGNikdpuj7/6KPVqVOn/Nqm0kCvpH47ooEYnYaYor2gGUW/hPA8K6J+710goTcpRiADAlPvO8/QhdlUoVVnfxp5NiwLT6gd0WAsUhjc4fn8jMG593vv8uPqGo1ABASm2nceoe9j0uDtTWOivY627IgG47NCTAohRyEPuuYent/O5L/rdBRYTYcRMAKZEJDudHg+E6A7qpFt8oroDoB8uTMCdkQ7Q1a2gMPz5fCVApXBKteSazYCRmBsBByeL484byW4cOFCxRtesFVORiAHAnZEc6CYuQ6F55+K9k7RV96+6alCMzm6Laew9CrGxYsXq3PnzlV+bVMOrrkOIxATAYfny/LFUaWy+K61djuiATmvkEdp56xr10WXVha7lm/KP9YqhhVoE/q+ZgSWhYAmtjl11LIQGtYbfwxkGH4u3YyAHdFmXCa9OpZz1rWTpbYNjLGKYQXaldvObwTmh4B055fPnq2IgjjlQwA89domcHYyArkQsCOaC8nM9YzhnPUhWdsGcj7Vr1WMkivArIjysJVWdfv03WWMgBGIj4Bfbl+GR9qSJRtQphXXukYE7IgG5foYzlmfrouunKEvrWKwh7PEJ/r02iY7oX04/v+3dzYhlh3XHb9mvBBI3fuhRRwRYdMTEshmurVxiKyRrUAg0YwgIZAPZZlkl+BdiI1XRo6EII6/lKwCCZqZTT4sabQRSLh7NnGioN44Eg7TO2kzjWCyEBPO7fm/ef36vo9bt6ruqbq/u7nv3Xur6pzfeZx3qk5VXcpAoCwCV69dawWO6aPKIpBGWvHEj6bhO+VaCUSdWj91cBaqdonpec0PpScfanXKQaAcAruXLrVv/bE0Mun5eHabjYg+e7poNV7N1DR1AgSijn8BpOfjGOfgJwdtRfTk4/CkFgh4J6BOpzqh3uX1Lp9llbRtk3dZka88AgSijm2mNHjKuZMh6ksupWpC6lgsk2oE2EZEbOGCbdvEBPtF6nyHQJ0ESM/Htau2ElSAH7d2aps6AQJRx7+A+eDMU4qppPS80klawODY3IgGAQhEIkB6PhLIB9Vo0IGsUlyu1HZKgEDU+S9BPVBvKSbJ5X31vByoRnGdmxvxIACBSATko7z5zkjqZauGrFI21JNtiEDUuekVQCmg8iJuCrnmR4BjrZ6fjYju8355L78d5IBADgKk5+NQViBPVikOT2o5T4BA9DwTV1e8pphKSM8zwd7VTxlhIJCVgPlO2ztYndGsjVfUGC8DqciYTlUhEHVqmHmxvKaYJJfX9Lwm2NOTn/818RkC0yFgmZuTk5NGo3rT0TyepsaOl4HE40lN5wkQiJ5n4u6K1xST9/S8pjNITneGRSAIQCApAXWW5QuSNlZh5bwMpEKjOlSJQNShURZFKiE9H2tOp+keY/9UTbDf2dlh26bFHxTfITARAtYJtdE8RkTDDC5uCujDaqEUBFYTIBBdzcfNXTkCOQYvgintHVMujWAO2T9V88LEzQsv5IAABPISMH9Cej6MuUaS5ZPDaqEUBFYTIBBdzcfNXe/p+SFB4yLkGKvn5UDZ926RLt8hMC0C6ozKJ0xL+3BtLat0dHTUvgzEFqdyQCAVAQLRVGQj1+t1BWiMoLEL1dD0/GxElPcid+HlGgQmQ4D0fJipleVSIB9WC6UgsJ4Ageh6Rm6e8JpiGho0dgFWKihkpNXmq/Je5C6qXIPANAl49Z2eraERZPliz7IiW9kECEQLsp96pnIQXkSXowoJGpfpMGSkVT15zV9d1gbXIQCBaRCQ71SmZBpaD9PSWNlCL8vGcUAgJQEC0ZR0I9dtAZ/HFaBDgsZViEJHWtmAeRVV7kFgegTUWfbWifdqCQtCbYGXuHmVE7nqIEAgWpgdzTF4XAEaGjSuwi8n2Hek9e1btxq2bVpFlnsQmB6BZ65caafs2N6YHKsJkFVazYe7cQkQiMblmbw2pZi89exDg8ZVwEJGWmcOlHfLr0LLPQhMjoB8Z8w3wdUKkaxSrZb1qReBqE+7LJXKAj7S80vxzN4rrT+d5U9yBwIQmBIBdZa9deK92cAWe9q2TZf39hq2bfJmnTrlIRAt0K7mUC09723ivYf0vP5k2D+0wB82IkMgIQELqkjPrwes/xU68+tZ8UQcAgSicThmrUUOQmnorI2vaEwjDn3ndK6osn095+7ubttDX/caUW3bRE9+FVHuQWC6BOQ7Sc8v/w2oM7/P9KblkLgTlQCBaFSceSrTaJ8cRp5W17cSMqdzfa2bv3tegbn+bDapm2cgAIHpEFBn2Zvv9GQBLfZk2yZPVqlbFgLRAu3rOcU0ZnpeE+zpyRf4o0ZkCGQg4Nl3ZlB/bRPqzGuwY20BHoBABAIEohEgjlGFRv28pZg04qCgMAabTUdabW6TbdtETz4GdeqAQJ0E5DsPDg7qVHCAVswPHQCPosEECESD0Y1bUAGftxSTBY0WDFp65+7du9EgrRtpNQdqC7joyUdDTkUQqJKAfETMuey1gNL/iRjVohd6+CZAIOrbPkul85xi0oiD0jxLlehxQ4H3sj8PtaW2e1TNoxCAwIQIbJphmRCSVlUt9rSdBez/hQMCuQgQiOYinaAdBV3e0vNXr11rtVXvOobq6/48NBWAnnwM2tQBgboJrMuw1K19t3bqzO89td/9AFchkIgAgWgisDmq1ShhzIAvhtw2RzNnel4bMNs2T/TkY1iQOiBQNwH5zmUZlrq179ZOnXmx6X6KqxCIT4BAND7TbDVa0GV7Zh4fHzfr9tjMJtSDhjRaq152jPblIBf/PJhgH4MudUBgOgTWZVimQ+JUU5vPr22bjA0HBHISIBDNSTtBWykCvhhi5kzPa0RYgWoM+akDAhComwDp+Yf2pTP/kAWf8hMgEM3PPGqLCr4WRwmjNhJQWc70vDnRra0ttm0KsBNFIDBVAl595xj2UGeeOfZj0KdNAtHCfwOeU0wpRmsX/zy0bZOuF25OxIcABDIR8Ow7MyGYNTMbEX322dk1PkAgFwEC0VykE7bjNcWUIz2vOais9Ez4A6NqCFRKQJ1lBWKVqrlSraMPPmjXGdi2TRwQGIMAgegY1CO3qdHAKabnWekZ+cdEdRCYEAH5TqWmJ6T6TFW9YUpB+ewGHyCQiQCBaCbQKZvxnGKSc9PIZQwO+vP43t9+tzk6OmqeeOIJtm2KAZY6IDAxAqnmspeEUUE480NLslpdshKIVmLPKaXnX335ldZqn3zySXv+6KOPGm+b+lfys0INCFRPIEVnuRRotm3T7cPDxvZgZtumUqxWn5wEopXYVKOE6t16UWt+xCGGTDaf6eaNG+eq+vpf/GXUd9ufa4ALEIBAlQRSzGUvBZQyVcyxL8VidcpJIFqJXa03a28zst6t9XI9HTFHHOQ4u/SzIJUDAhCAQB8C851lb76zjx4hzzLHPoQaZWITIBCNTXTE+mIGfDHV0NyjGKO1W9vbMUWjLghAAAKNV9+Z2jTWsbc9mOWjU7dH/RDoIkAg2kWl0GteU0w2bcCc3arRzE2RW12PPvrouccvXryIMz1HhQsQgMAmBLz6zk1kD33GMkgnJyf4zVCAlItGgEA0GsrxK/KcYrIA0pze0GDUpiC89PLfNBcuXJgBtykJP3jtR7PvfIAABCDQh8C87+xTruRn5Ys1GlyyLsheNgEC0bLtd056ORU5mXMPjHRhJtebbw2WwNJIn332WfMLX/hC8y///m/NO++9y+s9B1OlAghMm8DMR7013EeVQFJTpbTQtQSZkbFOAgSildnVa4opZnpeQfbTX3maALSy3y/qQGAsAponqQBtLDlytGuLsmwPZtu2aZt59zmQ08YKAgSiK+CUeGs+xeRtBWis9DwrPUv8ZSIzBHwTiNlZ9q1pM5sipVFg7/IiX90ECEQrtK+ci7f3J0uuoSMOphcrPSv84aISBEYmEKuzPLIaa5uXDzZ9OSAwNgEC0bEtkKB9ORc5mwRNBFUZY8TBVnoeHx+z0jPIAhSCAARWEYjVWV7Vhod76sxbBo0DAmMTIBAd2wIJ2re5TrG2S4ot3tARh4ODg1Yk/WHElo/6IACB6RKI0Vn2Ts+CUNvBRAMW3uVFvvoJEIhWauOhAV8qLAogQ0drVU4LC1LJSb0QgMA0CXj1nbGsocWevNYzFlHqGUqAQHQoQaflhwZ8qdQaMuJgi6/sFaa2b6jtJ8oBAQhAIDYBr74zlp4s9oxFknpiESAQjUXSWT1DAr7UqoSOOGjxlf4oUstJ/RCAwPQIyHfK39RE4M6dO+22TZf39ti2qSbDFq4LgWjhBlwlfmjAt6rOGPcUSCrNvmmdep60/KbEeA4CEAghYD7GFkXa4siaDgXX8sE16YYu5RIgEC3Xdmsll7NRALe2QKYHLEC2Q05x02b1vMpvWo7nIAABCPQhIN954/r1PsXcP6v/gv39ffeyIuB0CBCIVmxrpZg0Od2Tqs9cudJrxEHbNlk5DghAAAIpCaizq8AtZVs563771q12jj3bNuWkTlvrCBCIriNU+H1LMdlWHd5STH1HHLRtEys9C/9BIj4ECiBgr73s21n2rpYGJJja5N1S05OPQLRym/cN+HLh6DviwErPXJahHQhAwAh49Z2h1plNbfoqb1MKZUi5NAQIRNNwdVNr34Avl+B9RxyUUmLbplwWoh0ITJuAV98ZahVNM2BENJQg5VIRIBBNRdZJvX0DvpxibzrioJSSns8pI21BAALTJODZd/a1iG3bZLsA2HQD04sDAp4IEIh6skYiWRTAeVsBuumIg1JK9OQT/UCoFgIQ6CTg1Xd2CrviojrzzLFfAYlboxEgEB0Nfb6GNw348kl02tKmIw6klHJbhvYgAAEjIN+pOeqlUpH80qdUPZC7TgIEonXa9YxWmwZ8Zwpl+rJuxEEpJd4EkskgNAMBCMwImO/c3d1t30ZkvqjEw16NzBz7Ei03HZkJRCdiawV8StF4UVs9dI16LsoleSX/4n2+QwACEEhJ4PkXrrXVyxelbCtF3ZrahA9NQZc6YxAgEI1BsYA61gV8Y6mwbrRWKSXeBDKWhWgXAtMmIN958/Uy37KkTj5z7Kf9O/asPYGoZ+tElM1zikk99a7FVEop8SaQiD8GqoIABDYmYFvGlZyen42IPni18saK8yAEMhEgEM0E2kMzXlNMGnFQz12slAqjJy8inCEAgTEIePWd61jwauR1hLjvgQCBqAcrZJJBAZ+3FNOy9PysJ8+bQDL9QmgGAhDoIuDVd3bJOn9Nr0ZW1mn+Hp8h4IUAgagXS2SQw3OKSY5SjtNwaH4oI6IZfhw0AQEILCXg2XcuFbppGmWZ8KGrKHFvbAIEomNbIHP7XlNMcpQarbWtUo6Ojhq2bcr8A6E5CECgk4BX39kpbNM0tm3T7cPDdn4rr0ZeRonrHggQiHqwQkYZvKaYzFF+8UtfbIPPq7/9O82Lf/CHLZUv//qXM9KhKQhAAALdBOQ7lanpfsrP1dkc+6f2/QiFJBDoIEAg2gGl5kueU0z37v1fi/4/f/rT5sMPP2w/v/HjN2o2B7pBAAKFEDDfubOz024Ob6ON3g8FzAqgvcuLfNMlQCA6QdsrxaTFQB4Q2OrO//35z8+J8t/vv9/YPQ4IQAACYxPQXHaNNo4tz6r2Tcatra1G055WPcs9CIxJgEB0TPojta3N4TWRfSQxzjS7yrGXMPpwRhm+QAACVRK4eu3BW5befMu1ftZ5Pzk5IQh1bSWEEwECUZGY0Nk2h/eWYqLXPqEfIKpCoFACHn1nF0p17DWC2/UM1yDghQCBqBdLZJZDDkoOK3Pz55qzQNTeXrJ42DWC1EUqfIcABMYi4M13dnFQtov5oV10uOaNAIGoN4tkksdjiukf//mfmq8991xL4MKFC83zV682do0DAhCAgBcCHn3nPBubymRb31kn3l4WwgEB7wQIRL1bKJF8HlNM5jR/4ytPtxr/6Z//WfPt77yEI01kf6qFAATCCHj0nfOaKMulkdv5e3yGgEcCBKIerZJJJjkqOa5Mza5shi1HVuLhJgQg4ICAfKennUeEhbS8SHAuhQCBaCmWSiCnxxSTBcW25YiNOnBAAAIQ8EhAcy8V9HmS0YJjfKgniyDLOgIEousIVXx/PsXkQU1tOSIn70EmZIAABCCwSMAWUFqw5ymbZDJaEGrbNuFDFy3Gd88ECEQ9WyeDbFqR7sGhSoY9XkmXwfI0AQEIDCFgwZ4FffJbQ+qKVVay4ENjEaWeHAQIRHNQdtyG5jp5SDFJBgXHjrEhGgQgMHECnnynTMEce5HgXBIBAtGSrJVAVuvVe0gxzW85Yu905oAABCDgmYAX3ylGd+7cabdtury3x24jgsK5CAIEokWYKa2QHlJMpJTS2pjaIQCB+AQ8+E5ppRX8GqnVdc4Q8E6AQNS7hTLIJ8el1HiGJs81QUrpHBIuQAACzgl48J1CJP+9v7+vS5whUASBz92/f/9+EZIiZFICv/Yrv9rW/x/v/1fSdpZVPnb7y+TiOgQgAIFVBLz4rid/8YlmZ2eneee9d1eJyz0IuCPAiKg7k4wj0JgpJm3bxCKlcWxPqxCAQDgB+U6lxsNrCi85m9rEaGg4REqORoBAdDT0vhpWimkMZyonKhl8kUEaCEAAAssJaKsk+bHlT6a7I7+ND03HmJrTESAQTce2qJqtV2+H5hnlFP7gJwdtc4yI5qROWxCAQAwCY/pOyS+/jQ8VEc4lESAQLclaiWV95sqV5vj4uLFUea7Dtm26fXjY7O7uNmzblIs67UAAArEIbG9vN2P4Tslv2zaZ3zYZTBYOCJRGgEC0NIsllFdpnRvXryds5WzVSikpvXX2Lt8gAAEI+Ccwhu8UFU0JwIeKCOfSCBCIlmaxhPKOkWJSSkltJ1SPqiEAAQgkISD/JX+WpJEllbL13RIwXC6GAIFoMaZKL+gYKabZiCirPdMbmBYgAIEkBMbwnaaITW16+9atdtsmpjYlMS2VZiBAIJoBcklN5Ewx2VxUzW0qiRGyQgACEFgkkNN3qm115NW2rnOGQEkECERLslYGWXOmmA4OHqyWf4o3gWQwLU1AAAIJCeT0nVJDUwFYLS8inEskQCBaotUSypwzxSQnKgeeUC2qhgAEIJCUwLzvtJXsOY7ZiOiD7fdytEkbEIhNgEA0NtEK6lOaRyOWKVTStk32SjrmNqUgTJ0QgEBuAlq5rpXsKdtnalNKutSdkwCBaE7ahbSlNM/N19Nt4zTryX/1dCP9QtAgJgQgAIGlBJTdSek71bgGCjRwoOucIVAaAQLR0iyWQV4bobQN5o+OjppUKSYFogp6M6hFExCAAASSEsjhO6WApjbhQ0WEc6kECERLtVxiuZ9/4VrbQqoUk5yoRhASq0P1EIAABLIQSO07TQlNbeKNdFlMSiOJCRCIJgZcavUKEFOkmOZfSVcqH+SGAAQg0EUgpe9Uexog0JxUXecMgRIJEIiWaLUMMqdMMeFEMxiQJiAAgVEIpPSdUoi3KYkE5xoIEIjWYMVEOqRKMcmJ7vM2pUSWo1oIQGBMAql8p3SyzvzW1lbD/FAR4VwyAQLRkq2XWPZUKSa9km730qXEGlA9BCAAgfwE5Ds1Fz6mBLZt08nJCUFoTKjUNSoBAtFR8ftufD7FZJPjYxyztDyjoTFwUgcEIOCQgHzn7cPDdmFRTBHlQ9m2KSZV6hqTAIHomPQLaFuT4eX8hoqsbZtwokNJUh4CEPBMILbvlK4aZdWoq65zhkCpBAhES7VcJrmvXnuwjdObb0VpUU6UuU1RcFIJBCDglEBs32lqWmbK9ne2bZvslaIcEKiBAIFoDVZMqIPN47TXcNq8zqHpeW3bdHlvDyea0GZUDQEIjE8gpu+UNspMkVESEc41ECAQrcGKiXWQ05MTDG1O5VVfaD2UgwAEIFACAfk6+b6hMiujRFp+KEnKeyJAIOrJGk5liZViYtsmpwZGLAhAIAmBWL5Twtkce9u2iR1HRIRzDQQIRGuwYmIdYqWYzIlamh8nmthgVA8BCLggEMt3mjLmP23bJkZDXZgWISISIBCNCLPmqoammOREWaRU868E3SAAgUUCQ32n6lN6X6vxdZ0zBEonQCBaugUzya8Uk9LrfZuVE5VT7lue5yEAAQiUSEC+U/M7Q3WQ72VENJQg5bwSIBD1ahlnclmKyeYmKaDsK56cKCOifcnxPAQgUDIB+U7LCoUetuOIbdvEjiOhBCnnmQCBqGfrOJPNeuI2R6lvMConyt53zgyKOBCAQBYCob5TwimIJaMkIpxrIkAgWpM1E+siJ9g3xYQTTWwYqocABFwTCPWdUko+d59XIwsJ54oIEIhWZMzUqlivPiQ9LyfK3KbUFqJ+CEDAI4FQ3yld7IUi7DgiGpxrI0AgWptFE+sTkmKyEVH2vktsGKqHAARcEwjxnaaQpkIxv961eRFuAAEC0QHwpli0b4rJglD2vpviLwWdIQCBeQJ9fafKMrVJJDjXSoBAtFbLJtKrb4pJTpS97xIZhGohAIEiCPT1nVJKU5sYERURzrURIBCtzaIZ9FGKSUHmqiblRK0MBwQgAIEpE5DvVLp9HQvbceT4+Lh55sqVZnt7e93j3IdAkQQIRIs027hCa3RznTO9e/duu/cd2zaNay9ahwAEfBBQen6TTrxJLB8rn+tDC6SAQFwCBKJxeU6iNo1uarRzmdJyonK+y57jOgQgAIEpENjUd4qFXgSicrrOGQI1ESAQrcmamXSxFJGliixldPTBB0tblRNlbtNSRNyAAAQmRmAT32lILKOkbZsef/zxiVFC3SkRIBCdkrUj6qpRzhvXry+t1UZEbdsmAtGliLgBAQhMjMAmvtOQKH2v5yeGCXUnRIBAdELGjqmqUkXL0vM2UmrbNhGExqROXRCAQOkE1vlO6Sffig8VEc61EiAQrdWyifVal55nfmhiA1A9BCBQJIF1vlNKzUZE2XFESDhXSoBAtFLD5lBLKaOu9Dy9+RwWoA0IQKBEAqt8p+ljGSVt21SifsgMgT4ECET70OLZMwSUYtKiJN2c37aJSfaiwhkCEIDAKQH5TnXYF7kcHBy0lxSwLt7nOwRqIkAgWpM1M+tiKabLe3vtXqG28bIOpZTY