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</div><h2>SL Paper 3</h2><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Other than acting as catalysts state <strong>three </strong>functions of proteins, giving an example of each.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">The diagram shows chemiosmosis in the mitochondrion. Label I, II and III.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-14_om_06.17.16.png" alt="N13/4/BIOLO/SP3/ENG/TZ0/08.b_1"></p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-14_om_06.19.01.png" alt="N13/4/BIOLO/SP3/ENG/TZ0/08.b_2"></p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">structural &ndash; collagen / membrane proteins;</p>
<p class="p1">transport &ndash; hemoglobin / protein channels;</p>
<p class="p1">movement &ndash; actin / myosin;</p>
<p class="p1">hormones &ndash; insulin / vasopressin / growth hormone;</p>
<p class="p1">defense &ndash; antibodies / immunoglobins;</p>
<p class="p1"><em>Award any other valid function and example.</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">I. <span class="Apple-converted-space">&nbsp; &nbsp; </span>ATPsynthase; (<em>accept ATPsynthetase</em>)</p>
<p class="p1">II. <span class="Apple-converted-space">&nbsp; &nbsp; </span>\({{\text{H}}^ + }\) / protons;</p>
<p class="p1">III. <span class="Apple-converted-space">&nbsp; &nbsp; </span>\({{\text{O}}_{\text{2}}}\)/oxygen;</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">This was an easy question on proteins with most candidates getting full marks for both (i) and (ii)</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">This question was very discriminating as only a few got this correct; it appeared that candidates either scored all 3 marks for correctly labelling what was happening in chemiosmosis, or none. There were some comments on the G2 forms that this diagram was a little unclear. It was felt that this was a very clear diagram, however, it was a bit tricky to decide what substances the arrows were referring to. The use of the word &lsquo;molecules&rsquo; in the stem seemed to have confused some as label II was for protons \({\text{(}}{{\text{H}}^ + }{\text{)}}\).</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram showing the structure of a mitochondrion as seen under an electron microscope.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the relationship between the structure of the mitochondrion and its function.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for two correct labels.</em><br>outer membrane;<br>inner membrane &ndash; showing folding to cristae;<br>cristae &ndash; shown as shelf-like infoldings of inner membrane;<br>matrix;<br>intermembrane space;<br>(70S) ribosomes &ndash; shown as small dots, not too large;<br>(naked) loop of DNA; <br><em>Award <strong>[2 max]</strong> for a poorly drawn or inaccurate diagram.