+05EOEMAAhB4SGBdel4BKvNDHzLjU70ECETrtW0WzdRj15xQa1ROVL3+LILQCAQgAIGCCMh3avRToltG6fbhYWMvAiGjJCqcayZAIFqzdTPopmDz5usPt3GyEVG2bcoAnyYgAIFiCWi0c953mjLq1JNRKta0CN6TAIFoT2A8fpaA9dit5350dNRYel6T7OVkzz7NNwhAAAIQMAKLvlNUNOdenXxd5wyBWgkQiNZq2Yx6Pf/CtbY168krzURvPqMBaAoCECiSwLzvlALmR8koiQbnKRAgEJ2ClRPrqJ67pZiYH5oYNtVDAALVEJj3naYULwKpxrQo0oPA53s8y6MQ6CRwfOdO88gjj7TpeXvAevNMsu9ExUUIQAACMwKL6XnND9VCptmDfIBAxQQYEa3YuDlUsx787//u7zX37t2bNWev9nz1lVdm3/kAAQhAAALdBObT82SUuhlxtW4CBKJ12ze5dv/w2t93tvHaD3/UeZ2LEIAABCDwkIDS89//7t+1WaVfevLJxvYZ5YDAVAgQiE7F0on0nN/Ifr6JTz/9dP4rnyEAAQhAoIPAqy+fZo8+/vjj9u7//OxnTddrkzuKcgkCVRAgEK3CjOMpcemXL3U2fvHixc7rXIQABCAAgVMCtufyzRs3zuH41je+2djG9hwQmAIBAtEpWDmhjn/04ovNY489dq6Fv/rGX5+7xgUIQAACEHhIQK9Dfnjl9JPNs7f59xwQmAIBVs1PwcoJdbRVn//6xo8bSy9Zmt7mNv3xn7zYsKF9QuhUDQEIVEFgi7mgVdgRJYYR+Nz9+/fvD6uC0hCAAAQgAAEI9CVgnfffeu43GxsBnT92dnaad957d/4SnyFQLQFS89WaFsUgAAEIQMAzAcsoffs7L7V7L0tOC0K/98Mf6CtnCFRPgBHR6k2MghCAAAQg4J2AzRe1qU27l7oXgHqXH/kgEEqAQDSUHOUgAAEIQAACEIAABAYRIDU/CB+FIQABCEAAAhCAAARCCRCIhpKjHAQgAAEIQAACEIDAIAIEooPwURgCEIAABCAAAQhAIJQAgWgoOcpBAAIQgAAEIAABCAwiQCA6CB+FnNmJuQAAAQdJREFUIQABCEAAAhCAAARCCRCIhpKjHAQgAAEIQAACEIDAIAIEooPwURgCEIAABCAAAQhAIJQAgWgoOcpBAAIQgAAEIAABCAwiQCA6CB+FIQABCEAAAhCAAARCCRCIhpKjHAQgAAEIQAACEIDAIAIEooPwURgCEIAABCAAAQhAIJQAgWgoOcpBAAIQgAAEIAABCAwiQCA6CB+FIQABCEAAAhCAAARCCRCIhpKjHAQgAAEIQAACEIDAIAIEooPwURgCEIAABCAAAQhAIJQAgWgoOcpBAAIQgAAEIAABCAwiQCA6CB+FIQABCEAAAhCAAARCCRCIhpKjHAQgAAEIQAACEIDAIAL/DyoaEIRMdKkKAAAAAElFTkSuQmCC"></p>
<p>What is the reason that cladograms based on DNA sequences are more reliable predictors of the phylogenetic relationship of species than cladograms based on protein sequences?</p>
<p>A. Amino acids are not as chemically stable as DNA nucleotides.</p>
<p>B. DNA mutates but amino acids do not.</p>
<p>C. Several different triplets of bases can code for the same amino acid.</p>
<p>D. There are 20 different amino acids but only 4 nucleotides.</p>
<p>&nbsp;</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">The graph shows the changes in lactate and pyruvate measured in an athlete&rsquo;s blood during and following a mild exercise period as compared to the period before the exercise.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">What do these curves suggest?</p>
<p style="text-align: left;">A. Before the exercise, there was no pyruvate produced because there was no cell respiration.</p>
<p style="text-align: left;">B. During the exercise, there was not enough oxygen available for cell respiration, so the process was partly anaerobic.</p>
<p style="text-align: left;">C. During the exercise, the level of lactate increased due to aerobic respiration.</p>
<p style="text-align: left;">D. After the exercise, the level of lactate decreased because there was enough pyruvate to be used for anaerobic cell respiration.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The diagram below shows a biochemical pathway in a yeast cell. Which of the following correctly identifies a compound in the diagram?</p>
<p><img 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" alt></p>
<p>A. I is fat.<br> B. II is pyruvate.<br> C. III is lactate.<br> D. IV is carbon dioxide.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There were some comments on this question. The diagram is quite clear, but the fact that this is occurring in humans can be easily missed. This question was however, a very good discriminator.</p>
</div>
<br><hr><br><div class="question">
<p>What sequence of processes is carried out by the structure labelled X during translation?</p>
<p><img 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" alt></p>
<p>A. Combining with an amino acid and then binding to an anticodon<br> B. Binding to an anticodon and then combining with an amino acid<br> C. Binding to a codon and then combining with an amino acid<br> D. Combining with an amino acid and then binding to a codon</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Some teachers argued that C could be a correct answer to this question. This is not true, as the transfer RNA joins the amino acid and then it joins to the codon. The drawing is a little unclear as it does not show the amino acid joined to the tRNA.</p>
</div>
<br><hr><br><div class="question">
<p>Which molecule diagram corresponds to the name?</p>
<p style="text-align: center;"><img 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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The following diagram shows a short stretch of DNA. What bases are indicated by labels Y and Z?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There was a mistake in the diagram, as adenine is shown joined by three hydrogen bonds to thymine and cytosine by two hydrogen bonds to guanine when it should have been the other way round. Nevertheless, the usefulness of the question was not affected, as most candidates answered this question correctly.</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">The bacterium <em>Neisseria gonorrhoeae</em> causes infections related to the human reproductive system. The graph shows the percentage of samples in which this bacterium showed resistance to six antibiotics over a period of ten years.</p>
<p style="text-align: center;"><img 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iUgy3KuxFReBERABERABETAEzCf4TAOFvQhlHGliEIo0z6h5oiksXPnbu8H3dw806XbAZDd/v547Vr5MYcvij7nTUBiOW90qigCIiACIiACtUvg0qVLfuMRfIaDKbigD7EcdbIFgO3t9/sdAGfNmpmyAyBuGb81Y4b3Y671eMxRs6/V9uSGUatXvgbmLTeMGrjImqIIiEDJCGzcuNH3vXTp0pQIGIhXEr7GWIPjTMRixi/62LFjPizdsmXLk31i9WbhITGflUSgEAISy4XQU92yJiCxXNaXR4MTARGocAKEawtuRc10EK7sxIdQDm88Eud06ZO+SUTdCLt+EKmDKB0sQlQSgVwJyA0jV2IqLwIiIAIiIAIi4C22wUV0tkMfYrWYQplLYTsA8n7//e1pdwB8euNGhz+zkgjkSkBiOVdiKi8CIiACIiACNUqASBMPf/GL12w1za57US/oyxUxLh8IdRYAnj17zgUXALL1dvOsWe5be/deM/Zc+1H52iMgN4zau+Y1M2O5YdTMpdZERUAEikAA/1/8lLEm46dsCb9hhGlT0x2uo2O7ZZf8nUgZvOrr692qVWv8zoCIfcYf3mWw5IOtgAE0Nja4urqJrrt7fwWMNtohyrIcLU+1JgIiIAIiIAJVSaCrq8u9e/VqysYjRL5ob2/La4e+uCERiePo0V6/4O/uu1vc6tWr3I033uiF8unTp/022bwricBIBCSWRyKk8yIgAiIgAiIgAm7evHnu0cceS7HKIkDPnj3r8tmhb/v2jpSQb3Egth0AN23a7PCpbmq63S9AZKHfpFtucc9t2SI/5jjAV1mbEstVdkE1HREQAREQARGIkgDxlHnhvhBc0IfY3bNnt/cTzmdB35o1q5MRLKIcb7q2WloWuN7e1/1CQBYAPvTQUu868u/mzXM9Bw6kq6I8EUgSkFhOotCBCIiACIiACIhAkAAieeNTTzliFgcTC/oQu4Xs0Pf9759yvb3Hgs3GehxcAMgOg/hZnz79plu3fr3vF39m5qskAmECEsthIvosAiIgAiIgAiLgN/QgPvHYj30sZWMPFvS1ty9yM2c2e7GcL6rwhiW0y4I83uNM7ACISGcHQAQ/m6ggnokbne7GIM6xqO3KICCxXBnXSaMUAREQAREQgaISwJp86eJFx/bRFj2i0AV9WKRpI10aNWq027Vrl2tpaUl3OvK84ALA2bOb3fe+99fuk5/8pHtx+3b5MUdOu7IblFiu7OtXcaMfHBx0ixc/4AjrxmvatDtcV1fnNfNYuXJFsgzlqDMwMHBNOWWIgAiIgAjEQ6CxsdE9sWpVyq53hSzoY4EdUSlYEJguYWk+ePCVooafswWAq1at9gsAn//z592n6uvTDU95NUxAYrmGL34ppt7aeq8XvUeOHHUDA+fcwoWfcQjjoGBet+5J1929z61fv8GXSZQdcK2t95RiyOpTBERABGqKAL67uCRgTTaLMgAKXdCHMH3hhY5hd/dDMAcXC2KFxhodd2pra/cLAOn7T/5krftP/+nr3h2kp6fHwUOptglILNf29S/q7BHAJ070uccff9zV1dX5vhcvXuKPOzvfty5Tbu7cu1xr60JfhrILFy70IlvW5aJeMnUmAiJQYwTYeAQ/5TgW9OErzHbUuSb8oxcsmJ9rtZzLI9TZVIUdAG0B4KHXXnNbnn3W3zzk3KAqVA0BieWquZTlPxEEMNbkadOmZxwsYpjXxIkTU8pYHYS0kgiIgAiIQDwEEMpsPIKfsqWoFvRZe7m8m2sGod+KlRD1uIOwALCz6xvuwoUL7qWurqrdJhvL/XC+5MXiXs79fKicB6exVT8BXDAQx+vXP+gni+WZZJZnIzB69Gh/ePnyZcvSuwiIgAiIQIQECJv2N6dPu0cefTTpflHogj58nCdMmOBwc8g34b7R0jIhpTrjQkjHlWibBYBE/FizZpV747vH3ajRo9zy5Y/E2m8U84ENlnESNzrnzp3zx+RduTKYPH7rrbf8sf2zaFGbW716jX3Ue4CAxHIAhg6LRwC/5G3btvoOsRpjdc4mpXPDYAFgplQMX7dMfStfBMqdwD9cuOA+/OEPu1Hv3Yz+6O/+zl0eTNyQvvP2O+7Xfu3X3Id+9mfdD35wyp3oO+F+9md/1v3O7/xOsny5z0/jy53AgrvvTnF5+9pXv+o/r13zx0kBlm2r//Tuu+7FF7e7P/qjfx+p3/E/XrrkHlj8eTd71hz32c99Ltvh5F3u4YeXu9defdX9p2983X3nO99xdzTd4T796U8X9e+AOV+8eNHPAfF79epVf/z9738/Oa//5//9bvLYDj760Y+6X/2VT/qPN9xwQ/L4jjs+7T429mM+f/z48e4j113nj/nNxLKeLp04kRDg6c5Ve57EcrVf4TKd3+OPf8nxIjoGi/7mzp3turvz20UJ1450CRGd6Y8+XXnliUClEjh9+nRy6CzIYitffE/37t2b3GSB/La2Np+/ds0a90//9E++zkc+8hEf8YDz/hH8u+/6/OtvuMH95uTJ3sLIk57Jk6c4Fju9efq0W7p0abI/HVQ+ASzKhw4d8ttZB2fDgr4DPfv9orx8fI1pK9P/z8F+8jnGr/jYsczCLp82h6vDb8mDS5e65cuXuzNnzjissmz//VszZgxXbdhzCUtvIowecyHxm3jqVEKUYiE+derUNW2MGzfeTZiQMBL94i/9orfcU+iBxQ84wu+R9Nt3DbaCMiSWC8KnyoUSwL2CxXu4Y+CPbO4WmdoNu2dkKqd8EagkAghbizqAcGFxFXkkwnchfolOwIvzWJmaZ81ys2bN8nn4U1rix5sfcerzmjRpkj9FGyT6WfrQQ/4cedYv5xDT6RLleNEW/StVFwFuksIJC2OhO/SF24zyM2Kw2IIQ14wXXnjBW8lZ9MfN6Jun30xxMbGnmbg7mNANCuCzZ8+58+evNfDU19cn3Tvq6xuSv4WrViXcIug7GCUkSpZqa2QCEssjM1KJmAmYQOY/FFvIF3a34BxpzJgxMY9GzYtA9AQQv1juEKa2wcPGjRvd3wVCUn35iSfc2LFjvfUWSzHHJMQyycQqbZh4JX/KlCkpu6v5ws75+sOJXyuXy7v1TZ2uri43Y8YMP5Zc2lDZ8iLAdWTjEW6gLNmCvvnzW/Laoe/gwZ68ol5Y//m8M2a2r162bHmKeM2nrZHqINIRrljeuaH4sz/7D+7/vu3X3D9c/Adf9cyZH7q3337bTZ06NdlUU9Md/ri5eZRDDJOwDuOPrVT+BCSWy/8aVc0I8VFOxFDe7xobb0vOy4QwVmN79ff3J89zcOTIYf/ZhEPKSX0QgTImgCW2q7PTTbrlFm+ZNUsuotmsx+SZOA5GIQhOKyiQg/mlOib2LNY1RBZjU6pcAq0LFyavYXBBXz6LvVjQx+YjJ0/mHiKuEIKITqJXINQLWUyY7RiCCwD/+q//yl0ZvOL+8fJl9zMf/KC7//4/9E93uEH+1t697pffe7rDkyCezvB3z9+PhHK2tEtf7gNDQ0NDpR+GRlALBBDF+CYjlLdte95PGQsyu/NhXe7qesnn2eI/NiUh1rKV4WR39/6sUeGzHJe/XNaDUMGaJ4CVGF/favPz5Qd/y5Yt3iq5bv36mr/O1QJg2bKHveAkdFo+Yg6hjJDM18e5WjgyD/5G+PtHGHOMUMbgYyLa5rqorc3nU46nUOY6Ze9WTu+lIyCxXDr2Ndkzwtd26AMAInnJkgcdm5NYQlRTJrirH+4ZiOdcfJYllo2o3kUgHgIIAH74sZgpVQ4BrhvuF1y34FMBcytg8Vyx/YHjoJewki9yRLMot/lwDRDHJK4BT5dYk8Dfk7ln3dva6l2syAuKaNyf7AlVHNzU5rUEJJavZaKcKiEgsVwlF7KCp8GPHD7FtfDDxg99ubmKVPBXJ9ahs6Dv9JtvJqOg0BkL0+6+u8WtWrW6KG4MsU4w0Hh7e5t75ZWDFf2UEes0YtnENWIZCzXX8fsnTiTdPHDhwp0L1y9eUVumGxsbXF3dxOQTXnOt5ElxtuFfA5emog7ls1xRl0uDFQERqBQCiEf8Fa+77iPuC1/4glu9enVVP5rmx3zvyy/Lh7nMv6C4BCGwCINmN3HBBX35+PviusHGI2ziUW6J7asrPSF60wlfot5wM24i2ubJUwM2l7Fki4ctmg5tce2DTxWsrN7TE5BYTs9FuSIgAiKQNwEesSJKWDH/uc991sc+vf/+dkd0ARZN4dNZbQmrFj7MLPp79LHHkgsWq22elT4fLI/4yJr4KnRBHxbpPXt2uwMHDlYEGm4Mdu/e7VpaWvLyyS6nSXIteYUXvrM+IujmQRkSohor9cGeHv/ZRLTFVzeLdTnNsVzGIrFcLldC4xABEagaAvwgvXv1qtv7rZe9xW3Xrj2ut/eowwLHhgObNj1TdTFTsVTxI43riVL5EsASGUxErzh79qxjQV8+N3H4AlfSQmoWLRIxo6PjBXfy5A+CKKrqmL9HuyGyiWGJTpcQ2whpBLZSegIfTJ+tXBEQAREQgXwJfPzjH3d9J77nfvrTnzqEskUHQJCQFiyY72O05tt+udbjB5pFY1iy9ONbXleJuN487QgmFvRhFe7oeLHirazBeY103NPziv+7HKlcrZznBspcOmplzrnOU2I5V2IqLwIiIALDEPif//N/uj/4g8+kCGUrjlWLH2riwbKZAYuPeAxejQlhhluGrFWlv7q28UjwcT3WVb6DLOjLNVIE31lCxFVyCu6Gx3xwJ6nWv8VKvk7lMnaJ5XK5EhqHCIhAxRPo6+tz27Zuddddd33SopxuUiyEIjwXrhnsOmZb5KYrW6l5trmKBHNpryAuQW8cP+7m/d7vJRd0nTx50rsE4UOfz4I+XDd4VUviyU97+yL/t1gtc9I8oiUgsRwtT7UmAiJQowSwSj3//PPu3X/6J7djx9dH9P/Emtfb+7rf8paQXc88s7mqyJkPMy4ZhLFSKg0B+Fu8XkbA93T58kT0inx26KMNvru4F1VTwkVq2bLyi+ZRTYwreS5a4FfJV09jFwERKAsCCJDPf/4P3Sc+/gn3e7//+yMKZRs0Fi1Eh20GgaUZ/9F8FlpZm+X0jmBua2srpyHV1Fi4SUEsBxf1sci0kAV9AGxpWVB1HHGRammZkDIv/q6r5W8xZWL6kDMBWZZzRqYKIiACIvA+AX5QWbB3+vSb7q5/82/c9OnT3z+Z5RGPwgm9dfbsOdfUdLtfrZ9l1Yophg8zi8zkw1ycS0Y4MHyVg4mnF2zQUWsL+oIMcjm+9dZ6/7edSx2VrU4CEsvVeV01KxEQgSIQMKGMpe5rX/u6+53f+Z28e2XBEY+Cm5tnOWIyV5NPKFCI4UqSD3PeX5GsK3JjwsYjwW3IWdCHWM53QR+LUSt9UV/WAN8ryLqC+vqGXKupfBUSkFiuwouqKYmACMRPwITyxYsX3V1z/40bM2ZMwZ3yyHfz5mfcpk2bvTCZNWumYzFWNSTzYWYuisUc3xXF9YJNJ/7dvHnJOLuFLuhDaOMilGvUjPhmWZyWmW++ft3FGaF6KRaBDwwNDQ0VqzP1IwLFJFBXN76iguUXk436KoyACWUsyvff/3m/aOqJJ54orNFQbQQOC7Hogx/savQTDU1ZHyMiQAQM25DCvqs0bTG/I+qmJptpaPiUD/1Yjlt71+QFKdKkZVkuEmh1IwIiUB0ETHwgYv/sz7a4/jNnnIVJi3KGuGUQkxmRvHz5Mh/qi76rJcmHOforiUgmmVDm2Bb0dXRs12K1CJAvW7bcW9kjaEpNVBABieUKulgaqgiIQGkJBIUyVrqJEye635oxI0WcRD1CrMovvNDhF/0Rk7la3DLYIOPSxYvyYY7oC7N37163vaMjpbVCFvTxXcf9QimVAItxqy1sXuoM9SkdAYnldFSUJwIiIAJpCLDoDosyP5ZYfrHgsU1s3IlFfyz+mzBhvJs9u7kqtsoeN26cW/rQQ14wy4e5sG/Q8ePH3bcPHfIbj1hLhSzoow0ivJ1rQx8AACAASURBVOzevdua0/swBBKsKntHw2Gmp1POOYllfQ1EQAREIAsCPM5GgCCUf+mXfskRmquYYdCIA0vf+EpWy1bZCOZHH3ssJQ5wFpdCRUIEuNngCYfFUy50QR/Nc4Mmv9wQ6Awf+dvkRrqa3KQyTLVms7XAr2YvffVPXAv8qv8aF2uGQaGc8CXucYdee809sWqVI8pDsRPbYzOmK1cGfczcaohScP78eYcfM/7fpWBa7GsYV3/mKkT73FxpU424SA/f7rlzZ93g4BX/BGr4kjpbCQRkWa6Eq6QxioAIlIxAWChbaK5Zs2eXTNQhjnHLaGq6w1XLVtkI5NNvvikf5hy+6ViUw1uJ833FVUgL+nIAGUPRzZs3V43LVAx4Kq5JieWKu2SVPeATJ/pca+u9Dquvvdate/KaSTU2NiTPWzneqa8kAsUiEBbK9EvEgf9r3LjkJhvFGku4HyyGCCI2mWAhFzGZsWZVamJbZvNhDu88V6lzimvc+CivXbvWfWvv3hRXoEIX9PEd4qmFUuEEiJfOrpzNzc2FN6YWSk+AOMtKIlAMAv39/UO33lo/dO+99wxdvnzZd7lv318k82wMfX3fG5owYdxQZ+c3LCuvd9pQEoF8CTz88Bf997Cn50C+TRSt3ve///2h5ubfHaqv/+RQJYx3ODAXL14cOnfu3HBFavpcX1/f0Be/8IWhzs7OIVhZ4rrzf96uXTstK6f3zZs3+e/Q4OBgTvVUOHsC/J1OnXr70KpVT2RfSSXLgoAri1FoEDVB4Mknv+L/M0c0B9PWrc/5fEQyCZHMf/rhcsE62RxLLGdDSWXSETChHBYer732WrriZZGHyLFx82Nc6aIHIXjgwIGhq1evlgXfUg2C+cMBcZwpIcK4UeL6K5U3Af5P0XUq72uUbnSxumF0d+9L+yidx+k8Zt+2bWvpTet5jIBxr1y5Io+apa/S1dWZvCa4QxQzPf74l/yOenV1dWm7HRgY8Pl9fX2OMpnKpa2sTBGIiACuF3v27PZbTgd3zcM/lMfeYR/RiLotuJnwVtmEs6r0mMwsotyyZUuKq0HBoCqoAb5za9es8YtJiRySLrGgj50eJ0yY4LdKT1dGeeVDgP9TcNEIpt27d/nt7RVNI0ilvI5jFcs2VRNJAwPnvFjifcmSBx2+qpUoOrdufc4NDg7a9CrqHeZz597lr0NX10tlMfb+/n4/jsbG2/z7iRMn3OjRY9zcuXNShL2J6bIYtAZRlQQyCWVCxPUcOOCaZ81y+NaWc+LHmMV/pEqO/xr0YUYw12IiQsiMO+/0UVdmzJiRFoEt6CPyRa4JH3eEWinSO++847Zt3epfZ86cKcUQyqZPRDKh50p1LcoGRBkP5EOlGtvixUvcvn37HNbn9es3lGoYNdUvAp9XOVlsEcB8BxDwNq6BgX5XVzfRIeZHjx7trxEiv7X1HtfdfSCZZxePJxWZkharZCKj/DCBr331q+5Az37HdrbETQ1+d4jS8NOf/tTdcP31KfnhNsrp86pVa9yunTv9Vtn/5Vv/xbW1tbmPFBjm7h8vXXI/X+SbhTvvvNOd/7vzFcM93+/A//nf/9u9efpN999/8N/db/zGb7i6iRPdL/7iL/rm/vqv/zpts/u7u90rrxx0mzc9k9dThLa2z7l/9eu/4b/vaTuIKfPixX9w//WV/+ouX77sPvKRjzgs6B//+Mfd1Kap7uabE3OOqeuybLa+vsGHgGRwwf93zp8758aNz/z7FtdkqiEUZeRs0vlmRJXH4i38RvFJTZceeODzKb6qlDG/VuqF67IojLwVKx4b+vSnm/zxnDmzfdP4t1p7lCHffGCtb8Zh9ShDeVtoRhnq8KIcC9Eow7uN3/on317WR7jtYD3rn/rBMbLQjbnQlrVD2XBb4XFae+H34Lhpk3rm98s5G7O9B/sMt1WMz/Aw5sHrkK5v5sG44ZVtorySCGRDwHx9wz7KVhe/0eBiKsuvhPejR496f1YWFuHbmm9iARh/U4W0kW/fVu/NN9+sSh9mFjSuXLHCv7L108YvneuR6TtrzIZ755oW27f95MmTQ5/77GeHHnv00aEf//jHfnjkbX3uuaE1q1cPN9yaOsffGde3rW1RTc27XCcb6wK/kcQyQglRaQnxyGfqkSxSggmkoFgNliEfEczLxKG1ZSLMxCLvJMqZUPMZ74llvpzBaA0mZq0/yjJGhKglaztYJl2e9WdjtDL0acLV8ngnpRun9Rt8t3FaBAmrBxNjYPy4ISmHBOfgNRtpTHCHYbYJrkoiMBKBkYRyNURmQBC1tPy+//FFIOWT+PGm7tmzA/lUj6QOgvKpp56qCsHMzRfin8Qxi0ezWczIdbDIJ4UI5UguSB6NvPbqq0Nf+9rXht5+++1hayOkNz711BDlazVxrSvxGlfj9SqZWDYLsolCi4Bgnw22iUfEpIk9BFYwWRkTipw7fPjb/oeBcwhHhFNQ4FKGNsm3PhFifDYxSxmrGxSYYbHMeMJt21itns0vKKhp3/pkLNZXuK3wOKkXTHbe+rJz4fzwmKxcsd+ZZ65CmTHCnXrZJonlbEnVbjmzlmb6QULMEKYrGxFTCRRtvgjn4SyKWKOxaJVSGKfjaRZYBHOlJoQxkS34XuU6j46OF/xTAsRyuV2bOK4H1mas0D/84Q/jaL4i2+Tmntdwf78VObEyH3RRFvjhbxrcWIJj/FRZ+IfvMokICCR8V4Np2rRp/uORI0eS2bYQzDIOHz7sD6dNm25ZjmMWEtL+kSOJ89Onv3+egrSDT6zVJ4/P5jtrn5ONZjg4cuSo27bteR/dg7nymjbtjpTSzI+2w/O7667355vLOIONG5t082MusC6XRDQO2OA7jf9xkDVjhAHfj3CkFHybqROeY7nMS+OoPAIspmETh02bNrtg1IvgTNgc49bGxpLt1BccSxTHDz+8zG+UcPbsOdfUdHuKf2Sw/Wee2eS30g7mhY9ZHFbsTVCICMHGJZW8HTaLFdnY5t7WVvfoo4+Gsab9zAKw9vY2t2bNatfefr/r6XklLz9joqM0NU0t6nW7cOGC27N7d9p5jZS5eMkS9+JXv+puvvnmZFEipPBigWAtJjY54e+u0iPdVNq1K8oCv6AozgQIIUQKi0wrz0KATMnq2mKwcDk7T+SNdNE37Hy4XrafEaOLFz/gi7e2LvSiGPEcDM2WTR9WJtdxGpt08yeqBAvmyiEhlJkbNynBxXvBsXGTw6uz8xvOWHKeCCTUs5urYB0di0CuBBDKy5cvG1Yos0saC9qWLl2aa/NlXb6hocFHyyCKAltlL1rU5hc1EnrOUjaRFQ4ePOg2b97kKEubxUpeML93TYgWkSmkWrHGM1I/hBrs6elxU6ZMcZMmTfICORexz4Kv9vZFvpudO3e7QhZfsRhw9OhReQntkeaZ7jxCecVjj7mbbrrJzW9pSVck5zza3L9/v9uxY4ebPHmyjxZSX1+fczuVWqG5eZbjFUyIZ/4euekP/h0Hy+i4MAJFEcvZDNGE3okTJ73YTFfHxGT4nNXlvB0Hy1geAjZs2Q2Wy/fYBGB39/5kE+EwZ4yB8WUaIxXzHeeYMWN8v+n4DA5e9pElkgMr4UFnZ6fvnS2ribMdTnZThZDGOh8sg3Aul1B34XHrc2URyEYoMyNE2KK2trIPFZcPfdsqe/v2DveVr/yJe/HF7e4//+eX3eTJU7Jurq2t3Z09e9adOnWyqGI5OMC9e/f669Pa2hrMLotjwg0yvjeOH/cRRCz0Wy5CmXBiXJuZM5t9bN5ChRBPFngVMyGSbe5R9Et7s+fMcd994w0vmg+tWeN+4aab3Jw5c3w/N9xwQxTdVFQbPCnixpX/23jqoBQ9gaK4YWQz7NtuS8TYNVcEq4PV1tw2LC/8bo/mg3URq9TDumvuGebqYfURlwgyhFm+CeFHO+YuYu2QH0yZ5hd0Acl3nNZ3sC36ZgxwaGxsDA6lZMfcTARjbYePg1bjcGxuwgvazUTJJqCOK55AtkKZiSKWy+VvJy7wCN67777HTZw40X32s/e5gwd7cupq9eo1GV1Ycmooz8Lz5s1zJ/r6HO4y5ZawKPPC3eKJJ57IyQKOpXDWrJle/Kxatdp1dGyvSIshFmVEbNQClvaIP73hqafc+g0bXEN9vXf1eKjKngJl+53maUNv7+v+e5JtHZXLkUCcPtUsZgsuoBupLxa7sVjOFsGxQI3PtqjLFqiFF8CRTznq2+I8ytA3C/1IFi3CFvNRxxaZcUyiPovIgsn6DC6es74oZ32TZ30zfj7Tv0XysPaDY7SFiZRjrqRsxukLhv6xerbIkbEYT5tfurmEmqmqj3BVEgEjwCI+vhMjRYOwRWRWr5reWbjHIrFwYrGQhSKrtMVDdr0sskR4bsX6TP8dHR0+/FshffI9ZetqFvERDaHQRBtc92Iki2Bx/PjxYnSX0gfRNcILAQlJN1LUjZRGquwD3yNCRka1GDQckco0jGk28Jn2Mt1RLUjLxrKMxsfyiJsE/r9YhdnBDWvrSI/fsTh2dX3TLxbD55m6WFRxuzBrLZZJrJX4wnLeHvFTL1eLJbsPYrWlHazZ9INvsPW9detWt3DhZ/x42I3OEvNgQZuVwxKMewGJTThI+Y7T6mElZ1yJPuo8l1zn5weif0SgigiYRXn+/JYRH0P7R/sf+1gVzT4xFXxf8VFOtzCIx/tYiV94ocNbl/PZKpv2Gxo+lbb9OGHyBGDd+vXeHzjOfoZrG8v2c+9ty93W3j5c0YznbBEfvvT4nvI4vVBfcCzUXEtcZeJOp06d8v7J+BQHF+TF3a+1j7U53O/TGze6tkWLHGOrxcROngsWLKjFqUc/52pR/ZU6DyzCYWt2pc6l3MYty3K5XZHSjMcsylhMR0p9fX0+pFeprZQjjTPf89lYmCiDVZO/n3RW6Ex9Y52m3kiW+0z1o8h/9tlnfVi2KNoaqQ0s2rZRDd+bQr4zWH6xAGIJjNIKzDUpxvUgFvLdCxb4uMjlZMllLFi5g2PiOPh5pOtcbed7eg74sJD5PLWQZTl6Da4WQwQIhYbFl4gQlvDH5oWlWkkERCB6AkGL8ubNz2TVwW/NmFFSK2VWgxyhkIUIY4FYMLGN90iJMlg1WQiWCFXW5rB6jpSwTlu9kcrGdb4YPsyEfSP8G1ZLe3KIbzuRLvJJhC/E4o8VGb/TQqJdhPvnmsS9oG/b1q1u27Ztbv78+e6RRx+N3D85PKdcPmNtJmJG0Gea8WJt5r0WLc58z65cGXQs7lXKnkDZRMPIfsiVWdIWr+EmYeHrcMlAKNu5ypyZRi0C5UkgH6GM6KmGRX08fkd0tefpEsAVRWRNnUobi1xz80wfjSFKIRfHtwaXDOIwb3n2WXf6vVBtUfaDUMbd4pcnTXIPLl2at0BmTFwjYicTUYRFfCy2rKREnOO1a9Y43C6WP/KIF6WVMH4EvY/VfOiQH3+tRdLgZjhdaEgW9yKks7mhroTrHPkYq+0Rg+YjAkZAbhhGovbec3G9gA479LE4q1ITj1azcbHIZ348ys9nq2we87ILIPUrOeFeceDAgeQUzPUimZHHQdSL+IJD4LuAO0fcicV0bEcdXlQXd79Rts+CRLbeZpdA3EjYMbBWEy5ULPIdLtWyG4Ysy5HffqhBERCBUhLIx6LMoj42uKjExOYie/bs9ovz4rAK8SgfSxSPbXHL6O096jo6XhwxlNmECRO89ZTxEfqsFImNZbiuuGfkmnCx4HvBxjTs4mhp7NixdpjzO+4s8GBzkHSbweTcYJoKXKfwphVpihWcxWI6rLSVnAhtd9999/kX1uYz/eWxgVcpmCo+8/DUJZaH56OzIiACFUSAR4lEEyDqRbY+yogpNo4gHm4lpmXLljlecQjlIA/cBBJuGW1+q2z4DifKTGTjZlCqxAYg3z50yLFBSK4bl+BygR/yrFmzItmYBj9y3C7wFyXqyHDsCuGV7hF7Ie0F67JzHhuMBH2Ag+cr+Zi4zTNCE2D3zpsnTnT3ffazfhfC0Gl9rCECZRU6roa4a6oiIAIRE0CMYLXLRSgzBCyI+KCyHXG5J24GwmHdEMlxC2Xjgk8j4agQevff3+7FHyHjMiUEM3VKlfA/5yaIm6FDhw4NOwys0GvXrnW8k7BGI7ALsSRbhyzimz272U2YMN4v4otLKFt/cbzjn7xn927voxxH++XYJlZn0pkzZ8pxeBpTEQnIslxE2OpKBEQgHgIIZUQkIiRbi7KNBMthpSQesSOMcXEoVUIAw5hYwM88s8lHcpg6dar/TN5wCdGIhZo2ipW4CWLhX6Ztptllj+gWuFtMnjIl0gWeLOLjBu7YsWOxLuLjJmrUqNGRRtIIX5/6+nr3B/fdd00s43C5avpMJA1ewcQNA+IZS3T4XLCcjquLQM6WZduMg1BoxUj0Y9EjCu3PwrcxhzhTsfpJNwc2dLENV9KdV54IVBuBQoSyWRHLlQlzCyYesSNUiyk2g/0Hj4mMwXh27tztBTzuL01NU/0WzZlCzXV0vODFY7CdYhwjlrEQ41phFuagjzqC+stPPOEtyZlEda7jRMASRQQWBw4cjC3aBd8RrPxxbzwyv6WlpoRyputd39Dgrl696jY9/bTDTaPWrO2ZuFR7fs5iudhAtm59zg0ODkbSLSHaBgbOucbG2yJprxwbYTfBEydSf2DLcZwakwhEQaAQodzT0+P2vvxyFMOIpQ2EJ4/uyz0hmhHwR4/2estmQjTf7rAih0Uz4rq5uXRzwnf5W3v3usdXrvTh5WCLiI7KL5n2bBEfAhZLO3OO0xVl9OhRsVitd+zY4XgppRLAwv7EqlXu2S1bvGUZP+6Hli71YejEK5VVNX2SG0Y1XU3NRQRqiEAhQhnRxOp3HqWWY0JwESO5lMIyVy64hyCa2TYbdxGsyLxwjbEFiIjGOIXjSGM2H2asyixUizrxnSzGIr7guOEeZYxm4idjNWXDDuInK6UnkC6SRv+ZM96nm3OkN954w5GHNRqRXekpbIjDABneJwKDXTWmvC3L/f39bu7cOX5XOnamS+cqwQYcnLMX5dmxLpgGBgYcrgPBMrhJYE0mj3fqcGzuE+E606bdcc3OeJQP9s9xOvcI8qhv/ePCQN5wKdw/ddPNf9++fSltpytDX/Rp/cOC9kmUD7tUkEfZ4E6AR44c9nlwCrphGEPbCMX6SHcdYNvaem/KOPgc7n84LjonAsUiYEIZ313EWa6JR/HXXX99LIIp17FQnnB3CExLuFkggIq1cM/6jeKdsbOhCbvRcW1YAHjHHU3e/SK8GDD8OYr+R2oDlwsW70WxcC/YVzUs4sMXd8WKFd4nd/2GDfLJDV7gYY656WYxIBZnE8oUv/rOO14w46oRTNyoczPCjYlShRAYLgB1unN9fd8bYrMHXp2d3/BFyPv0p5uG7r33nmSVBx74vM/r7+9P5nGeoNaXL1/2ebxTj5eVC5ehPG1Zsjpz5sxO1tm69bmU8ezb9xf+s7VL27ysHOMl2WfKW0qXZ+fsnb55WaI9xrlixWM+y9qgf+vLxvTkk1+xar58kCNjpF3qMU/4cv7w4W8n63COPOuLE7RJ/yRY2TFtUJaX9UtemDH9Uid4/TimnrWVHEAFHTB+peojwGYXbLpAEP18N7xgY4koNpeIgu7Ro0f939rmzZuiaK4s22ATDtvYhHc2ziBxHR9++ItlOeZsB8VmMDa3Yl1D+ps69fZsh5hVuddefdVvzvHYo48Ovf3221nVUaH8CMCYTVB4ccxmKN3d3UMnT57Mr0HVip2Ay7UHxB8iJChgacMEIsIO8UUZ8oLJBKOJU6tjopuy1A/WRawF+0Ikct5EqLVPGYQkyfoJCkryrT+rS/lg25QxgWni0jcY+MfOh9sOFEn2E5wX5+nPRLZxDPcTzmf+1pdxNUFtfQbnwXxM4NpYjYuVNxFu14H2qUN5SxyTZ21ZfiW98z1Rqi4CUQnl6qJSObPhxsCEJWKP///4XKnJdstjLnw3i5FMnMMyqsQudrW+g11ULLNthxsSxPHuXbv8TogPPvigvwbsJsjOgkrlRSBvn+Xp06en2M7nzr3Luz0Qs3TatOl+IR1uALgAkDgOug6Qd/jwYX+O8pasrn0OvydcDuquWaR32223eXcNzluaOHGiHaZ9P3LkqM/HFeLy5cv+ODzGcMXRo0f7+eHyAIOES8aScDH/Gf+4YBo9ekzy45EjR/xxmCOLD+vq6vxcHn/8S36eNife6X/hwoXeRcPcNXhfsuTBZNvhg/CCRtoIJtqlTDCfY/LM9SVYXsciUAoCQdcLFk3lExGC6BcvdXW5Z/70T0sxBe+SQCgxfJHzcR8pyaAj7JTFgE1Ne/zOfps3b/Yub+PGjfeLAYsdUq6QaeFTvnr1Kr9zInG9uZb5fB/zGQOuOXz/o0y4BSxevLhsffijnGu5tMXGLvgxB32ZL1y44F0zgq4c27Zu9RFc5s+f74hIolQaAnn7LAeFFUO3zyY6Ecn4u5r45Pz69RtSZomADtZNOZnhA3UQh+Z/a+9BUZ6h6jXZ5gtNXRtLNs7pXV0vudbWhW7r1q1Jv2j8e2kv22ScjFuwHqLaxmOCnDn39fV5AWs3F4hc+qQNblbyTfSVfhypojrf9lVPBAohgF8rAjOxqUNCKOQjTFjURwQMYumWMiEYWbxXy8kWAxJBY8GCBX4hYFPT7V6AEpu4nJPdtBEajp344g7lx4JBfufiTC9+9asSynECzrJtRDLbiAcTApkbGRYJWsLXecVjj/kIHPhDF8v/GU3HmicSmof1XsMl04HDlamUc3lblsMTNHE3ZswYh4jDWssqSayjlkw422cTaJnEmpULvlOnrm6i6+7eH8xOOc5WtCYW0GGRfr8ts9amNJjmQ3BezLWz8xve2mtCNk2VlCw4kYxb8OTg4GU/R/LMYg9TXgsXfsZbnrE+I54Zb9gqHGwrm2OYppt3urFl095wZbBUr1u3zs/FyoW/J+RzbYLfFzjAnHkrVT8BLHcseuvo6HDnz59zbHqxadNmH4or39ljVX736lUfJizfNgqtl7CsNhXaTNXURzSzGBCrMtd7/fp17sUXt/tdGMkrZeSMdJBZhLlmzWr/fWQnw2ItwCSWdZSJhXxYNoMWzCjbV1vREeAahaP2cO3II9IGETf27Ek8afgFxPbEiV5Yz5mTELXRjSS1JZ5wE1AAXZJJ9/AbjmGxGlLelmWEWjCZQJ02bZrfPpZzuEYEExE0gslcEIBtCdHGXTR3LelSwk2j/xqRaXcw2Qo8RBtlGW8w5eN2gNhDxNLewEDqHINtB4+tX3NFsXP0nxDACRcOxCEvImsE8+EAN8obR2sj1/dMTPNhMVzfjN+uKyFoiHmNJT/xB/X+9eZa8n3iSQRlcJdJ1L1nuOZ1rgoIYK3DknbrrfVu8+ZN3l0B6yOPnUfaHW6k6bMxRevChZFHQRiuXwQgj+uVhifAkwLE8ZNPrvMFeZrAkwR2ZSxFxIzwaLl5YywIZcQ938diCeWOju2R7syHuFq5YoUXWeF56nPlEEAML16yxG146in3zZ07fSQOE8inQpsZ4WZDPGjcPKJKGLDQJp2dnWmb5HcdTXTXXfk/9U7bcIky8xbLWFPN8oewYfMQ7iCwcpoQDEKkPC+SCVrKG2zEEAmhRFqyJOEHHLR6Us98c4Mh1hgHbXPOrNW+kWH+YZz0zditb46tfxtjuAnyeRRhoo/z1EfM0iavbBLlmH+QI+2sXLnSjytouUaII4yZm93BcSNCecZTiAsGYw0ytbEzv0wMrEyu71jfaRMRbNeJsdO/CX/a5DqQb3ekXCfuYpkvL6XqIsBjd8JusQkHGzlcuTLorcgnT/7A+4JGJUomTZoU6VbG2VwFNuhQyp4AN0TcIPf2HvM7A1Lz7rtb3KxZM73lOfuWoivJDRwuImfPnvM78SGW40q4G2EsQpzHlQhnxmN9E1Zx9aN2i0sA32eu6SOPPupfwd7P9Pf7nQYRzMGE+wZPGfJNpk3SaYVE6NzpWWuifMdQrHp5i2XEHGKYP2yEK4LHfJIRghxjmeQ8LyyoJgDNwoxg6ur6pheHFusYMYS10UQh7Vo7CKqEwD3wnnBMxEdG4NJ2ODj2SBDpB/9g6xsfZHNzYKFiupQY80v+lM0tUb/O4cucS4IR42b8tPV+O99Miknas4WCQSFufMiDSSGJ+jZ2m5MJc1xeokrMlR/CTOM1Mcx7eHGmzRchrVQdBMyKTAzexOYVzX4XuCisyEFCbHG8cePGYFbRjnl8XosL+aIAjMsK3wW2iq6vb3C2nTauEHGKSRs7ffBUgBs4NlbB7aIYbiH4Qefjk2/jHumdx/fhx/oj1dH5yiZADGj80nm3hJX56Y0b/VOGe+6+2/s/I55zSWbQMsOp1UWzodcwclVL+gDBOaplMppHtAQS4n1iUkhH2/r7rZl/Mu4W/JFx88WNTNBizp0rFv10/s3vt5R6hPBHnCuVDwGsyLt373a7du1K+iJjTSzUxWK4GW7ZssWfXrp06XDFdK4MCSBWEah8P/ju4MOOawupvf1+19LSEos7BIv4li9/2J09e9bf7MT5/YwbOwLIR7t472lt3P2p/coigGUZ32esz/g7D3cjxW9weM2YPeUPrv3CAIhhyyKOVRaR9KONbIFf+uaVWwkEcLnA1xqBatZr3EOw8NrTgrjmQR/mdoHFGbE8XKJ8OCGKM6Vy8HfMNLZayu/r+547/O3D7tuHD7mPfvSjrnnmLPe7v/u77ufHjvUY4rpOA/397m9On/aL+uLqI3gdz587586dP+duv31qMFvHeRL46f/5qbcof8B9wI0bP95beGf81gz3l3/5l+6FF/6jd9+ZPWuO+7f/9t8mv0t5dpWs9tqrr7ptz291v/qrn3Qbn3ratxvHd2d/d7fb8fWvuc2bnvFzSw4gwgP+7l79y1f908k4UxdsqwAAIABJREFU5hDhUNVUCQl8+Od+zv3Kr/yKHwHfE57qZJuwHqMhsCQHnwDzlL6aksRyNV3NPOeCSOZO0ELC0AxfevLty59n08NWw1rMXSl3qoWI8kzWY0R0Ln/0ww5WJ3MmkM6KXGhEi1wH8TM/8zNu9JgxrnnWrFyr5lW+oeFTrqnpDvfFLz6cV31VSiXA3++cuXO9dTnomvCvf/u33R//yZ94KzPxmg/07HczZzb7RYL5/s3jdtHevsgdO3bML+KL0zeZWR471utDz+HiEXUitNjXd+zw8Xn/4L775J8cNWC1lySARsDIZj7KGL/4bTcXjWTBCj+QWK7wCxjF8PFPRqwWIljzGQdCmTB5+K0zhmxSJn/nbOqqTHEI4IuMq8Urrxx0N954o3+ETlzhqBbq5TKLKUWOqYxrAFEdlKIjMJz4NRcevnP4MrMYkDCDlp/tKLCmIZRHjRrtFxYO12e2bYbLcfMY/BuIS4ybLyrvT6xalbLpRXhM+iwCURAg4gVBHtAQrGVDQGf7mx5F/8VoI+8FfsUYnPqoTgK4Upjrhy3wtJmaG0jY3cJW21p8aiuv9/IggBAoRkSLbGd76dIlt3fv3myLR1YOARS0gEbWsBryBBC1CONwwjrLYkAWVCJIbTEg/s0jLQbELxqRzRMBFvHFIZT522Aha9yuEPgns1kFSUI5/C3R57gIWHAF3DerbWGfMZNYNhJ6LwoBVs2ycBDx29194JrIGFiOeVnEFBsUf4Akiwxi+XovLYFgRAsW7bEbW1RxkQuZGTv1ZYpoU0i74boIMRaDKRWHwKlTJ310ikzMEbrsqMd3kOOEaL7d38iFRTNtWEg63IOIZxzXjc748eN9OMQ4hHiQPLu5EUIMoRzeCS5YTsciEDUB3C6wLmPwitN9M+pxZ90e0TCURKAYBDo7vzE0YcK4oTlzZg9dvnw5Y5dPPvkVX47ypP7+fl+Herkk+lKKnsDZswNDmzdvGpo69XZ/ndraFg319ByIvqM8W3zzzTeHvviFLwz19fXl2UL21Zqbf3eopeX3s6+gkgUT6Oh4YYjvYDZpcHDQf1fr6z85xOvhh7/o69IGn7l+2baVTX9WJo42rW29i0CpCNx6a73/LU7Xf1/f9/zvwdatz6U7XfF5Ch2X9W2FChZKgAWEw0W7sFjZWJ1ZcBiM3cidKv5QufgsK3RcoVcstX7QF3ncuPHeihxX6K7UnnP7hFWZ2MrFCBXHJhLluC1zbsSqvzRWZb6/LAZk+3QSLjNx+A3bltjFWMzKQj58k2VFrv7vsGZYWgI1J5YRa4g2E2bZ4Gd1J07rtnFHNnVUpvQEJJYLvwbhiBZEHEAgx7GCv/DRqoVaI8D3kxRcODcSA/yYKR+XS4TFgY47NjMiGf9k3C7YtU1JBEQgPgI1J5bzQUnUBnxmT5yQb2I+/EpVR2I5f/KVYkUOzvDdd9/1FmX5tQepVPcxC+fY/ZHFfcXYXS8dTQQ7UTTi8ndO1yd5ttkIoeFuuOGGTMWULwIiEAEBLfCLAKKaEIFqIMCPPpEBmpqm+kVUzImtd3t7E3Fnc7HelYLHoUOHXFdnZ6xd43axYMH8WPtQ49kTwAWGKBYs/CtFwopMlAuzJhdzDFiUFy9ZIqFcTOjqq2YJlKVYxl+VbRXZBhnrIC9cIUiEJklsw5zIT8TqHUy5gNS3erwnwpQldn7DDYM82rE0XHlcNizIdrAeebQb7IfxWsLvlnO0HZyHtWfleA+3RbsWKs3KhccYHL+V0bsI5EOAH3oEID/6Bw8eTEa0IDpApbhbECruYE+PmzV7dj4Isq7DDUXcj9ezHowKemsu39NSXROsyfgmFyO2NtsSr12zxuGnrCQCIlBkAuW4RNGiIdx77z1+ePv2/YV/Z5UlEQ5stWW6KAnUZcUm50hEXSCKwqc/3eQ/h1dsjlSeSg888Hnfpm9gaGjI2qCuJcZIv5ZHv4yVVzCPOVHOokEcPvxtX8bmyrgZazDyg9UxDtbXihWPWfd6T0NA0TDSQHkvi9X6q1Y94SMCwKncIlpkHnn6My+//PLQmjVr0p9UrghERIC/m1JEuuju7h66e8GCoTWrV0c0EzUjAiKQCwGXS+FilUVc8gNuocPoFxFJHsI1mEy4moAOCuNgOTvOtTz1wmIZkWri29rlnb5N5JpYDpez8GkmfBHCzMvEPe3YTQFC2srb/Kw/K8N8lNITgKtSKoFdu3b6UGewIfQbIeBK8eOfOqrCP128eHGIl1JtEzh69Ki/AYzjO014RP5u+JspVnr77beHNj71lBfKu3ftKla36kcERCBEoCzdMMy4HlyoY5tSTJ8+3U77dwJgs63i4cOJTSvYdpHd3wg7huvCSCnX8rRHCLMjR44m+6CfTGHRbEc6G0d4C8iEW0hiIw4rw244AwPnfGDvvr4+nz137l122r9PmzbNvx85ciQlXx9EIEzAfJEbGj7lN2lgMVIl+SKH5xP+zMK+sWPH+lf4XKGfcVHBj1upMgiwyG/ChAl+u/WoR4zPPi4XcYSbSzdW3C5WrFjhF/Kxycj8lpZ0xZQnAiJQBAIfKkIfkXRhPrz4/wZ9g61xO2/bLu7bt89HsMC3l9i8Cxd+xtk5q8O75WVbnjqJ7Zrv8e/E/0XUL1y40OW6togx86qrmxgcUsqxzQs/7XTp8uXL6bKVJwJ+a13E3p49ux1xkdvb7/dh38p9oV4ul+748eNu78svu3Xr1+dSLeuy7AC3aFFb1uVVsLQE8CHu6XklkkFwk0myvxeEeLEibhx67TW3bds2HxZu+YYNWsQXyRVVIyKQP4GKEctmkd227XkXtrKGp48ANhGMhRkhnFggl2rBtXrDlU/XF2IdEUsoORsXbbHV4+jRY6zZEd+py2twMLPgtfbDfY3YuArULAEEMhsjEFpq6tSp3hpWqgVQcV4ELMoI5Sm33x5bNzzhiSLZoiyF+IqCZvxt9Pb2urvvbnHz57f47bPj7zG1hzP9/W7+/PmyJqdi0ScRKBmBsnbDCFKxvcbNLcHOIVqJnJHJ5YL9yh9//HFfHIvwSCmb8gnXiYkpQplxmBV4pD6C53HTYFzBsSHwLfLGbbfd5oubG4rVJYIGZXhXEgF2KCPmrLla1Nc3uAMHDvr4s9UolLnihIojzZo1q6y/AAhlohg8tHSp27N7t6IZFPFqnTx50rW3tzn+PnJJEyaMd6tWrS6JUGac9913n4RyLhdMZUUgZgIVI5ZxpUDI4lZhYdMQp4SOw/q6ZMmDHhW+w7yC4nPdunW+TDorcTblzbpLf7SLcEcwm1Alz0LYDWclTnctlyxZ4rPNtYQ+2C3Q5sucEdTcDFh/9M1nxpFuTun6UV51EkAMEPv31lvr/eYMuFocPdrrf+SL9ci4VGQnTZrkWhcudNddd11kQ4Anlvmokgll2pszZ47bv3+/a1u0yO3YsSOqLtTOMARGjx7lenuP+r+RYYo5XC649pZwvShGODjrj+8FLyUREIHyJFAxYhl8LKxjm+rOzm94qyoWZVJX1zeTVl62pMaHOBiLOVHmJS9AfYXAP9mUxx8ZwUx/9M04EKoIZKy7c+fO9n0ibBG7vLJNtINrCYm26IO+gnPq7t7vRfH7/c3x/Wv77WwpV185dtgjNvLs2c3eN5mFRydP/sAvPjIfy+qbdeqMEMvBRcCpZ/P7BFNcWKJIQaFsC7Re/OpX3eLFi91VxcqNAvGIbfC3cPDgK2716tUZyyKSm5tn+iczGQvFeAKR/PUdO9wN118fYy9qWgREoBAC2u66EHqqW9YEuPmIyue0HCbKo2Ssnh0dHe78+XNu5sxmb/1qamoqh+EVbQynT5/2LhhtbdEvvMNXFYt8FFsXE80At4tsdlnbtnWrX8w14847i8ZRHSUI8HfFzWep3JUuXLjgXXNuvvlmXRIREIEyJVAxC/zKlJ+GJQKxE+AR8ebNm/0POp3xo97e3p5cpR/7AMqsg66urljCxDHNKG88ED+PPPpo1vSIfnD9DTe4yZMnZ11HBXMngG//1KlNyWvNjVGxhTIC+aabbvKD592Oc5+NaoiACBSDgCzLxaCsPkpCoNIty1g5cQl45ZWD74V+a/c/6lFYPUtyQSLolEV939q71335iSciEcxYFc+ePRtZSDBcLxBCUVgJaYckIRXBFyfQBItgeXqwa9eeQG5xDvl+bHr6aR+p5ps7dxanU/UiAiJQMAFZlgtGqAZEIFoCuFpgScbVgtBvbCDS3FzeER+iJZC5tUuXLrnmWbMiEcr0go8yYhl/70KT+SgTHg4f5UITLhzcHMyYMcPNnjMnEgFe6JiqoT4+zGzMU+xEKMenN270Tw/Wb9hQ7O7VnwiIQAEEJJYLgKeqIhAVAVwtdu/e7SNavPXWWz6+K6vxqz2iRa785s2bl2uVYctzE4LvdxQJSzBC+Q/uuy+K5ryvc319vdu9Z48XzRyzixvvSvkTKMUCWG589uzZ437zN38zKx/2/GenmiIgAnEQkBtGHFTVZlkQqAQ3DFwtsCTbLnsLFizwi/Zq2dUi3ZcHi/KJEye8lTXd+WrPwyqJ4OL9F266ybXMn++0GLD8r3rQ7YKbKMIHKomACFQeAYnlyrtmGnGWBMpZLCOQeR07dsxbCrEiF3uRUZYYy6LYli1bHDv2PZrDgrmyGHjEg8B6jWh+4403HGHolMqbwNKlS/0AH3nkEbnRlPel0uhEYFgCEsvD4tHJOAmwK2Fr672OONJsvBJMxJtOF686XdlgveBxuYllFpOxYG/Xrl3eH5mtdBHIUUZgCM6/Wo4JFffcli3uwaVLHbGVC0ls4IIVP4qQglH7KBcyr0OvvebqGxq0GLAQiDHU5UnAxIkTvXtODM2rSREQgSIRkM9ykUCrm1QC7ELIJivpEucQymz+wkYvlZ4U+q2wK8git1sbGwsWyoyCa8EGLoUmE8pYeomjXOrExhaEnlv+yCMKPVfqixHoX/7lARg6FIEKJlBRO/jFxRlhlsmSSZ9sZ8222Fgq2RkQMRdMI9UPltWx81t1swW5bVEeZoJvKondDSs52S57d9zR5HfZW