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>matrix is site of reactions of Krebs cycle;<br>thin intermembrane space to build up high proton concentration/[H<sup>+</sup>];<br>ATPase enzymes on inner membrane to produce ATP as protons pass back to matrix;<br>folded inner membrane / cristae to increase surface area (for electron transport chain);<br>ribosomes to make enzymes (required for Krebs cycle);</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Drawings of the mitochondrion were often awarded full marks in (a).&nbsp;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates, however, found it more difficult to explain the relationship between structure and function of the mitochondrion in (b) but good candidates knew this.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between oxidation and reduction in biological reactions.</p>
<p><img src="data:image/png;base64,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" alt></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> products of glycolysis.</p>
<p>1.&nbsp; ..................................................................<br>2.&nbsp; ..................................................................<br>&nbsp;</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the role of cristae in mitochondria.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img src="data:image/png;base64,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" alt></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. ATP;<br>b. NADH / H<sup>+</sup>;<br>c. three-carbon (atom) compound/pyruvate; <br><em>Award <strong>[1]</strong> for any two of the above.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. increase the surface area of <span style="text-decoration: underline;">inner</span> (mitochondrial) <span style="text-decoration: underline;">membrane</span>; (<em>note: mitochondria is in the stem</em>)<br>b. allow electron transport because of embedded protein electron carriers;<br>c. facilitate proton pumping because of high surface to volume ratio/increased surface area;<br>d. increase ATP production because of ATP synthase/synthatase embedded in membrane;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Part a and b posed no trouble for the well prepared candidates.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part a and b posed no trouble for the well prepared candidates.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In c marks were lost due to imprecise answers which did not mention that the cristae are on the inner membrane.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of a mitochondrion.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the structure of a mitochondrion is adapted for its function.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for each structure clearly drawn and clearly labelled.</em><br>overall circular or cylindrical shape;<br>smooth outer membrane and inner folded membrane shown close together;<br>cristae, shown as thin folds of the inner membrane orientated towards the inside of the mitochondrion;<br>matrix;<br>ribosomes/circular DNA;<br>intermembrane space;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>large <span style="text-decoration: underline;">inner</span> surface area of cristae for respiratory complexes/electron transport chains;<br>matrix contains/encloses DNA and ribosomes for protein (enzyme) synthesis / Krebs cycle enzymes;<br>(double) membrane(s) isolates metabolic processes from the rest of the cytoplasm;<br>small IM space between inner and outer membranes for accumulation of protons; <br><em>Answers must clearly link a <span style="text-decoration: underline;">structure</span> to a <span style="text-decoration: underline;">function</span> for a mark.</em></p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The standard of drawing was fairly good, but common errors included cristae which were too wide, inner and outer membranes too far apart, and often three outer membranes instead of two. Labelling was fairly good on the whole. <br><br></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>As the question asked candidates to explain the relationship of structure to function, students were expected to link a specific function to a particular mitochondrial structure, which many failed to do.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram showing the structure of a mitochondrion as seen in electron micrographs.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the relationship between the structure of the mitochondrion and its function.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Award marks for any of the following clearly drawn and correctly labelled.</em><br>cristae;<br>inner membrane;<br>outer membrane;<br>intermembrane space;<br>matrix;<br>ribosomes;<br>DNA;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>cristae provide surface area for oxidative phosphorylation;<br>inner membrane contains electron transport chains/ATP synthase (which carry out oxidative phosphorylation);<br>outer membrane separates the mitochondrion from the rest of the cell;<br>mitrochondrial DNA/ribosomes make (mitochondrial) proteins;<br>small volume intermembrane space allows for higher concentration of protons;<br>matrix has enzymes for the Krebs cycle;</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>In question C2 (a) the drawing was very poor.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(b) proved to be difficult for quite a large number.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1"><em>Trypanosoma brucei </em>is a parasite which causes sleeping sickness. The parasites rely exclusively on glycolysis for energy production. Peptides acting as inhibitors of an enzyme from the glycolytic pathway are being studied as possible drugs to kill the parasite. The glycolytic enzyme triose phosphate isomerase was incubated in the presence of various concentrations of three different peptides and the remaining activity was measured. As a control, the enzyme was incubated without inhibitor peptides.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-14_om_05.00.25.png" alt="N13/4/BIOLO/SP3/ENG/TZ0/07"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">State the remaining activity of triose phosphate isomerase when \({\text{8 }}\mu \,{\text{mol}}\,{\text{d}}{{\text{m}}^{ - 3}}\) of peptide 1 is used.</p>
<p class="p1">&nbsp;</p>