716jevtfd3xXopFRpXKsrW11UW1AQnhwgp1dwkKZaJeRBEmrtBrs+Gpp3wEjnIYS6FzqdT6bEKz6HOf824ylToHjVsERCA9AYll51x39z7vBsA20+mSWUB5dGvbXAfLrVv3pBd+meoHy9b68bZtW92RI0eSW3yn49HX1+e3Jq+rq0t3uqzzbJe9pqap7v772/1YCf3W23us5mMk53rhsCjjgnHdddflWjW28uUolG2yWDGDMZl37Njh8JnFRYNxK8VLAJcLNpQhzJ+SCIhAdRGQWHbOIc6mT09vxcSqjCX5rrvu8leed/IQ2CTO4Xu7eHHpH8VWwldz2rRp3kd5uBsLLMujR49JWvOx6OPbDPdyTTzeX716lWtquv299yZ39Giv3/hAMZJzv2o9PT1+8xEW9RWSWERJLOUoUjkL5XTzI/JCQ329d894aOlSb/GUaE5HKpo8eGeztXk0vakVERCBYhKQWH7Psjx3bkIMh+EPDl5OyTKRZ8Jt69atbuHCz6SU0YfMBMIL+dKVHBjo99ldXS/5hVhY9BsbG11r6z1pF/2la6NYeYR+Y9EYrhYHDx507e33e1eLzZufkatFnheBm6WDPT3u3tZWf93zbMZXW758WWTX4cD+/X53vnJxvRiJC1ZmxNv2F1/0Icvwa25btMht27rVz2Ok+jo/PAEsyTBVEgERqH4CNb/AD6swAjjTI/+6uokp3wKL0EB5rMuI5m3bnk8pow+FEThx4uQ1DXBDggsHLi8s/AsmLM+ZEmI2jvT668dcd3e3+x//47+73/hXv+mWLVvubr99qu/q5Mlrxx/HGKq1zYH+fverv/qr7qc//an39S5knjt37vbVo/gejBs/3t3/h3/ofvSjH/lXIeMqdl0bO9/X3qO9fpMT/MA/euONxR5KVfT33TfecN/5znf8JiM///M/XxVz0iREwAgoQpOReP+95sXy4cOHXSarMpgQ0lhD9+3b510teEcoU4dFf0uWLPGuGPg1I5zxaUbMZRLf76PXUS4E4Mm1sMV/wbqZwoAhoqP8o08X+m3t2j+OtI/gvGr1OMprVqsMM80btp/97Occi9GCiwFxz2D3QaXhCcBp09NP+81htMnI8Kx0VgSqiUDNu2FgHc7kr2wXGstxwvo83vsn8xkrp4lmhDIi2USbLQi0+nqPjgDXodgJSzGuFrfeWu+3o2aXPfyRcbWQsIvmauCbvHHjRoevciGJa/XMM4WHhmMMCKOnN270C+QKGVM51g0KZca3YsUKvxgQEa2UngBuF/h+//jCBbd+wwbtxpcek3JFoCoJ1LRYxhKMW8VIIcoQxeY/e+TIUW9p7uz8hrcq48ZBOya4eWfRH3lKuROAJxZhbkaCya6VcQ6ei+vYQr/Nnt3s3QGIz3vy5A/cww9H5wcb19grrV126Lt08WLB21mzmK+392gk08dH2W8qcfPNkbRXzo2sWrXK3Tljhrt69Wo5D7NkY2PXxLVr1vjdNjds2JBilS/ZoNSxCIhA0QjUtBsGVuXhXDAyXQWEHAIb9wyLimFlzf0isTCw8kKf2TxK9Q5XXtyMsCGJWZK3bn3O8y5G1BEiW7S0tPhd9mbObHb4vcqCHN83ghBxCOWlDz1UcJi4jo4XXUNDQySDnXHnnY5XMBxbJA2XYSPMcX5LS8rI2FIb31xCoYUt0SkFa+ADN01yu6iBC60pikAGAjUtlvFXtpBwGfhck40lGuGGhZlkYs4KmkWZ0GdK+RHAis9CPjaKsYRwJr8YadSo0Q5XCwSzNg+JnziRTniNHTu24M6ivKmpBZE8HHDmf/LUKb8YkBjOiOla3ZGOCChKIiACtUvgA0NDQ0O1OP2E+8UdXvSGBe9wPFauXOEmTpyYEleZXf2whia2Z77Xu3Z0dyuk0HAci3EOdw7zIy9Gf+ojNwLnz593+CpPmjQpt4qB0rYJTFtbYgOYwKmcD/FRJqwaorDWLalBeFhVcUPg/RduusnHbkZIY3Gu1kWBhITjO1CrNwfB669jERAB52rWZxn3CdwochHKmTYgYcGf+drypVIoOf1picDwBBDKLJ7jvZCEjzIbjxSaEMr4pCIIq1UA5ssIwYhl9dktW7xfM6zgxMsSx/DjmnK+khM3TF/fsaPi51HJ10BjF4FyI1CzluVyuxAaT/QEZFmOnmkULSKQtzz7rJt0yy2OWL+FJCJf4FdeiJ+yCeULFy54USircu5XBIa2aQu+vXbDgYUW4Yngvv766721Fqv0Tf/iX/gndFYu9x7jq4Hwt7HG14taFgERqCQCEsuVdLU01pwISCznhKtohQkPR7zspUuXFrygr9BBSygXSnD4+vBFfPafOeN3DeSGhPB0FnUDl7YNTz2VbMTOkV+OQjo5UB2IgAjUFAGJ5Zq63LU1WYnl6rze7MYXxUI+CeXSfj8Q0d7KfNNNyYGseOwx19/f70MIslW3JdtWGqt/uI6Vyecd8Y7rCMJci/jyIag6IlAbBGo6GkZtXGLNUgTKg8DevXvduHHj3JQpU/IeEJvDEP+aeNeFJnxT5XpRKMX866dbPBe0MgdbPnXypDvT3+/+4cKFZLZZnyfefLObP39+zpZoQuPxHUB84zqiJAIiIAKZCEgsZyKjfBEQgcgI4Hrx7UOH3KICfZSJgU0s5SjS5MmTFfkiCpBFaOORRx9N9mKuGgjod65eTbp4mNsGInjHjh3uZqIWLVmSVkRzHh/rGTNmeKFsdZOd6EAEREAEAgTkhhGAocPqIiA3jPK4nvgnv7h9u7u3tbUgq3J5zEajKHcCuNew0c3Vd95JCW9H+Ls9e/b44bOA77777vObzpT7fDQ+ERCB0hOQWC79NdAIYiIgsRwT2BybPX36tA8RhxWv1AnfVyzKPHpXqi0CiGj8obFM4wKiqCe1df01WxEohEDNxlkuBJrqioAIjEzg0qVLjhebjuQrlPFR5qYnisSjd6yLSrVJAFcLRPIcbd9dm18AzVoECiAgsVwAPFUVARFIT4Cd+bZv3+6OHz+evkAWufgns0PfCy90ZFF65CL4sBLxQFblkVmphAiIgAiIwPsE5IbxPgsdVRkBuWGU7oJu3LjRXbp40YvT6667bsSBIIq3b+9wo0aNclFsXT1ihyogAiIgAiIgAlkSkGU5S1AqJgIikB0BFvQhlJc+9FDWm46wZfWuXbu8WM6ul+xKEctXSQREQAREQAQKISDLciH0VLesCciyXJrLgwvGcNZkrMjESm5unhW5OA7OmBi6hBF78atfDWbrWAREQAREQARyIqA4yznhUmEREIFMBLAokxobGzMV8fnNzTPdlSuDrr6+wTU0NAxbNt+TJpS1K1u+BFVPBERABETACMgNw0joXQREIG8C58+f97GUCRMXTizUC6bdu3e73t7XiyKUFR4sSF7HIiACIiAC+RCQWM6HmuqIgAgkCRAebsuzz7rJU6a4efPmJfMRyQ0Nn3ItLS3JPA7Gj58Qm/tF0KIsoZyCXR9EQAREQATyJCA3jDzBqZoIiECCAD7Kk265JUUoc2bUqNFu2bLlrrm5uSioJJSLglmdiIAIiEDNEZBlueYuuSYsAtESGDdunN/s4bd/+1/78G/WuoWBw5JcjHThwgUfqk4W5WLQVh8iIAIiUDsEJJZr51qX3UyPHDnsd2c7caLvmrGtXLnCnyOiBa/Fix9wAwMD15RTRukIdHV1uS1btvgBnDp10jU1NRXNipxu1izmk1BOR0Z5IiACIiAChRCQWC6EnurmTQCBjABOl9ate9J1d+9z69dvcAMD59yRI0e9UG5tvSddceUVmQBh3xYsmO8OvfaamzVrlu+djUQ2b37G+yMXcziKo1xM2upLBERABGqTgMRybV73ks4aMbxu3Tq3ZMmDaceBUJ479y7X2rrQn6+rq3MLFy70glnW5bTIipr55S//e/e//tePXVt7u5s0aVJR+w52ho/y2jVrglk6FgEREAEREIHICUgsR45UDQ5HYNu2re7IkSNu27bn0xZDDPOaOHFiyvlp06b7zwhppeIR6O3t9RuIBHs8dOiw6+p6yU2ZMiWYXfRjfJQXL15c9H7VoQiIgAiIQG0RkFiuretd8tlOmzbNdXfvd6NHj047FvNfxpocTFb+8uXLwWwdx0iALajvvrvFHTx40PdCiDjiKbM7H4v6Sp3wUZ5x552lHob6FwEREAERqHICEstVfoHLbXqNjbcVNCS5YRSEb9jKJ0+eTDnf0rLAHT3a632RCQ/HYr6enp6UMvogAiIgAiIgAtVOQHGWq/0K18D8iJaRKeFGoDQygV07d7r//PIeHxf59tunplT44d/+0L366qvuJz/5ifuVW25xpWL6l//tv7nBwUE37/d+L2V8+iACIiACIhAdASIbKaUSkFhO5aFPZU4g7J7BcImYkS4hovVHn45M+rwFd9+dlhdbWGNZXvrQQyVzv2Ax34kTJ7yPsq5p+uunXBEQAREQgXgISCzHw1Wt5knA3DTC7hZYFEljxozJs2VVMwLt7W2ut/eo6+19Pbnt9HAClIgX69avt+pFf0coHzp0yAtl+SgXHb86FAEREIGaJyCxXPNfgfICgOWYV39/f8rA2MCE1NjYmJKvD7kROHfurBs/frxbvXpNUihnauH48eN+Qd+8efMyFYk1/4033nAH9u93xFIm6oWEcqy41bgIiIAIiEAGAlrglwGMsktHgBjLXV2d/sUosDJ3dnY6rM4WQq50o6ucnvEtnjVrplu9elVy0Gw9jVBm8d5wCdeLl7q6hisS67mnN250m55+2l1//fV+C2sJ5Vhxq3EREAEREIFhCMiyPAwcnSoNATYrwe2CLa95kRDJ7OinlJ7AlStX3NmzZ11DQ0OywJUrg27q1KYRhXGywnsHhIjb3tHhJk+Z4kplVZ7f0uLu++xn3U033RQenj6LgAiIgAiIQFEJfGBoaGioqD2qMxEoEgEW+GVa/FekIRSlG1wr7rijyd14443u4MFXCt5yGrGMC8aMGTN8TOW4J2E+yes3bHA333xz3N2pfREQAREQARHIiYDEck64VLiSCFSjWCYW8iuvHPQW4+CiPFwusCqPGjWqoEuEUB47dmxBbeRSmV34dnzta27y5MnySc4FnMqKgAiIgAgUjYDEctFQq6NiE6hGsbxs2cPu1KmTbtOmZ1JcLqJg29XV5RDLS5cujaK5a9p455133HffeCOxYG/JkmvOK0MEREAEREAEypGAfJbL8apoTDVPANcKQryRenpeSfLYvPmZ5HGUB3v37nVvHD/uHoxBKCOSiWqxf/9+d/XqVTd7zpwoh662REAEREAERCBWAhLLseJV4yIwMgEW5+FeEXSjGBy84pqbZ7mZM5tHbqDAEliTv33okLu3tdURUzmqhIvFnt27fYxkolrMmTPHC+Ubbrghqi7UjgiIgAiIgAjETkBuGLEjVgelIlApbhhNTVPd+fPn3M6du9PuoFcMflH7Ku/YscNbk3/hpptcy/z58kcuxkVUHyIgAiIgArEQkFiOBasaLQcC5SaWca3YvHmztyC3tbUnEZE/atToghfnJRvM8uD8+fN+05EpU6ZkWSP7YmwkQqqvr8++kkqKgAiIgAiIQBkS0KYkZXhRNKTqJICrBcKYHfSCiY1CCo1iEWwvm+N3333Xbd++3btIZFN+uDK4Wiz63OccO+5ZQiRLKBsNvYuACIiACFQyAfksV/LV09jLkgA+yAsWzPdRH44e7U3GPcYHmVc5pC1btvhhRBH54syZM94fWeK4HK6sxiACIiACIhA1AYnlqImqvZoigDA+eLDH1dc3pIRyYztp8rAal2O67rrrXGtra86bjuBecerkyZSFeo88+mg5TlFjEgEREAEREIFICMhnORKMaqRHQdwqAAAgAElEQVQcCRTDZ5m4x3v27HabNm3OeVvpcmSWaUyHXnvN7d6zx/3DhQveveKJVasyFVW+CIiACIiACFQVAYnlqrqcmkyQQJRiGQvy6tWrHO8dHduD3VTMMVtYv9TV5Z750z/Naszh+Mhsfz2/pcXddNNNWdVXIREQAREQARGoBgJyw6iGq6g5RE4gsRDvfReKK1cG/eI83CsqMZ0+fdoL5d+aMSOr4WNJ3rZtm7P4yDPuvFMiOStyKiQCIiACIlBtBGRZrrYrqvkkCeRrWSZqxezZzVXlWvH4ypWu8bbbvJ9yEtAwB/gmX/jxj91vTp7stInIMKB0SgREQAREoOoJSCxX/SWu3QnmK5YhFrYsVzpFLMuZducj5Bvh39hhDwuykgiIgAiIgAiIwPsEFGf5fRY6EoEkgXKNYpEcYBYHxFJGJJMyCWXO4XJx8803eytyFs2qiAiIgAiIgAjUFAFZlmvqctfWZAuxLFc6KYRyV1eXO/3mm27d+vXJ6Vy4cMGL49lz5si9IklFByIgAiIgAiKQmYAW+GVmozMiUJEETpw44bo6O/3Ylz70kH/HB3l/d7f77ne/637hppt8nOSKnJwGLQIiIAIiIAJFJiDLcpGBq7viEagly/KlS5ccL9wteMf9orGx0R1//XW3f/9+19/f7+MjY1GePHly8S6CehIBERABERCBCicgy3KFX8BqHX5jY4MbHBy8Znrd3ftdY+Nt1+RXUwbxjRG34cTOeaSgC0VfX5/78+efd9RBHC9/5BE3duxYN9Df7zZv2uTLEx958ZIl3i853KY+i4AIiIAIiIAIDE9AYnl4PjpbAgInTvR5obx+/QbX2rqwBCPIv0vcHUiEXcM/OJiuv+EGH3HC8ohAQSQKQrMFd8RbsWKF3ynPytn7xIkTfdn6hgZvJSZ/5ze/6T74wQ+6X//1X3ft999vRb2gphwbiGgTkSQWHYiACIiACIhAzgQklnNGpgpxE8DnljRt2vS4u0rbvu1cZ8KXQsQbJrQaifMPLV3qrl696hYvXpwMt0b5tWvW+DJs5kGEiWCaGPpMm6RwuLZVq1b5zUDSxTfGveLQoUPuwx/+sHe5+MqTTwa7SB5Tt76+PvlZByIgAiIgAiIgAvkRkFjOj5tqxUgA14K6ujr/irGbjE0jgs+cOeMQtzdcf70vFxSeZgmmXDCf42/u3Jmx3fAJxHRYUFMmnSUYP2SiW/zN6dPulydN8q4W4fb0WQREQAREQAREIHoCWuAXPVO1WCCBuXMTFlyawSWDhJUZtwxEdLapmhb4mUUZ/+PhYiZny0blREAEREAEREAEsiOgTUmy46RSRSQwMJBY3NbV9ZIbGDjnXyxea229J+2ivyIOrWhdIY63bNni1q5d6/tEILe1tUkoF+0KqCMREAEREAERSBCQZVnfhIogMDAw4KZNu8Mv+MPCHExYkDOlnTt3ZzpVtvnffeMN97d/+7fu4x//uGtoaPBxkct2sBqYCIiACIhAVRFoamqqqvlEMRmJ5Sgoqo2iECCcXF3dREf4uGxSJblhHD9+3FuNCfvGAsdx48bJLzmbi6wyIiACIiACIhAzAS3wixmwmo+WwOjRo6NtsMStIZJ7enrcP1665Ba1tXmBjMuJkgiIgAiIgAiIQHkQkM9yeVwHjeI9AkeOHHZYhLdt25rCBDcMNimZPr004eRSBhPRB/ySX+rq8hblLz/xhN9UJKKm1YwIiIAIiIAIiEBEBOSGERFINRMdgdbWex2L/Lq7DzizJK9cucK7J2TrgsFoys0N49133/Uxks+fP+8X60VHTC2JgAiIgAiUisCVK1fcyZMn/RqTUaNGlWoY6jdGAnLDiBGums6PAFEw1q170uGjbImd/Miv1IS7xd6XX/bDD29CUqlz0rhFQAREoFoJ9Pb2+qmdOnXSIYbPnj3rzp0764/ZgOrAgYNeHFOot/eou//+djdzZrPr6NjuyyCetVCuer4dsixXz7XUTEIEysmyzK57WJaJk3zdddeFRqqPIiACIiACxSKAkEUAHzuWEMSJz4Pu7Nlz7vz5cynDGDduvJswYbwbNWp0UhxPndqUVgjTJpbl3bt3ueXLl/l2pk6d6pqa7nCZ6qR0pg9lS0BiuWwvjQZWKIFSiWVztzj02mt+K+tZs2YVOhXVFwEREAERGIGAuUMELbpYg5cte9iLXay+fL7jjkRoNHZdRdyOHz/BTZgwwbeOqCURtrMQlwrGgsUZCzWiHGs0CfHc3DzLi2f6KPfE+iGe9B45cjTjpmDd3fvc4sUP+Ke/bCBWjUliuRqvqubkCZRCLLMt9R+vXes+8pGPeKEsS7K+jCIgAiJQOAFELpbfK1cGk8ITMUrCMvzWW28lO9m0abNraVngPyNat2/vcOPHj0/mJQsW8YDxI5zthQX7xhtv9FZnxD0ivRzFMwvr2eNgyZIH3eLFS9ISY50R5XJZU5S2oTLOlFgu44ujoRVGoFhiGYFMbOQpU6b4AbOAT1tSF3btVFsERKB2CCAkse6ScGE4d+6ct8ryOSyEycM6S6qvb/CLwLEAc0wKWpV9Rpn+Y+L54MGDfq6IfcQzVmfmwHshlu0op43V+MSJPm9dDrdrG4Y9/viXMorpcJ1K/CyxXIlXTWPOikDcYhmRTIzkN44fdz8/dqx74oknshqXComACIiACCQINDR8yluFjx7t9YK5vb3NW49NCGMRRkgjHMvR8hrVdeSmAHeNhOX5qFu2bLlra2uPqvmC2iGkK9bjbdued3Pn3pXSFm4aW7c+506cOJmSX20fJJar7YpqPkkCcYvlrq4uR6xkfJLNqpzsXAciIAIiIAJ+IR3uEgkLaq9rbm52q1evSZJBJJKqWQgnJ5vnAVZo/KyxqO/atSfPVgqrNnfuHO+zjGAOJlw0ENBYlqs5KXRcNV9dzS1SAghjolrgYoEvcmtra6TtqzEREAERqHQCwy1sW7BggWtpaUmZokRyCo60H7Cs79y52y9OpAA3GLNnNzsWKOLrbK4baStHlHnXXXd5CzK+ybb/AQv7cMPgXLUnWZar/QrX8PyitCxv2bLF/c3p0+6XJ01y8+bNc+PGjathspq6CIiACLxPwCI+HDzYk1x8V0wh9/5IaucI1sY9GGkjzjB17H0QXOiHLzPiuZL3QMj2GyOxnC0plas4AoWKZXySx44d63jHotzY2KiFexX3LdCARUAEoiaAZfOVVxIL044dO+abN3HM4jQEW7ksTot67uXYnlnzzdUlrkgbhJDDmkwYOYuSsX79hmv8mMuRUaFjklgulKDqly2BfMUycZK3b9/uLclffuIJL5jLdpIamAiIgAgUiQC+s83NM/2CPDbrSAjj8orcUCQUZd2NRdrIFKYOv3GLPpLLRIiIge8ylmQiQHV2fiNthIxc2qyUshLLlXKlNM6cCeQrli3KBYv2FAIuZ+yqIAIiUCUETByze11v77HkYj38jPMRW1WCpeKmwXU0qzOLLQlTN39+i9u8+Zmc50JUjLq6OkeEjIULP1PV4eKCcCSWgzR0XFUE8hXLVQVBkxEBERCBEQgELZFs5mGxinm8j28sYdy0EG8EiBV0Gjea0aMTOxfasAnZh8XZNnOx/PA7bhgrV67w2bhj2GK/cLlq+6xoGNV2RTUfERABERABERiGgPm48pgeiyM+riRCkwV9jTkeSTwN041OlSmBdDc+3CAFr32moRMmDt/lxsbbakYow0KW5UzfCOVXPAFZliv+EmoCIiACEREoRfSEiIauZkSg5ARkWS75JdAAREAEREAERCBaAhZWDB/VcMSKhx9e5mPzRtujWqtWAraDH5EvWlsXpp2mRcew0HKEmaurm+i6u/enLV9pmRLLlXbFNF4REAEREAERSEMAX9Q1a1ZdI47ZNlnh3NIAU1ZWBKZNm+7dLvbt25dRLHd1dfq2MonprDoq40ISy2V8cTQ0ERABERABEchEgIV5q1ev9ovvsBbji0yUik2bEov0FLEiEznl50qAXfrwVSZ8HP7K4UQYOUR1tS74k1gOX3F9FgEREAEREIESEsCFgnTq1EkvgHnEzTGJcF8mgs+eTSzMY0MQksU99h/K6J+3337bhytjSH//9z/yI7t48ZL7yU/+2R/feOON7qMf/ag//sQn/uU1eT5D/5SUwOLFS/x211iXw2IZNw22vcZNo1qTxHK1XlnNSwREQAREoKwI4CaB9ffKFcTvKT+2RN6gQ/haVAobNBt/TJgw3n/EjYJEzGNL5SCOL1266P75n3/iEMRvv/2WH9qPfpQQxMSs/8lPfmLD9e/sivrhD3/YIZA/9rGxPg/h/NZbP/Jl/+qv/iqlPB8+8YlP+DyJ6mvQFDUDFwtCxz3++JdS+u3s7PQCGstytSaJ5Wq9shU+L+I4mg8UUyFcDX+gBENXEgEREIFyIoAARvRafGLGRl57+yIvbjs6tjtcJmbPbk4OmzBtJKzEhPJqbh7l4xmTx+dswnglG4vhAJF78eJF33JC9P6zF8RsaEH6+7//+2t6NVH7sY99zAviW275laTF+F/+y4TF+JpKGTJMhDMOjkkS1Rlg5ZltNzVWPXgzYnnBd1wxtm3b6gUzv8kknnpgWWZhXzUnieVqvroVOjfbf95W3vJ4Z/HiB1xr6z01s7VmhV46DVsEqo5AOmswESZIYWvwpk2bU+ISYw0ePz5hGUYUHz3am3ShKCUoc4sIC1HcIhIW4rdThoeLBK8Pf/jnnInehoZbkxZic6FIqVTgh7FjP5ZsYeLEicnj8MFwopq5VJulOixwg9fQ2Nj1tc+8p7PyB89zzE3a7bcnbuLC5/iM+wXWYyzJJpbNqIWbRjUnxVmu5qtboXObNu0O/wcZ9H/iDxJrMzsGZWtdVpzlCv0CaNgiUAQCWH7Pnj3rBQLdbd/e4a3DWIBJFm4tOBSzBrOjHQuZsP5yTApalYN1in1sYiohet/yrg1mIR7OGmxWRQQxrhIksxAXew5x9BfmQh+peak3CLiKhDnky8b6sXlFKXBp0yz61j7jNBcXy/voR9/3C7e8fK4vbhgYr+y3eO7cOW7atGnXuGYodJxR1rsIxEAAKzKvsCXBfKESf6jVfQcbA1Y1KQJVQcAWvgUng7g9dy6x0C2Yb77AlsdOdLYbHUK5qel2v+js+98/5UWvtW2+wYRbwz8Yn2FbUGdtBd/NihcWRMEy2R6nE1HD1bW+E/UupRQNij2zBptbxM/9HELwfcttSsUq/WAMgtP79V8Pfkoc23W0mw1yU/Myi2rKZmPBpVw6gRseo12vxMgS/+YjcIP1Cz3GoozBit/ixsZGHx1j/fr1hTZb9vXlhlH2l6i2BkhYGlLYemzhaC5fvlxbQDRbEagwAohXi9IQHPqxY4kIDx/60Ifch34m8dPzzjvvuDP9/W7GjBneOmXl/+iP/v/2zt/Jjuu684+SyrSUELKkDSQRyC0NqtbexBKwOQn+ASSg3AQUessklJuAE2/Egap2o7UAqWqdGUPmBkq5MaVVsnLVjCklSgbrwJtoZ+vTje+bMwe3u2+/6dfz3sz3VPV09/1xfnzPvadP3+7p95PF73//+2a16qtf/ePF3/+Pv19+TUFt4v473/nO4srXr8SixZ/9xz9b/NGbf7Qs+9IbX1p89tlec84K61/91X9pjv/hH/5ns//BD9p/oFOH3/72twu2X/+6/Uc8la97n5OoPnnxtQg9PtcKcV8/13UjkBNWWtYm1bTdxAS329rVau7c+dFCn4pjISt/HWM1rpvdy8nyZvvH2iUEWHVeN7Gi8F//7u8Wf/6f/rwR9bvf/a55j+8scnmn79vf/vaSxW/+928Wf/h/f1h861v/YfH1r19ZbLuMt7/79uKrX/vqWu2YU8a/Hv7r4t//778v/bXKQZfPeWry5ptvLqaQ8Y0/+cbiG988WSHUuJpTxq//168Xf/jDHxbf/NY3e2HSDW9s9OYfv7n4k2/8yeLf/u3/LD7//OSXvnisC/3Lv/ymeRR+8z/fbF4n+NrXvrb48pe/HFksj8ckiXrfdtn5DAeXcZX2DHBdmK6lpPrCGDdgCF/F2N39tFldjq9LDnTb6mony1vtPisPAryb3EV9dV19VP7f/ruOvDcCRsAIGAEjcDkQODx8/bWmaDk3vqwo8yRY/+gX6y/isZPli+jVC2xTfj0DU4cm9ipwXIR/DrwINuC7i2DHRbDBvlglkqyvj8fU+rAdy/ky+uLRo5/2wrS/3/6ITm+jLar80hbpalUvAQJ69ym/bsG3HKErV06/l3gJILGJRsAIGAEjYASMwDki4GT5HMG36NcRYOWY7eDg4FQlHz2H+O9bkxEwAkbACBgBI2AE5kLAyfJcSFtONQK8A8V3lfWxc1aZL8PPaVYD5IZGwAgYASNgBIzAbAg4WZ4NaguqRYCfzeS/bfkREt4F40dK+IeCoXekavm7nREwAkbACBgBI2AEahHwP/jVIuV2syFAYsznaC7LJ2lmA9aCjIARMAJGwAgYgdEI+OeuR0PmDkbACBgBI2AEjIARMAKXBQG/hnFZPG07jYARMAJGwAgYASNgBEYj4GR5NGTuYASMgBEwAkbACBgBI3BZEHCyfFk8bTuNgBEwAkbACBgBI2AERiPgZHk0ZO5gBIyAETACRsAIGAEjcFkQcLJ8WTx9iezk9+pv3/6g+ewcn55je/Dgk9cQePRod7Gz871lO/rs7T091Y7zW7feXbbhM3b0i8SvC969++GpNvpGdGw35rjWBn1eT3aiR/71wxo7s27YzHZWApsaHWtwxq4av+Y2wib7rda2WhtqcK61Ifsfm7Jfa/WP7RiXQ+O5Vschv8a5JR/EPTauQlPiPGQD+uWxOZUvso/BphSnVtGxFKewJfKizVnjVM14ynKxsxSn4lgAY9pkyr7osjP3qzmf0h9RXpctaqPxrPNV9uKh+YVMsIpUO6/Vh7jXhW+t38XrQuyPTUbgAiFwcHBw/P3v/+nxBx+8f3x0dNRY9vTpPy7LZCplb7/9neNPPvkbFTV9KIMHRP/Ma3f306bf48c/W/Z79913jtnUr9Rm2bjioNYGdEc/6UI/9PjhD/9iKaXGzmXjVwfSH15nJWHz4sU/N6yijvLPWJzFS3796KO/PqUmmOSyUw1GntTYUItz5lWy4dmzfzo1xsCH8YxfhdlIE5rmjJM85uVr9qIaHWvGnvjFvWxb1T/0i2Me3mCDXfAWTWUDYw3eER90OKsvppzjtfMHnMBFYwgdsCPaJvxq9rXjaexY+fDDv2x8zD5SrZ2xT+3xlP6IMrtsURuwZzyzrUpTzgnpANaMlTz2qa/1u3hdlP3iohhiO4wACBCYmeAEv0gEJcqVaOmCF9vQhzZKPhUUMi8uMPSHlCTFCzXltCHYrEK1NkQ9JCfrXGOn+rJXMkPwXlV/8RM2wlPlkqGLdNZZ7aJ92Tdqk+3raqf2Y/e1NmQ9kJN1yefSJfcFdxKbSMIsYxnbDB3DF0wzKRGnvFbH6Bvx6/Kj6tnTb9VxxQWc+QlemRivSq6mtAFZyFSCidwpfDHlHO/CPfqoaxwrWYv2ZWy7zmvGE32jHuJV0pnYDE90jf7s69PFX31q91P6A5lDtoA38w65SqhrdY3tpp4T8MY3+ExjRnFacmv9rvYXZe/XMC7E8wEbIQTu3//J4vDwi8XVq1dVdGqvR9nPnz9b7OxcP1VHH7Znz5415S9evGh+OTDzunHj5vIRFz/NjTzKpqIaG7CD7dq1a6fESg89gquxUwz0ugG/nnj16mm+ajNmL2zgF4kfnYGOjo6afQ3O2AHt7Ow0e/25fv16g4Me6audcFC7Vfe1NtTgLN36bMCn2PLee++dUhl7GGcZy1ONBk729j5bPH/+y9da4Q/k4v9aHWvGXhbEKwb0u3fvXq6qOm/1/KLzx4rgDa3ThqgoeK1KU87xmvlDGyjPC2Jb9PsYe2rGEz6pHSu8OsC4Z86VqMbOUr+asin9gbwhW3gdhvGM3LPQlHMCPYg9zFN+LTdf96Rnjd/V9iLtnSxfJG/alk4EDg4OmjoSZC4OBPBSMHjrrStNHY339/eLSSMBCh5dF0sCIfzv3DmdJHYqV1kRbVBymG1AN4hEtNZOiSdIYv+6fzkRXCEl+jU4y/acxMte8IZoR1l8N5N3dHXz0DSa4E+0oRbnGhsOD9txig3xPXguvrJxAvVPsWAsMY6QWaNjzdg7JWCxaMYi7zky/7qSodyn9hxc8IFuQqa04d69Hze4xHd7nz592uB1lhuXLtukOzjV4lwzf7rkqXzKsRXHU60N6EGCdvdu943UFHbK3tr9Kv6osYVrA/aui1aZE+hCfN3b+/y1haQaPaPfa9pvWxsny9vmMes7GgECR/uPIe8VE+TMUAlLLs/nuR3JJv9gwYWVFZwpk4LxNrTJY9Y5nkf90Znt/v37sclajh8/fjwq2Yh6dimki72SWOxgJZaNlUwST604dvEYUz7Ghhr9kY0NsoNkv101b20gkb19+/3OG7Qxuse2+ByZd+78KBZ3Hku/zgav7Mj1yCGhXXVVOfOL57u7nzantTenY2zgJoKEWXNb85sbSnwyJaHXuDg1PMfRj/GnG9M8FrXiPJUdZxlPedV7rE7ZtrH9c/uz+GPIlqH6rMvY81XnBGM6L8DUyB7r9xqem9bGyfKmecT6TIoAF+h2he7a2ldM9Shvf/9XTWJw69Y7kyQ367aBiwLJAPqvO4jjCy5q61pVefLk5wvwj6/YcNPCBYAEdApapw34GsIPcZWtHVuHZ/56QbSflSD8Dj5RVmwz1fHjxz9rfDDlDSS68RUALtTgE30+ld7wByPGq26+SJRZ6Z/y5mvdc5xVcPDZ3d1dxiQSc7CbiuYcT1Pp3MVn3f7okjtF+brnRNbxIvk92xbPnSxHNHx84RAgsXn58qi52NWuBOVH/V2gdLVDDqtcWpno6l9bvpoN5Xe2o0zpTxLJhXTdCRNJBxdoko0xiY30jLrn46HVEOThDyWjuX/t+So21OiPfGyQHawqR6KccTXVSiBYMK7AZcyNi/SLuuXj3IakEnlTJ8qMJfzBuB0zdrN+WX/O1YYVOm5cou4kntSTeE5F65rjrS3t/x9wI8kY0if9eDoi39fGxi571zmeumTm8tp5lvuVztfpj5K8qcrWOSdKOq7q9xKvTS9zsrzpHrJ+KyHAJG7f8zxYPHnyi+XFD2ZcGLjY0SYTibUulLwDWXq0R8IFj74LjOrOkpz12aBkM9sgeVeuXKmyk1UBkhk2faOTPeVsHBOAz0pcfFjx4OIcEw/41uDc9RhZ9spnfXoO+ayvL3VdNsC3ZjzV2DBkh8bVkK599fiTVzpILkigItXoWDP2Ik+9GnPz5nT/BMtYwh8kyawqR5rKBsYWm96FjjLAgPlxVjrrHEd+zfyhHWMnrpDje8WPoXHXZ2ffeBo7Vvrk1NrZx2Oobgp/DMlYV/1Z58RYvfr8PpbXNrR3srwNXrKOoxDg0SIfU+dCxz8rlC4ErBblix2Bkk2reuzhoQuKlCCx1EWAAKXkUvXs6QeVZMd2XcdDNsCXTf+AIj7oBukCP2QndujxctxTrrqc3EpWzR6M8QV68V/UJV41OGMHpMRLsvUf8vIHq2bcJGVq9VgtWauxYQhn9KmxATvwK/9EFokxyJjS2Ix1Y455ikCSiZycKMOnRsfasSe95CPxVvkqezDAv6wokyTnRHlKG/pvgkiiT6/+j7VnqjleM390M6z4IF2JH/hzVd8MjaexY0V6lfY1dpb61ZZN5Y9aeVO1m2pOjNFnyO9jeG1N24vyDTzbYQRAQN/v5FuQfd8O1Tck4zdb+e4l3/dUP/acU64yfa+Z/hDlfJNS33iljO+8Ip9+q1CtDfo2KO2jXGSLauxU27iHR+QT62qPwQH82PR961LfGpzphz5gLV7YBm9wEMk/fAtXBD60Q5+xVGtDLc41Nsj/8is6M77O6g99MziO1RIeNTrWjD3xxmdsUxC68d3j/O3XzHsqGzR2ojz5J46xLH/oXDzQU7Gl1KcG5zHzJ8YydMAvq9pRO55qbMi2M1/zOK21M/OqOZ/SH1leyZbYBjtpsypNOSeiDsTZ0lyr9XvkdRGO/aMkF8GLtmGJgAIHk7y0xYsexwQptaOvkmAxJIhGnrSPPGhHQkXAE59SG/Gr2Ud54hn3ks/FQ4FL9VwMc1JYY2fWCx3YzkK6SEq3vI8XwxqcCd7YF/lgfybsJQlQO/oowc5th87H2FCDc60NjMM4DsCqL6kasoO+wqNrL4xqdKwde+jFfMAHZyXdkHTpjxzRlDbksYktOU5Ibu0++rZkz9g5nnUsxSDiQpw/6LCqHWPG05ixIvzQP8YHldfYqbZj9lP7I8ruskVtsDOOXZXX7KeeE1Emc4ixqbFI3Ri/R14X4fgNjNiaZXAragSMgBEwAkbACBgBI2AEZkTA7yzPCLZFGQEjYASMgBEwAkbACGwXAk6Wt8tf1tYIGAEjYASMgBEwAkZgRgScLM8ItkUZASNgBIyAETACRsAIbBcCTpa3y1/W1ggYASNgBIyAETACRmBGBJwszwi2RRkBI2AEjIARMAJGwAhsFwJOlrfLX9bWCBgBI2AEjIARMAJGYEYEnCzPCLZFGQEjYASMgBEwAkbACGwXAk6Wt8tf1tYIGAEjYASMgBEwAkZgRgScLM8ItkUZASNgBIyAETACRsAIbBcCTpa3y1/W1ggYASNgBIyAETACRmBGBJwszwi2RRkBI2AEjIARMAJGwAhsFwJOlrfLX9bWCBgBI2AEjIARMAJGYEYEnCzPCLZFGQEjYASMgBEwAkbACGwXAk6Wt8tf1tYIGAEjYASMgBEwAkZgRgScLM8ItkUZASNgBIyAETACRsAIbBcCTpa3y1/W1ggYASOwkQjcvv3B4urV7y6ePHlc1O/w8HCxs/O9xa1b7+afq4QAACAASURBVBbrXWgEjIAR2FQE3jg+Pj7eVOWslxEwAkbACGwHAi9fvlzcuvXOgv3e3ueLq1evnlKcJHl//8Vib++zxc7O9VN1PjECRsAIbDICXlneZO9YNyNgBIzAliDw1ltvLe7d+3GTLH/88UentH70aLdJlO/f/4kT5VPI+MQIGIFtQMDJ8jZ4yToaASNgBLYAgdu37yzYnj9/tiBBhnj9Ynf30yZJvnv33tKKBw8+aV7b4NUNNrVfNlgsFrkNq9N7e0+XTTjn9Q+9AsJrHqxsm4yAETACUyLgZHlKNM3LCBgBI3DJEWD1mFcwSJBJXLXK/OjRT5fIkNzybjNlh4dfNHvaqy0N7979sEmMnz//ZdOGdqxe0yYmxCTmOzs7TZuHD/+2abMU5AMjYASMwAQIOFmeAESzMAJGwAgYgRYBEloSZhJa3mEmmeX1DL3DTJKsslu33ms6sacNdbzXzGo0K8h37vxo2Y+Gd+7cafjSPxLtIPGLdT42AkbACJwVga+clYH7GwEjYASMgBGICJC08joGye+NGzcX8fWLFy9eNE1zYnvjxo2m/Pnz5017VpJJuHkVA+IYfplIzpWI5zqfGwEjYASmQMAry1OgaB5GwAgYASNwCoGbN28259qrUq9Q3Ljxg1PvLOuTckdHR01TkmTeQVaCTFLMaxYmI2AEjMDcCHhleW7ELc8IGAEjcIkRIOmF9vd/1fl+Ma9Z8A9/rEjzSodIibPOvTcCRsAIzIGAV5bnQNkyjIARMAJGoEHg+vX2G8v5vWPeUearGOz39/dPtRV0BwcHOvTeCBgBIzAbAk6WZ4PagoyAETACRoB3mflREl6z0Gfg+Kc+znm/mXeZ9f7y48cn7yiz0qzPy+lVDqNpBIyAEZgDASfLc6BsGUbACBgBI7BEgF/xIynm83CsJvO+Monykyc/b9qQTPN+Mkm0vsP87Nmz5SsZXmFeQukDI2AEZkDAP3c9A8gWYQSMgBEwAkbACBgBI7CdCHhleTv9Zq2NgBEwAkbACBgBI2AEZkDAyfIMIFuEETACRsAIGAEjYASMwHYi4GR5O/1mrY2AETACRsAIGAEjYARmQMDJ8gwgW4QRMAJGwAgYASNgBIzAdiLgZHk7/WatjYARMAJGwAgYASNgBGZAwMnyDCBbhBEwAkbACBgBI2AEjMB2IuBkeTv9Zq2NgBEwAkbACBgBI2AEZkDAyfIMIFuEETACRsAIGAEjYASMwHYi4GR5O/1mrY2AETACRsAIGAEjYARmQMDJ8gwgW4QRMAJGwAgYASNgBIzAdiLgZHk7/WatjYARMAJGwAgYASNgBGZAwMnyDCBbhBEwAkbACBgBI2AEjMB2IuBkeTv9Zq2NgBEwAkbACBgBI2AEZkDAyfIMIFuEETACRsAIGAEjYASMwHYi4GR5O/1mrY2AETACRsAIGAEjYARmQMDJ8gwgW4QRMAJGwAgYASNgBIzAdiLgZHk7/WatjYARMAJGwAgYASNgBGZAwMnyDCBbhBEwAkbACBgBI2AEjMB2IuBkeTv9Zq2NgBEwAkbACBgBI2AEZkDAyfIMIFuEETACRsAIGAEjYASMwHYi4GR5O/1mrY2AETACRsAIGAEjYARmQMDJ8gwgW4QRMAJGwAgYASNgBIzAdiLgZHk7/WatjYARMAJGwAgYASNgBGZAwMnyDCBbhBEwAkbACBgBI2AEjMB2IuBkeTv9Zq2NgBEwAkbACBgBI2AEZkDAyfIMIFuEETACRsAIGAEjYASMwHYi4GR5O/1mrY2AETACRsAIGAEjYARmQMDJ8gwgW4QRMAJGwAgYASNgBIzAdiLgZHk7/WatjYARMAJGwAgYASNgBGZAwMnyDCBbxHYj8OjR7nYbsIXaP3/+bHF4eLiFmlvlTUPA83fTPFKvDzGAWLAucpxZF7IXj6+T5Zl8evXqdxfaEPny5cvF3bsfLsuou337g8X+/ouZNJpWDHpnez7++KOqhGdn53sNDtl2LnLgAsXjGs3pV3ORJFjStisgw+PBg09qRF7YNmOwv3HjBw2eOdHlHJyfPHk8iBO+YC4cHh40bTlmWzcNyUF32YctjNuaMbYOveP4jnrH43XIXQdPdMYethwDJE+xZSzeef5G3MS7Zj9mDtTwU5ua+IPONTRkm2ygHdutW+9Wzcca2etqw3zb399v2Ees4nFJdpwHspt28fi84kzUl7iomEI8MW0uAk6WZ/TN7dt3FoeHXzQSCf7tXfMvm7L9/V81CTSTnER6m4gkgsD71ltvLbADG58//2VjB4GAoNRFe3tPm3b0ffr0aVez0eXocPfuvdH93GEaBBjfU9GTJz9fsJ0nMYa5+btz50fN+GZ83b//k+ZGigvw3HRRxncbA58tHj782wbXnZ3rr0FJPCROTBEjVsWNWELfuWkquYzR3d1Pm3mEHWw7OzvNmO6Lz3Pb2yfvxo2bjd7sh6grZvTh2dVnSNZZ6sFeeQDXTtPmIuBk+Rx8owvEnTt3FlevXm004ELw8OHDJnHkwgDRLq66kJBq5YVJxupADHRczCmD6Ed7rSKIp1ZotLKADAi+sX1M2mlD+1JSQD/kEmiuX7++vEu+ffv9xb1795qLoG4MGkHpz+PHrNbdXNy69d7KqxwlW6O+6J9toz5ihx6UsQlnbgK0qqz2YKCVcMqwvUTyj+Syh/LqpPhT18c7P4mQjrGfVijgiY7xpgve6EtZHy/4obt4sX/2rPtmh/aZ2pumF8XxorbZVuSAjcY87fAr7diziXLfiCE20lb6gwN8Rbmv5Kq+a8+NHHM13oBx88u4ffz4Z023rGeeN+im8cAxG/pEQl/Z0zdWSn0jH46FpWSxZy5qXHDeh1UcB1len25Demjsij/tmUfRx5EHshhT9+79uIlTioG0AT/ZxV42YSP9hCXlmpPCXLZHn9AnxkjNb8mRXjmm0Ef64EONP+RnP8h+8WKPvuiDntTTR/woE6EP59pKvNQ27hmjjNWYaHKDEm9AkB99gA7IEV5RNjaqHDldeFDXN1ZKPhBfMITAkHbyH3tRF27ZFrWXH+UTymlLee7TpzftwUB+0DiRnLhH3zjGkIPe8FA/bOXctMEIHJtmQeDtt79z/NFHf72U9f3v/+nxu+++c/zs2T8ty/IB9T/84V8cHxwcHB8dHTXt6cc5/eAZ+8OfMuiDD95vjp8+/cfjFy/+uen/ySd/05RxDg940Q7eyOEYog7ZOm8KO/4gk40+yH78+GdNS8rgAcFnd/fT1zjEPrIHfUX0kT3xWPXaw5920VbOJRM92LAT27GVemRKbsSZY+ke5Upf8UUefGSz9GEvvuLDObKjXpThA/gN8f7ww79sdKIdhM30xSbpiH9lI3IilugBD6iPF/zhi/8gbIMXWw1pHNGfPtJX9sFP2AhH6uiHXEj17CFsZYOEufpKP2yHkAmf2JcycBFf9c1yo5yGWfgjjIVLqFoe5v6yWfKkG+XoIj+IgWxjnPSNFdrDS3yj3HwMrtgOyQb1kz4lrNARHDVmFDtoO6Sb7NGesYce8EQXzuHNORt6lOaQ+tMX3OlLP/k62oTdkHysNrJZvDJuUTY8OBcv9YWnjsVHNqGT/EYbtUM+dWCltiX7pa/woQ3HWQfkijc8IfWVj6Jt0lN72oAdPLoImZJLG/mGPppnkq3xQBtINmY8hsYK8tBb80o2YhsUbZK97HXchVu0RTzhF4/Fgz0U+/TpHXGhn/xfGsO0BXfhCl90Bi9IuArHptB/NhIBryyf043Mo0c/Xbx8edTczXJ3yt0md5nccUKsnrDxqJcVLVYA2j7tI8katenDagKPNjnmTlnn8OSxT/voqV3Rgz9EHavC3BHHVZySTNqwosweOay2Qaxa7O191hzfvHmzuDqpR6ta8UDuqq9iZFulq3DEHtqgI4/SM1EmnFl9Kdmtd2jVF715nCmbVR737733XnMKz91dViOuL1cnKaMvj0f7eKMLWGEDOkIaC/hUhCzZGLFkFQUe+GGIF3IYg4w7SKunklG717jVilvsh93gplVadKVMYz+2zceMj4gh+rFFHODFBgl/8D2LXHTF38hhvrKqxHyNcrOupXN0kL3yh8YaK/jUYV/fWCnxLZUxt3kdijEBoX+mLqw0DhhzEP7EZ7Qfoxu2sWk8oIvGLjKGiLjC+NXYlg9yv/v37zdFwpc+NYQ+jB8If0DiJbwyL9lEzKA/7eJ4hof05bjGflbN8T0bx6XYq1cIGB+QbK2ZNy3+15pVWsYvK52MX3SroSxD4wF9+/CoGSvw4HoBYSPnPOmroRrcavjkNn1698XqzEfzSNdWfFd6QpL7+XzzEPjK5ql0OTQi0HEhI9AQGAjIXHiZXHt7ny//qUGBEVQIImwHBwfN+2ZDSMW+8Cfg0T8T/CASgEw5SOb6s5zr0WC8mPMoCl1LevbJirbGdvrnkFjPu3qZSmW5DT5j47Fg+2jwTnNRpKyLIl983dp28lhV/fp4y4ZS4qn+7KONSirwn5ISynTcxYuxAPbyCXy5GVK/KK/vmP5cUJGDT5V4qA96gSGEfbUXbdplvNGPuQO2EOeZNI5XlQs/XfCwB5zABLkcY2sNRd3AhITl+fPnje/gp8Stb6zUyFEb9Hvxok2IOM4U9VEdGCkmXL16TcXL/RjdNHbj2GR8sUnGknHhQK+/yOcktNjBJqzoFvlzLn8XWJ4qiv005t9668qpNvlENvXFKPFVW53DK9qv+CD7qFeZxnOUD/ZKJHUjUfJR7COZLF7E8S8cGdd5fub+1Lfxmlf72ptbJaqysYRHzViJ2CCX85LtWSfOa3Er9e0r69MbmWw11wHGOLhobEWdhVufHq7bHAS8snzOviAwcFetVSDU0TuQc6rGZGZ1JG8xGJX0oZ6LMXsCDAEcIqFQ8s2KmVZtxEOBnoCt977oA41NzMRzjj1+4qLDhRobeCKgpK9GPhedjDHn0BBv5Oa+Wp3NslnZ4sKIjiQcyI0BewyvzLv2HJngBD6MDRHHjA1dLNA1Jj5qN/V+KrlgzpzlyQzHjNva5CzahD/ACP8w5uEBFqK+saI2fXtuVEjGRUr2dX6W/Vl1q5ENHuCiG0zihG7ywOyyEeMsvs+sZHUMDow5xi4bsYTrD6uoQ0TCx+IO/Yj1xG3es62J1UNjJcalIT3mrO/TeyhWz6mnZc2DgJPleXA+JYWgR+DPd88EJFYJuEhodSEmGbRnu3btZLUnXqTj8SmBr1YzCEpZJu3gR98oK/fvOuefFAmcPJoikHIxwzYSfi7O1MGXwBNJK0Y5+SMQT3mzUMJRSVrUZ8yxbnC4eGBXzQUD/vTTzUSXvBJv2cAKZC3BB3+zCgX+WkEc4sVYYIzEsaSVyVrZsV37+PfqqRsKfI9uJOztmLlXHJeRj46xK/sP/eBXWtlSP/Znk9u+dhH5cSxchZf21PGa1RDRH//gJ2zAPoj90Fjp440ejEvwB2M2+NeSYkx+5DxWN423GFtKcaykF/pjB/MsxglsAptSLCvxmbpMNtXIV9sh+2O9xncez4xf4g2JGv7kOI63LjvhTUwmFme6cePGqXEa+ZXGLze1yMYfjCcWQmRjCY+acSx7pRv6olcN1eBWwye3qdGbNmDRdx0oxVPNa+GWZft8MxFwsnwOfiHgEGhILDVxUIMkmsnP6hITkY1VOQUhVonoR5CkDiKAQvAZStqQSxsFGFYpWOGTPh9//PEy+LJiSl0Mno2g9EcBg/YkLbqwPXnyiyYBQGeS5hj44UngLr07jO3YG3FJIkedCkdWT5AL71WScfqCXbzowKsN7N2vYURlubGAj1b76I8PwK6PNzZwE8G7zfKdbrj6cMKvqucYGuKlsaAVvJpxFW3Mx4xXkhtsFV25cqXBQbYwxqUnbegDgVUmxgf9sB+iH2NJ9uX28XxIbmybj1nFQ458Rz02Ma7wDeObix+6ndj1ILN57Vx6Y4eOadQ3Vl5jUigAQzbd6KDTgwfD+ogVMYb+WnXU+AT3Mbpp/nXFMckr7bmBELaxHt0gdKql0liq7ZvbySbiCHwZB8RKzZnYXm2H7Adn+LRj6tNTMV78GGP4EZlsyKuxS3MeHTRv4Km5ozjcN37p2z4Nap8Q0RfZ3OzJxhIeNWMFm6QXezBgnkOMwaOj7pvOGtyEX97DGyph2Ke35oJuPtAXGxirmTSPNDbkX2GW2/t8cxFwsnwOvmGS8l4ywY9EiQSMjcSXVQNNujbJvLb8DBGTmnr6wYO7Wk1cLoS6iHSZRNJCGxI05EHwgxd7iIBIHbKQTx0TnDIFtKZh+MNFnv60U38e0bV2fra0R10UZGJyoDrK6KebAJWfZY8dELqhV807fpKnYEdfCAxJmMBDvCirIfwafSaMKENOH29sIMDKdyTOtNdYKcnXqy+0AVNRHy/atb7kXbv2sXeUge8o52JZS9gWXxfBx9EWVsw1Frjo6ELCBYaLdCThhP3owfwBhxofDMmNcvIx+iMDu5HLhv9IMDR3SKijXTUrR+AtfOUvZFPWNVaybl3n6Kv4wLghAUGeEuiufpQTYxgn+ANb8QUYsI3VDT7MuXa+tLEFzJDRRchlI2nJRD/GQc1NL+2wmfk7JrnOMvM5NvFus2IKfsdfJaqxvx0HP1jGlBIv/bMlMtk0dsBpiMCb8c980vjFp4xZzc2+8ctYwu+KP8w7+mneduFRM1bwJ/EevZjX2A6eEPy57iC3RDW4lfpR1hdn+vRWDKq5DmgecT09iRn8j8X5fje+CxOXdyPwBt/o6K52zVQIMFGY+KUgOJUM86lDQCuErIL3XbDruLmVETACRsAIrIIASTfk5HEV9NxnTgS8sjwn2pY1OwJaGdMKJXf4PN5lVcGJ8uzusEAjYASMgBEwAluHgJPlGV2mR9gzirz0okiKeYQo7PX4kseGJiNgBIyAETACRsAIDCHg1zCGEHK9ETACRsAIGAEjYASMwKVFwCvLl9b1NtwIGAEjYASMgBEwAkZgCAEny0MIud4IGAEjYAQuFAJ8uWfMF10ulPE2xggYgdEIOFkeDdm4Dnz2hi9h6B/MYm/en9X3F2N5PtY/qdV8Iij3XfX8PGSuquvYfvwHdtdn8MbyWmd7jZ2aMbJOPSJv6RTL4jHjRp+XYtyz8Ykl/rHyIlO2GwxiMsY788x3YcIYLM1nfeqNZE40xFvtSnv5S3K1R7+S/BIPdNVXC3K9PqXHPh7ndn3nff36ZPfxzHVZBp+x049h5Lrct+uceQme2xBLumzoKo/jpss+xnSc64zvrrZdcqYsn8oXxCr5Fp7ZrvOay1NiZV7jEXCyPB6zUT30TVMmWCQmJJt+ASzW5WP+SU0/TZrr1nV+HjLXZUvmS5KwDV/C4NujfEeUBGobkk10JLlBZ/3iGr/SRzKySQl/Hg9TnMs+fgJbv25GmeY5N8uaU+0P9xwsf/BD8okR4qMy9ior8Y7t+o7lD+3xEb6aclzxbVr4s7/oBG7MS3Cc8pvwm4Ib37DmU6f4U99hjrqRFHMT3P6I1BdNO77TzDgvLQzFvpt+jP7ELGIX9ssuyvD7ec/lTcfvournZHnNnmWC8RFzKCbMlEP6WU8moFZ9WPVQPW2o0wWT8rxCpQteX11enRI/+OtHR6QDF9EoM/cdWpWKqxLw4hydRfqYO/ZmW+GNbK1Y0C+ugImXsOJcBF/sUl/wgD/84CNewotz+NBPBBboLP7wiqt8eVUhyocv8tUX/tHnGcfoA8nXHt1pz5c8oMiHc2SgJ/ZxHGXRl7KoC3YIR/qxieR/2UJ/YShbVKc+pb2S+vgtcRJEfiEMnsiBDzwjYYP0kU1RPrZHW+SvLjvRQ7iwl93Zt8IIv4mX5Ko/5ZGoz1jINn40guQJ4lh8qedYuHCjRkyIvLGJpEttJHOIt9qN3Us/sBnyiXjHsZ8xoA26gmm0K/oN7OJcEt8xe3SQb5DF3Bb1+Vdt2NMfoq/GHed8UhKebOiqcdM0Tn/QA1+TSNEutxWm4oXMKCvWj5m7qAG+EQN4MeaRFbGnbWm8Up6xivbCh3ps5DgTdWBHbIqJNMeUoQ/jPcuAF+OBOohzzXeOIw7UMyco1xZ1pD6OLY4jgQPt1Zc9etUQdnOjQOyCZCM/7Q3fTZvLNTa5zdkRcLJ8dgw7ORAsmFisHnNxjCsQWnHml62Y6ExQPsyulZkYVPiFM61AUw4v2nHnS5DmV4+grjraEDgI7urHpFfwUKBHDqtX6CGZ6E9AU1/6S1ZzkP7Ak0DKRV9tOdev5qEjgT3aCn+wgg4PD5r6+/fvN/2Rq5/cFW8uUPBGBrzBDuKxKrz51S/q25W8w6U8bKMNPLkwcg4P+oNBa+v7zZ7VP+qh27ffb/bIJ4Bn+bpAYRt26Ce/Cbi0p2zIB42A8IexQlIFD1bq4thRM3gKZ2xFFjaIpAv6vHx5tODnzIeI/tiBbDBkQz44a5x08dAv1slmteNiA5/a1Xz0lg+RLbvgoc8ACnNktPi24xYd0R9c5D/9zHOr10FTLl7tWDz91Ic6+mucyA54s+nmV+XoSJ9Ynv1A22j/tWvXGl+hO8R56YcZhnhLh3XvlSSAKT5gPEQflOTTBnzbpwu/bOY2PliVwJ7+3HyBN3gxdxXHav3LfIDasXTyS2rw17wfmi+svOJv5ifjJM5PbMb2k7m5s4xvyEVfYrZiIPEE3SOeXXOXcsZ3G9vaVV9koUPteEWHNlYdLO2lTHEYbBV7OM6EfW37139dUXMdXWr8AeYnOJ3EMDDCt1rdBSva6lqg8ddeA3mac/La0lliGHZhM2NDdNHmsuzyfhwCTpbH4TWqNZMbYvWYx1UEQ01q9m3AU3J48tPF+l36kwsUPwG8s5Stcvrr4qXKUh0BhuCnizH9uAgrwKMLwY169gQHdEcm58hQX+RQHgOIZFPGRYCAyUUE0k+0ggG6EWgJRMiH9HO21CETHgRP1fOTspSJN3x1p68LlW486A9vyRb+8MNm6ODgYGkr59gHwZ/gDBbtz9O2PynePmY8bMqxrSSfFQcIjAjeSopIgFreR02Q7/NB0/DVH3QBJ5ICCB2wRfaoLRgJJ9pA3GyIKEMmG+1indrkvfwdv0Mt3ujVR2AM/vhSK19cMJXM9PWNdeggH+onoLl5gpSQah5Rhn70wUb2tNFxtBv/kAzRJvJqTl79ka30Qwf8ILu5gcRG+Tf2y8ftKmW7gpzrSuca06W6XDaWd+6PPdxAaFzk+tI5baUje87Ro4+YT/hCmOU4kvuSrMWVQI4ZSyLiGLykh3ykxYIa/4pXac98wy6NpTzf1AedGH8ad9iIrSLiKnpqDBN/NOZooziC/hD20D7iCW90YaOd5q7Go+Iq843kTlioHr5d41WxhL6yl/muuNMo1fOHGKp+Pc2aeDg039BbOGjuYSuYYBe4QLRBpuYieIMv9WD78OHDpSqcM9ZWiWFLJuFAvlU8DlXFQ43PYmUqPOtcTux8ukYEvrJG3peetZI4VlWZwEx2ghmTiYDLZFfCSlLBlkkXCwUNAgAXulu33mkCCKsS8IVKdchFJsTFJ5J4oicBn7bQ6zJ3myRTdVwo1Dfyox/BTEGPOq0oX7lyZUFSiQxdRKgnGYbox6ovtih4Uk7gpL14K7luOr1Kdtu+7Y0JdohK/LiAxKCnpAs9W1zbi5R4CBNdhAicCp5qoz3l8jmydbGF95APxIO9ZMkW9owNAuvDh+3Fg3Z62hD76mJCWbzB4jzWxT6lYxJcLor0ke6ldrmMsc0mLMCBY8Y5NxI1FMeW8Nc4KfWPdtJefUptpRd1HGeKvBgnWuHCJmyIYzv31TmrXvg+3mCq7qz7VXnnuc8ciwnGkF5xTtIWH2nulPpSx9hRbCq1yWXgleWQQIvAFL7ZFtWzH/JvbJuPo+9zXTxnHMQ4xQ0dctmIVeiZ7dCYFi6Mq3wTGcdt1kVzlzkJKa5GvWrHK3MSkk4tvzYxF//I9yzHQ/7oi2HgqBsI4n/r+2vNHjy0GJFtkb6rxjD1Z0/sY85xwzNmLEceXcerzuUufi5fLwJeWV4jvrqzVxAk6eHxHUGAyU4C2QaAk0fe3E1roz31BDXxIAiTdOztff4q4W5fEcCMUp1WJJjs4qu9khf00QoefKJMHtdp5YZEQSsFOZirH/sYyOENsbIMX9nRFIaVUAIRgToG8IwTfWLSBIZs9OUCQN8Y0OCnhJO+tIVn1J3kFp3oB1ZZP/pEwn7hpz0rNARm3ewQxMEW2eILjz4fRBm6gdLqLO/yQUqiY9upj7EXufI5eGDfWCJpwF5w4CYO3Mck3WPl1bRnLMtHtI8rT6X++I45pTmLDfFGr9RHSRC841gutR1bdhbeGqvak5hOrd9Ye1Zp38bEkxgpe+A11r+ryGd+MI7buN2+T4tcSPO2hq9WhKU/+7PeXK0yXmt0zW2Ib9ifYyPtKGOOUX8WfzDWeXUQPlBcFMr65POpYhgJOjbgq6F5n3UYOj/LXB7i7fr1IOBkeT