<p class="p1" style="text-align: right;">. . . . . . . . . . . . . . . . . . %</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Compare the effect of increasing the concentration of peptide 2 and peptide 3 on the remaining activity.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Identify, with a reason, which of the peptides is the most effective inhibitor of triose phosphate isomerase.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Deduce, with reasons, whether the peptides act as competitive <strong>or </strong>non-competitive inhibitors of triose phosphate isomerase.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">37(%) <em>(allow answer in the range of 34(%) to 38(%))</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">as the concentration increased the remaining activity decreased in both peptides;</p>
<p class="p1">peptide 2 does not cause activity to drop significantly until higher concentration/\({\text{25 }}\mu \,{\text{mol}}\,{\text{d}}{{\text{m}}^{ - 3}}\) while peptide 3 causes decrease at low concentrations/\({\text{10 }}\mu \,{\text{mol}}\,{\text{d}}{{\text{m}}^{ - 3}}\);</p>
<p class="p1">(enzyme activity of) peptide 2 decrease steadily after \({\text{25 }}\mu \,{\text{mol}}\,{\text{d}}{{\text{m}}^{ - 3}}\) while (activity of) peptide 3 shows little change;</p>
<p class="p1">peptide 3 more effective than peptide 2 (after conc. of \({\text{10 }}\mu \,{\text{mol}}\,{\text{d}}{{\text{m}}^{ - 3}}\))</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">peptide 1, only low concentrations needed to inhibit enzyme</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">non-competitive does not compete for active site / binds to enzyme away from the active site;</p>
<p class="p1">peptides 1/3 non-competitive, only small concentrations cause inhibition;</p>
<p class="p1">peptide 2 competitive, only inhibits enzyme at higher concentration;</p>
<p class="p1">peptide 2 competes with substrate, at higher concentration it joins the active site more readily than the substrate;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">Most could read the graph correctly to earn 1 mark. Some were outside the allotted range so candidates do need to be careful and use a ruler for data analysis questions.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">Many candidates were able to get one mark for stating that as the concentration of both peptides increased the remaining activity decreased. Few were able to get the second mark as they found it difficult to describe what the graph was showing.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">Most were able to correctly identify peptide 1 as the most effective inhibitor because only low concentrations were needed to inhibit enzyme activity.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">Very few candidates were able to get any marks for this question.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the location of high proton concentration caused by electron transport in the mitochondrion.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of oxygen in cellular respiration.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how any <strong>two</strong> structural features of the mitochondrion are related to its function.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>inter-membrane space / outside inner membrane / between outer and inner membrane</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>in the electron transport chain;</p>
<p>final electron/hydrogen acceptor;</p>
<p>combines with H<sup>+</sup> (and electrons) to produce water;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>cristae for increasing surface area;</p>
<p>small inter-membrane space for rapid build-up of concentration gradient;</p>
<p>matrix with chemical concentration to support unique chemical reactions;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates answered this question correctly.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates failed to understand the role of oxygen in respiration. They explained how oxygen is necessary for aerobic respiration, but did not understand why.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The presence of cristae to increase surface area was among the most common correct answers regarding the features of mitochondria relating to their structure. Other features were hardly mentioned.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p class="p1">Outline which methods of ATP production are used in muscle fibres during different intensities of exercise.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p class="p1">both anaerobic and aerobic are used depending on the intensity of the exercise;</p>
<p class="p1">as intensity increases more anaerobic / at low intensity more aerobic;</p>
<p class="p1">creatine phosphate used for brief bursts of intense exercise;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">Most candidates struggled to outline the methods of ATP production used in muscle fibres during different intensities of exercise.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the process of glycolysis.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the relationship between the action spectrum and the absorption spectrum of photosynthetic pigments in plants.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. takes place in cytoplasm;<br>b. glucose is phosphorylated/two molecules/moles of ATP used;<br>c. one hexose sugar/glucose is converted into two three-carbon/3C molecules/hydrolysis;<br>d. pyruvate is formed/oxidation of glucose to pyruvate;<br>e. small yield/net gain of two ATP;<br>f. net gain of two NADH + H<sup>+</sup>;<br>g. does not require/use oxygen/anaerobic process;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. each photosynthetic pigment has a different absorption spectrum;<br>b. as light of different wavelengths is absorbed differently;<br>c. absorption spectra combine to create the action spectrum / action spectrum shows how much photosynthesis occurs at each wavelength;<br>d. so plant can use a wider range of wavelengths for photosynthesis;<br>e. appropriate labelled diagram of absorption and action spectra;<br>f. action spectrum takes into account &ldquo;in vivo&rdquo;/actual environmental conditions;</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>A relatively small number of candidates answered this option, but those who did generally achieved well.</p>