24NlxJvvQPfBSQbDL5SaIh6khGSkGnabBYNCuVSjRZUWGSQfRjJQF+bF11Si67ZFDe9m9Xp+FNAim9uTAo8SFx0ApvvKuXrko0oyy9ohATaLVnzwWGfi3vk3ezqdMKiHSJ/ThW8kiiT2LMxSIS/bkhEenGISYJJEDI7iISJepPbDsqNsVO+JIgsgoJBmBF2ZAPIsN2fDx7LbHmQgrPqRLO6CPezxRpBQd52MJWS1xYSLQzCd/TMk9uQmJ57jvVubDjwie75NM+GZqzvAIQx0HuA38u7txkgJ1spp3GJWNNRHvkq07lpX0f71L7VcuQI4rHlGkuqh5b+nSnDvsYz1MRc4nxWSL0ZW6M9W+JV1+ZYk6+aUau5g56lvCCr3DRE6g+WaU6xV3FstymZrxqsSCOR/zEJv6ZbzzXAgSrxpm0wg7vs/iD6wJyFIc41pgUhnEVPNoiP6jvHrNVWQAAErZJREFUmBgme0j4eaqBX4nnIo35KA+9Nm0uS1/vp0PAyfJ0WJ7ixGRiEsXgQxBl44LK5OKY4EY7JcEEGxIOHtFATHweVTFJ2UjedAEiQVN5Xx0Xbvohh42khtVK+KCndJEBksk5dUruaauVOcozKUHQqiQ2YQ920p6kFpkKsqpn1YB6LgAK5PAmGFJOfwVo8UZHMKIcuVyc8iM99I2Jdl7pBwv0UT94EeDpB+kfXnhfljp00T+Y0IbkiA2S/vCDL33ZU45v+nzQMHj1Bz/RR/aqjv7wGbN6pb55D8boLzv1D3C0QwYkn+MrYZ755PP2n/Lar4mAg4jxJpvEP44BcFo3IZ9NSQq2R7u75MvvjAvmaonQn9eiGL85UaY9vkO2HimDjW7CSvxi2RDv2HbV4xqfgJdiFHts0HuzXXK5yY7zibmipyRdffrK9b8cikHoAE/m2lj/0v7o6OQmsU9urMOHmouxXPNV4wS8usY48Y52qieWgYvwjXzzscaj4hB84kKJ6qVH7s858ZSN+Kl5CqZgIjtK/VTGeCGBpH/UmWPKqJMeY+dblAGGjH82Ygh7ERgiD+ygOJc1nleJYfBCFr4hyY6JMnWbPpcbMPxnLQg4WV4LrCfJRkz+EKXkWCutTD7uXgkyBD32rBhTpmChyc+jXVYp9Xie4KFHyX11THr6EZDZ6MdFHb4kmdIF/UoySQLQjQsT+nYR/JClAK5VY+nPxRO7CMzwIwnTnbvkEsRFUTd4oDPBkb5cIAnIsp/+kkN/zqFoW1wxp06BVgk1umMfdiJDOKETFxJktXJaLPAtOkHYgSx8A8boQh9Rnw/Uhj1BGpxiX9UzLtBZFziVj91zocEm2RnHKOXI13jER5xDebUsywU78AA3jVFwhHhtSBfjyF8r8pnXOs7xkcYmtjMX0UkX9JJM6mV/VyKBz/AJdgtT7Gbjgg4PZNOOMrBhPlI2REO86Q8/5sOqhF1DPmE8M5/RnzHBeI5ztSQb++AtTGij+VJqP1TG+IrxpcWRf+5qn36M8S/24ht0qyXmPlv+vwn6gw+2chPEHl0U51rcTp56kYCxqV6xLCdmJb2QE+MQiZ340b5mvNIOHopX+FSxDv41hH1s2Et/jQuVw4PjsfNNsnUjpmsWduF/xXVsxodgh+xIQzGMuUof/J8J/ugMyT+yD1mbPpezPT6fDoE3jo+Pj6djZ05G4AQBAjDBjqBZcyE46ekjI7A5CHBRJaHWjdnmaGZNtgUBEnsl++vW2eN1GGESYZ76+ro0jJVbtAh4ZdkjYTIEuPPmoiBidTKudKjceyOwLQhww8fqWfwH2G3R3XqeDwKs9rJIoCdAejowxxjyeB32ORjxhI4nACYjUIuAk+VapNxuEAHe7eXxsh5b8die1TgSZpMR2DYEWKFrX6m5tnwVY9tssL7zI8CTNF4FYOGAWMiiAWXrTs48Xut8zfWIf9CsfeWkjqtbXXQE/BrGRfew7TMCRsAIGAEjYASMgBFYGQGvLK8MnTsaASNgBIyAETACRsAIXHQEnCxfdA/bPiNgBIyAETACRsAIGIGVEXCyvDJ0F68j/5Ciz6ldPOtOLOLdPpMR6ELA46MLme0tv8g+vci2DY24KT6lOSTD9UYABJwsTzwO9A1H/ZNbaa//kp5YdJEd8muDKf+QMvQt3aKQV4VjZPXxKdVNxZsvduhXBUtyhsrozzYHTWXzHLoyxtB3bppCbsQ5j49YN7dtY+SRNKDrWW52p8CyS2fxPg88o0+nwCnaGP+JL5ZzrO9qYzMkDHK70nktTtG2Ep+py5CHbmz65rFk9NlXa494de2jDHyJPvo1Q47ZViXxln18Xk7EFzSi7fzjL+0zcW2nDt+LYj/x1l5ttI/fdo48VO/9+SHgZHli7PkP28PDL5Yb39Zki2X+L9yJQTc7I3AGBJib2/69VcUY9qsSGIDFOojP7/EjEhcB6xI+pcQm35SPwXcTcdKTR34EBv2GfpSmhNOmluE/vloi2/jxHMqUEHPMzQHl2M4PO9E+3jBwfPv2+80PvEQ71Yd+bHt7nzXVfCElE/L5Uodp8xBwsnwOPuFOU79qxR0mvxjEpGw/U9XetbNioQCsO16+36k7Unhwtwtxhx35UVdavc7t4KVggDyIAEB/CPlaOaEtdZGiPhyPoXgHDW/0j4Gnj3cNVtggrKQbMsGAjToIDKOsrIewl45axSjZ2oevZPbJinXSuUuO9NGedlHXvLpBOzDRGMOv6ARJN40h9lD0UeZHH40N9jExkB4Nk1d/aKNxRZHaoFfUZcgffXKjPPHXHNEvienXuWiLnWrHvjQ+aIdtsjXjUJJZGnu067Ot5AP4IFd+ASvmZBwn6AypP3so+w77RF11wkLtONd4QXac/yXdYr14sKcv8QjdORZfYUo/6iNu2Kx4INui3dTjS/Fgr/ZRdpdP+dlqdGGLsug7FPcif45JGvGtsKeM81a/k5uXiK+Oo03Yr/EqnOAF3zgGaAdeJdvAILcVzxLu2ZYuP6ADGEPIRYdVCX2i3Rl/6Sn/IBefRJKelKELfSDic7S/a0xGXhzzK4v65T/OtchFuer59J9uRrnxg+JPamOTfk2yqez4Qzv4bPsNeod5F7bYyfI5uZagxjeIdZfJpOZulTtP3VnmiU6QoZ47VYIXPzsLtRe/dkWbvvBWncw7CVAnK99MWGTQXjK524U/ZfDlJ5Ylk4CloEQ/dED//f1fFZNzyc57eMCLvuLd6twGvD7eyKS+Biv0whYuWsgkkCkIIhfCRgIv9lPW/ohKe9GiH7K02sDPQtO2REP4qo9kIe/ly6PFxx9/3FT12ay+pT06831r7MPnWsUAH2wDLxHH+Jc+/NQtQRu9I4kf+uAj8eNCAT8wwQYFfNojK8qJ/ErHwlW68G1u6dLnjzFy9RPm0ks/aa09djPm1A49S+ODcnhoDDB+0DHjFu1seZ8ee9T32Rb7yweUYTM/r0xZlN22aX9CWzaKR+u3k/nFhR1/wquvTv3Zy0eaZ9jPGIOPCH78ZLh0oZ5+majnaZpWlqkHI8YUcxQe+J9Ep41fv2pYKCkUP+RpTuM7+qAXZdCDBw/UdLnv8in9JSvOQ8rxU1fcWzIOB8QMbIk3jOCAzUM/RAIO4MM8w485biMGffTEstW5je/ZNniBCfrAs40xbZnUzbirXPsuPxAv4AchF31Xpb55AAaMMY07yYzjDrngIR3YK/GsHZNZd3joWqw6sBIxNvnFPxEYo8PBwYGKFk+e/KKJq8uCwgFzBB3B0LRdCDhZPid/KcByN0ugJbhpwjMJuTDGyYqaJEUQdW3wbBM3Jp+Ici4eeTIij/L4k71cpKAsh7LdXVaVri91QiYXOwVzLrqc0wbeDx8+lAqDez2OpC8ke6RHH2/a1mClH0PJekfluDByUbt3716DJ3X0Qw90yKsNYIqtJarFF8zxkXysleo+m0vyKJP/sBG/4A+OITAGX1bQRNSzQdgiO1Uf+aEPPMSP9ugMJmBGXz1GhCdjuJbgAV4a7yc3XAe9/hgjV+NSyTErQOivlSB40UZjsE93bBMOSn4YO11UGntDY028og8oAyf5TLIVB4R5nP/00TwST92UYH9fndqz19iXjzR2GBei6MMuXdS2tMdWeEDgg57oSJnmIX4SqT2+oI38wjFlmktq37cnGZYs+sqfQ3Gviye6RWxInIVJVx/K5Ut0QJ/sS9rEMtqU4jvtkE9bsINoS2wjAZV9lAvHPPZpU+OHhnnPH60Ix72awx+fdsXc1o/D10Lxy3vGgsas8I/45fZd58KMG1Uoz5vcj/kB3kNEnEavmrZDvFw/LwJfmVecpQmBHKiYjLp75p/sYnDr60MdFxn6EpyYiNevnyS56qs9d7bcDSMvXohUrz3yCTLwzEQ5/eOddrYn98nn8FciR2BqZV1r9kO8h7AiYMZghJ70YYukf2ZkNaVE6EjwjjRk5xC+rE5HQqdV8RQv9Uc2WySwEEV/gQ91R0dHql5kfrE9jcACXwnfyJsx1zeelkJeJUasVGUa8gfjVnqrb59c5gLJMRjjSxJ+VrU4b1+tuCE2vXtk1JKwUXuNPSXpXWNN7eWDk/MT2cKblfg+wm7eEW4fR7c33qzUgV1fXeRZGvvgoISMtkNzIfIrHau//K5z2qIrGz4XJtpTDxbCo8R7qCzyim2xu41Fr8e92C4fK07Qn7HNXOAmUH7P7XUebaYsxyjKauO7Vjl5dSZT5Jtlqu2QH9RuaM9iRiZdRySjbx6g69C1MPPXeZdtqq/Z43/00w1iTZ+aNswdbFMCXtPHbTYHAa8sb4AvCLAEOAUS7vy1mlSjHnfSrDbQh4lOoOFCGYlJyrtfWhnmQkMQ7iMurAS+vPX1qakjoUM/dIV0Ia/pW4PV2IuoXgeJdmp1okYn2qyCby3v2nb4M9rAsR5VwmMsLrVyp243hT/QiZVYxguJC7YzP9iT8LMxz6amIYynsq1Pb5JMHl9zc0ASx0WauQ8OfXV9PC9T3SpxD7/TT09eSNqmSNzAvSa+yz/okWMA50rm1e68913zoCa+r1N3rkn8kx6+Y/6Ihua12vXtuUGHz6b5ok9n150g4GT5BItzO9JjaQIIE5TgqESyVikmIX3hQdJE0Ik8tHpL8kS7GAhKMggW9CkRF1zkaSWDNsirJezlwiJdOCbZhIZ412CF3eIHz3Z1qn1dJOqo1aWu1R8w0A2M+nXZORZf8WM/ZHNsWzpWf71yUGpDWfSXMCqtmopfbE9/bAQTVkvVX7JKsqMP4jE8So/Mh/xRK1c66aLEDSIyIcp41A6prDmZ6E/GRWNP70Z3jbWJxJ9iw80B85xkifka36ntq4MJ2OSxj4/hw/iYkuT3OLfAkS0/3ZhSbokXdnfFvVL7WMbNFzck4Dz1jdhQfEcPPcWIOEb9ho7n8INkdM2Dmvg+ZMeq9bqp5MlAXGSAH2U5xo0dn4wr5p1pOxFwsrwBfrty5UqT3CnIsTJcG7BJQnjExeNlEcGaC1q8qOlYQYrAoFVm9SMg67E8j4rgLb4EBlaD9V/QrAazQiw9S/9cI755jy7YCn82HnmxF/XxrsVKj/nQD1t18cJGyeLC2CZPny6TfWwCT/qBAXrq1Qb26itdta/BV21L+z6bS+1zGf25UGMrhP48rZDulFEnf+FXdFZCmfkR1Omr9hwzBsCROnCMGCNbJCykS8YNHuAo3fQKEf37/DEkV/K1R0d8jN66SHNzgE+7LlpxfIjP2H3ERWNvaKyNldHXHjzbJ1XtDSw+BG9s76uLPPFRHPvwwJYu3GLfscdgw4Zu+ApifOILbqTPSmN8OhT3+nRh7IIzc2EKvZEFv774Hm3T/OCfhukHEa8ZCzrv03/dfkD20Dyoje/wwnaoxramYc8fYhFjDgxzokw35gNzgDkBKXbpJriHdVPFuEZP7DNtJwJOljfAb0xQgkj7jiGJ2vPlRUmTs0tNAgaTm4lMUGVjUuqfPNQP/shRYkKizDmkFSTOCQLoQeBvV6p5dNt+3gtZWpFm9Zv2BGPqM/HYV4l1ruOfOyCCOBt8kSdb+3gjsxYr9EIH+LFBSgIiTpEfuLAyjz7CQJix6qFEsGEW/tTgG5q/dthn82uNCwWysU2CW7u5YMtuurA6QiIXbdcFJ7MEg+hf3oHF9/DUmGN1GF7wBCsRbegr3Lh5Ax8R9fBXPUkYvGnDuO3yx5Bc8Y97Xcy0gp7PY1uO8/jI9bXnpbHXZ1st35p2Gr+KJ5oD+KSvLvKWj5gPsoW+bOsgsGF8Ejc0PolrXfNtjA5jfKo5T8KLHujDuFPcG5Kr+DSF3sjSmO+K79E22ivRI64KR7CFTw2t0w+S3zcPhJ/Gbt+1kDjBRvwhlgyRYmOpnRaOiEXgFjfaoxfjU3ohj7mA/BrSk7TSuJBMfGzaXATeOD4+Pt5c9azZtiJAACBJIjDOSST7BDIePZtOECD4E9xj8nxS66MpEPDYmwJF8zAC60GA1d1bt95p/r9nPRKm4Yqe3KRxg0aSbtoMBLyyvBl+uHBasArLqofJCBgBI2AEjMB5I8DTAief5+2F7ZXvT8dtr+82WnM9DtxoJa2cETACRsAIXAoEtuGpGq+K8FTWtHkI+DWMzfOJNTICRsAIGAEjYASMgBHYEAT8GsaGOMJqGAEjYASMgBEwAkbACGweAk6WN88n1sgIGAEjYASMgBEwAkZgQxBwsrwhjrAaRsAIGAEjYASMgBEwApuHgJPlzfOJNTICRsAIGAEjYASMgBHYEAScLG+II6yGETACRsAIGAEjYASMwOYh4GR583xijYyAETACRsAIGAEjYAQ2BAEnyxviCKthBIyAETACRsAIGAEjsHkIOFnePJ9YIyNgBIyAETACRsAIGIENQeD/A+LByoLw5AIUAAAAAElFTkSuQmCC"></p>
<p style="text-align: left;">What is a possible explanation for the total percentage resistance being larger than 100% in 2010?</p>
<p style="text-align: left;">A. People do not take the antibiotics as prescribed.</p>
<p style="text-align: left;">B. More people have been sampled in that year.</p>
<p style="text-align: left;">C. There was an epidemic of <em>Neisseria gonorrhoeae</em> in that year.</p>
<p style="text-align: left;">D. Some bacteria are resistant to more than one antibiotic.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An experiment was set up so that each test tube contained water at a pH of 6.3 and a pH indicator. Test tubes 1 and 2 also contained a common pond autotroph. Carbon dioxide dissolves in water and forms carbonic acid. After three days the four test tubes were found to have these results.</p>
<p><img 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" width="454" height="266"></p>
<p>What conclusion can be drawn from test tube 1 and test tube 2?</p>
<p><img 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" width="559" height="226"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which sequence of bases and amino acids could be produced by transcription and translation<br>of the DNA molecule shown?</p>
<p><img 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" width="521" height="625"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">The fungus <em>Rhytisma</em> grows on the leaves of certain trees, causing a yellow leaf area in which chlorophyll is no longer present. A black, tar-like stain later spreads out.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">What happens in the leaf when Rhytisma is present?</p>
<p style="text-align: left; padding-left: 30px;">I. An increase in the intake of carbon dioxide</p>
<p style="text-align: left; padding-left: 30px;">II. A reduction in the production of oxygen</p>
<p style="text-align: left; padding-left: 30px;">III. An increase in the loss of water</p>
<p style="text-align: left;">A. I only</p>
<p style="text-align: left;">B. II only</p>
<p style="text-align: left;">C. II and III only</p>
<p style="text-align: left;">D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br>