<p>Most candidates were able to outline glycolysis.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A relatively small number of candidates answered this option, but those who did generally achieved well.</p>
<p>The question was generally poorly answered.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The rate of photosynthesis in the marine seagrass, <em>Zostera marina</em>, was investigated under a range of pH conditions. After a period of darkness, the plants were illuminated at a constant light intensity at 15&deg;C and the rate of photosynthesis was measured. <em>Zostera marina</em> can use both dissolved carbon dioxide ( CO<sub>2</sub> ) and hydrogen carbonate ions for photosynthesis. The rate of photosynthesis is plotted on the <em>y</em>-axis on the left. In addition, the concentration of carbon dioxide was measured for each pH investigated and is plotted on the <em>y</em>-axis on the right.</p>
<p><img 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MvAu4XFQe+ORqN+r8eL79L8zNMvuCsrmeFdeBeAggPvFhbXvDsajRqNRrVSaTQarWaTPjSh6JRLZ8hK5mTvav2f6XPk8OHvO0GCd/MOGgDglxw6eLCY3k1+R5+HN3jXvNtptxuNhtnFafrlELiSmb9KkSd7HeVdAIBlClverVYqS0tLVJLRPktLS/OQkzjl3dFolNCveJrl/8Iw1Ba9MvszJ/wc3gUAWKbI3qXmP/NDdZN5BzBznPIur2w/wf8mIyuZCTl2iNekjAPeBQBYprDeDYKg027XPY8XaWWo7JRXwKwB76ZCq2TmA2K+KngXgGJSWO8SYRh2u92653W7XZm7Tt8Htvg45V2lVEIj7jT1zFMC7wIALFNw7xI0g2/d82g+wbyDYwnXvNvtdhuNhnb9RqNRt9udsl/VNMyJd595+unt7e28AwgAUKok3mWCIGg0GskTEDmDa97lcUR1z+O2em09A/vMiXerlcp3v/vdvAMIAFCqVN4NgoB6MtdqteS+Mm7gmneJfq9H/eLok1cNxvoOf//3f3/s6NH3nCDBuw899NAXvvCFvAMIAHjvvffeWzhypPjepW43bNwZTi9YZNz0bkF4bHGRPif+8A8f+OQn33SCBO++8cYbeYcOAPDvHDl8uMjepWZdqpuch7plCbxrgzmpZ847aACAX1LYeubBYEDGbTQapnHnISeBd20wP95dX19fWVnJO4wAgOJ6l+fNMOer6na78C6YDfPj3YsXL77vjjtu3LiRdzABmHeK7N3BYBBEMRgM4F0wG+bHu1tbW3ffddf58+fzDiYA805hvZvR7EYlYo68m+MVnR/vKqVu376dbwgBAKrA3k3g0uoqvFsyaIncuE+tVoN3pwf9qgAoBaXwLtp3XYD8GrnCFNk3l1DNm3d933/ppZdyDCQAoBTe1dYpp8US8g5U5rjm3eFwGDcUbDgcWp6f2d/hKy+++Ojx479wggTv8j5n/vqv7/qN37j985/nF0wA5p2Cj9+NxPf94XCYdygyxzXvmgyHw7ym2z61vMyfxsLCD50gwbu8zz/8wz/c8Su/8vWvfz3HcAIw5xw4cKB03lWJva6cwWXvDodDmquZJiHD/MwzIWX7LnpXAZAvpahn1sYR0QI2eQcqc1z2bqPRoPlQgiC4tLpqrlNkjTn0LgAgX0rhXa19lyaxonV5HRaws94dDoe1Wk3Osn1pdXVpaSmXwMynd1966aW1tbVcAgkAKIV3I2fPoAk0HO5g5ax3zdG6OY4Mm0/vPvP0087EGoDSUQrvzifOenc0GtU9j7vGUVuv5f7MzHx6d21t7YN33omGXgByAd4tLM56Vynl+z7Nvk29qxqNRl6LO86nd7e3t7e2tnIJJAAA3i0sLntX7YzZbTWbg8EgxxWV59O7AIAcgXcLi+PeldifN+Pta9fW19fX19cHg8Gjx4+/5wQJ3jV3/tnPfvbXf/3Xr7/+uv1wAjDnFHbejEurq3kHIWdc9m4QBDw9ZKvZrHue5X5Vp0+ffmxx8bHFxYWFhUcefvhNJ0jwbuT+v/mxj/3pn/6p5UACAA5+4hOF9W632+12u3MrYGe9G4Yhtenm6F1mnuuZv/z88wsLC5YDCQAoeD3zaDTyfZ8EPA9zQ0qc9W4QBI1GQ26xX8/MzLN3b926hd5VANin4N5lSMBLS0v9Xi8Mw7yDYwNnvauU0mbJCMMwr6ki59m7AIBcKIt3mTAMB4NBp93OOyCZ47J3wzCU6wAuLS1NU88cBAFNY8bypqrsaqWy540y597d3Nx89tlnb926ZTOcAMw5pfPu/OCsd0ejES+KwJ+JvdtqNquVipzemaRLtSKddjtZvXPu3Vu3bn3g/e//xquv2gwnAHMOvFtYnPVuEAR1z5OtBRPPE0nS1TZK10oHRzLn3lVKnTx58onHH7cWSAAAvFtYnPXuaDTSLDsajSboNUeTXplOrXuebC3WvmrAu5ubm9vb29YCCQCAdwuLy96lFS14gQsayzvucXgYkmzcpQKurHaue16/16O/fYMzZ8489OCDP3WCBO/mHTQAwC85fOhQ6bw7Go3moYems97lTk9Ttu/Sr0ixnXabyr7J3j21vKx9nnj88U82Gu84QYJ3k3/4ne985y/+23+zEUQAwDvvFHbeDAk1/9VqNZlR5x2ozHHWu0qpTrtNa91PXN41/VqtVGiQWYJ3TVDPrJS6evVqtVIpfkYAgBuUop65VqvRyF36dLtdeLfcaA26E7TvJvhVa9CV44tM4F3ivgMHvvz88xYCCQAoi3e1LQkFGGdw2bszQSvIsm7N/swJB4F3iRs3blgIIQBAlcS7vu/Lgo1SKq/ZfG0C7+4BTZdB/Zl93697Hm2XY4dazWbyOxq8CwCwTCm8yzPn04cmXcg7UJkD7+4NDSWqViosXYJnsMJ8Vem9e+XKlVdeeSXrQAIASuFd6qwK77oJzfw5Go1yOTu8y7zyyisfvPPO27dvZx1OAOacUng3DEOtYhn1zE5xaXU1rxm34V2G5oy8ePFi1uEEYM4phXfVznpE/V5vfpbjdda7w+GQ6y54/V1thaKs8X1/ZWVlZWXl6aeffujBB687QYJ3Ux7h6tWrmYYQAHD9+vVDZZg3IwzDuufxyN1Go5FXraRN5si7S0tLlhd3hHcBAHlRCu8uLS01Gg0e4dnv9bAOoFMMBoO8FlVGPbPGd7/73X+8cCG7QAIASlHPbM5+j35VToH23ZkwE++ePn16//792QUSAFAW78qve86F4AbOeldb9L7f69U9j7w7HA4tF3zhXY23r12rVirX3303u3ACMOeUwrs0ARG16V5aXbXfCycXnPUuD66Vn0ajQW34lruqw7smmLsKgEwphXdpwVb0q3KfIAhQ3p0YzFcFQCkohXcJWrcG44jALIF3I/nayy9fuXIli0ACAErkXck8vMHDuzaAdyNptVonTpzIIpAAgMJ6V064u7S0pM2yAO+C2QDvRnL+/PkPvP/9mDMSgCworHflkqn9Xq9aqXS7Xer9StM15xg2O8C7GfLY4iL3F3jk4YffdIIE7457qCtXrly+fDmLQAIADh08WEzvSkajkbaYG+ZnLhnD4bDb7fq+X7Qecevr648eP/6eEyR4N++gAQB+yZHDh4vvXU26/V6vaLl3FjjlXWI4HNKYsOL0jkM9cxy3b99+8ezZjY2NmYezLJij3eiTd7iKCNJqLApbzywx581oNBp5BcYaDnqXubS62u12u91u7gKGd+PY3t6++667VlZWZh7OshCZnnBJJEirsSi4d+VyCPJTq9XyDlrmuOxdghaZIgHz7NuWgXcTOH369KGDB2caxjIBl6QHaTUWBfeuUmowGFQrFW1iwbxyaZu4711mNBoFQZDLqeHdBDY3N+e5SzNckh6k1VgU37vKaN9VSqF9F8wGeBfEAZekB2k1FqXwrkm32807CJkD79oA3k1mc3Pzy88/P5+lXrgkPUirsSiFd33fn8OOcvBuhqytrdG696eWlx9oNPJeBns2ZLHu/ZtvvnnHr/zKV7/61RmGsyzEuSTvcBURpNVYHPzEJ4rv3Vqt1u126V+aNyOv1kCbwLsZAu+m5+gjj5z4wz+cURjLBFySHqTVWJTCu1S6pXkXlFKj0Qj1zCWG1t+la+n7fq1WazWbebXYo555T27cuLG9vT2rQJYI1J2mB2k1FqWoZ67VarRAXN3zRqPRcDichwvqrHdp+rEgCEajUa1WW1pa6na7tO69feBdEAdckh6k1ViUwrs0P7NSqtvt8hK8eQcqc5z1bhiGS0tLaqfdPgzDIAhoywTIId7yFLRlT53Du2m4/u67g3PnZhLIEgGXpAdpNRZpvCu7NWn/xcvRp9w+Pb7vDwYDjCMqMcPhkCouaHkppdRgMJhsRLbv+2ZTP0k3DEOlFE1LmXAEeDcNrwVBtVJ55513ZhLO9MTNPmgnQ4dL0oO0Gos9vRsEAWdc2gJ8rWaTRtYGQZBm+8TMw+xUJs56Vyk1GAxqtVrd84bDIWl4shb7SKdK10oHRwLvpsTbt+/Lzz8//XHGIt+ac7gkPUirsdjTu3I9PvIoFTBSupa3T4Nci5eY/pjFx2XvzgSuh9HuhrrnybtW+6oB76ZkY2PDfu8qeLcsIK3GYqz2XSo8kHf7vZ5cjI+/xm2fhqWlpaWlJTlPpGli95gj7wZBMMFdQqVYbsrljXyPEnXPS3hNg3eLDLxbFpBWYzGBd+nvVrMpK/nYhXHbp4FbizFvRlkZDofccyoMQ2rZ5Q8NJZrm+HXPo9su2bu+wZkzZxYfffQXTpBgqZkc/4033vj6178+k0OlJOsYTXB2O6cuHUirsfjtj3/8G6++uh6DlrnxqEtl17ta3fVoNIJ3S8ZoNJJL/pFrufqCO1hNTBAEdJ8le/fU8rL2eeLxx48+8sgPnSDBUjM5/he/+MVf/cAHXguCmRwtDVnHaIKz2zl16UBajcWv//qvf+qBBx5bXIz8yJyNSiky57TmXax77xrD4VC2uQ6Hw+lnQuH7TGvQrVYqaN+dyfE3Nzffd8cd/3jhwkyOlgbUM5cFpNVYpK9n1gokWsNtp92ObN/l7dOgXT6se+8Uw+Fw+tco2e3e7M+c8EN4dywSeoZnAbxbFpBWY5HSu61mU3vizH7LVKiI2z4ZWPfeQYbDYavZpAIuzYRSq9WmXFHZnDSD7tc9+9PDu0UG3i0LSKuxSOPdVrMp28u4/Mp5mu/7sjI5bvtkYN17B/F9fzQakSCp18AE81VFzlRF0NtfFfNVZZD9Xb58eW1tbYYHTADeLQtIq7HY07tmiVMbGxmZ78VtnwyzxIL1iEoMlXfVzivVaDSStcSWgXfH5fTp0/v375/hAROAd8sC0mosSjE/MzEcDoMgCILg0urqPFxQZ71LC1xcWl3lwT859pSDd8fl7WvXqpXK1atXZ3jMOODdsoC0GotSeJfWRcD4XXeghRA67TYtL8XNvfaBdyfAWu8qeLcsIK3GohTerVYqg8Eg2AHlXUegVvpcSrqbm5sbGxsbGxsXLlw4fuxY3sPoZ0O+s0xkAebNKAtIq7E4cuRI8b1rds5C+2654eXulVJhGHbabcs95Z7rdr19+7x9++69555DBw/mPYx+NticZeKf//mfg+wn0MC8GWUBaTUW9993X/G9q82ygPmqyg0vd88949GvaibYrJV94vHHT5w4MfPDaqCeuSwgrcaiFPXMtVoN7bvuEARBo9GQayFMti7CTIB3J+P8+fPvu+OO27dvz/zIEni3LCCtxqIU3qV+VTx4l+ZayDtQmeOsd2m+MelaWnAql8DAu5OxtbV148aNmR9WA94tC0irsSiFd0ejkTlFc16BsYaz3lU7Uzk2Go1Lq6tLS0vVSiWvmVDg3SID75YF99LKrGKdYUVrWbzbabd5bkj7vXBywWXvqp2JvFvN5tLSUo7d5ODdidna2vrGq69mOqYI3i0L7qVVpjEqhXc77TZNgMVbsC6CU4RhOM0s3tMA706Dt2/fc1kOvIZ3y4J7aQXvVisVbV2ZUl/QlLjsXZob0vd9arGXfZstA+9Ow8rKysc++tGMDq7g3fLgXlrBu1TDzFHWljxyFWe9S+OItFYTy969fPmy7/u+7585c2bx0UfzHkY/G+zPMjEajX76059mdPBfYN6M8uBeWmUaoyOHDxffu91ul6bQV0pdWl2t1Wp5zSpoE2e9GwRB3fPkNFWXVlcte/fFs2dPLS+fWl5+4vHHjz7ySN7D6GdDvrNMZAHmzSgL7qVVpjE6cOBA8b2rdtZpre6s7ZbXLPo2cda7o9FIsyzN0pxLYFDPPCWbm5svvPDC1tZWFgdHPXNZcC+tUM88nzjlXWrQZQaDgZxxm/o25xIweHdKNjc333fHHefPn8/i4PBuWXAvreDd0Wg0GAz4a7fbxTiikkH94hI+8O705GWpEydOPPH441kcGd4tC+6lFbzbaja1pRHymt3IJk55VylFE2UEUaC8OxPystSNGzcymon8rv0AACAASURBVDAS3i0L7qUVvFutVLQG3VJf0JS45l1uxNVac8Mw/Na3voX23enJ11JZAO+WBffSCt6t1WrSu9pYXldxzbuMuQrCYDDAvBnTk6OlNjY2Xjx7duaHhXfLgntpBe92u92lpSWakO7S6mrd8/JaNc4mDnp3OBy2ms1Go0GL7/Kn7nmoZ56eHC319rVr1UrlypUrsz0svFsW3EsreFftHke0tLSEcURlhRYB1LzbajYt1zNvbm5ubGxsbGxcuHDh2LFjMxkLnzv5zjLx6PHjX/qrv5rtMTFvRllwL60wbwZBQ1HIuDlOpG8NN72rlBqNRrn3i3uu2/X27fP27bv3nnvuv+++mYyFz518Z5l4/fXX33jjjdkeE/NmlAX30grzZhDD4ZB6v15aXS11BUZKnPWuif35qhjUMxcZ1DOXBffSCvXMtO59NYNlEIuMy96lgUMYvztbcvfuO++887WXX57hAeHdsuBeWsG71UpFzm6E8m65GQ6H1Uql2+3SYkRYj2hW5O7dtbW1aqVy48aNWR0Q3i0L7qUVvKtNmqHQvltqqFez3DLl+rs0sEwuwM7TY+3Z8R3enSHb29t333XXDAcUwbtlwb20gneHw6HMlkejUakvaEqc9a5Sqtvtyi7pw+FwmhWmqMqavSs13Gm3k9UL786W6+++u729Paujwbtlwb20gnfN1VpLfUFT4qx3qbxLY3anH7/r+z61/7N3pWvNorAGvFtk4N2y4F5awbuUr3JrII3lzTtQmeOsd5VSdc+TQ3in8W6n3Q6CQMq17nmyekT7qgHvzpyrV6/OavYxeLcsuJdW8O5oNOr3enKL9tVJXPbupdVVWbE8cT0z2Vp6lwq4sv2/7nkJtwu8O3MG58598M47Z7IiL7xbFtxLK3hXKTUcDjvtdqvZ7Ha7CbWGLuGsd6dszWV83ye/pvfuY4uL2mdhYeGhhx560wkSLGUzGD/60Y9eeumlf/qnf5r+UPnGKC7ntXDq0uFeWmUao/vvu6/43qV8lSsma7Ua1t8tMUEQ1Gq1Trs95VXkRtz03l03GAwGx48ff88JEixlOSRvv/32TI6Tb4zicl4Lpy4d7qVVpjE6fOhQ8b3baDRkp1RzPRsncda7NGpoNBoNBoOlpSX6e9yD+L5v9rWju0Rr0K1WKmjfzTtoE4J65rLgXlqhnrmK9Xcdpt/r1Wq1adoPtH5VZn/mhN/Cuxlx+fLltbW1KQ8C75YF99IK3tXW36V6yhzDYwdnvcvr3lPFBZVTgyDo93qTre+oeVeOHWo1m8l98ODdjDh9+rS3b9+UB4F3y4J7aQXv9nu9RqNxaXU1CAIaRDSTfjkFx1nvBkFAA4fIuLKYe2l1dYKu6pp3eUsV81Xll/3RirxvvfXWNAeBd8uCe2kF76rdSyPMg3SV296tVipLS0tmxbL9pnt4Nzs2NjamPAK8WxbcSyt4l+H1d+cBl73baDQi/ysMw0urqzYDA+8WGXi3LLiXVvCuUkoOORkMBvNgX2e9K6FezfaXueBxRN949dXjx47NZGxA7hRnHBHz96+88u1vf3vin2McUVlwL60wjqjb7cqOVGEYzkNVs7PeHQ6HPDKMhmPXPc9yMZfnzXjqyScf/PSnZzIWPncKMm+G5Hc/85kHPvnJiX+OeTPKgntplWmMDhw4UHzvahMhKIwjKjvUeYoW4vV9/9LqKtbfnZ4C1jNfvnz5fXfccfPmzcl+jnrmsuBeWqGeWYss1gEsN9x5iusxJuvGPBPg3UzZ3t6+cePGxD+Hd8uCe2kF7y4tLXG2PBqNlpaWMF9ViRmNRnXPI+n2e73RaDT9nJETA+8WGXi3LLiXVvDuaDRqNBo85rPueZifudxQdyqavjEMw36vN6uV48YF3rXAK6+8cvXq1Ql+CO+WBffSCt4lqDLy0urqPHRmVm57lxgOh/Z7MmvAuxY4dvToU08+OcEP4d2y4F5awbvzicvepS7NNA1KrVbLq7Cr4F0r+L7/gfe///bt2+P+EN4tC+6lFbw7n7js3Uaj0Wg0aAHdS6urjUYjr4IvvGuBra2tzc3NCX4I75YF99IK3p1PnPXucDjUVrq4tLq6tLRkMwwbO1y6dGnx0Ud/4QQJlso7aBOSb4zicl4Lpy4d7qVVpjFaOHIE3i0mznrXnITZ/vhdb98++vzO7/zOww899EMnSLBU3kH74RtvvPGd73zntddeG+tX+cYoLue1cOrS4V5aZRqjT9x/f+m8G4YhT9QcBEGOjYOZ4qx3aRwRd0mntt68ZiBDPbM1Dh08+Oyzz471E9QzlwX30gr1zJJut1v3vH6v1+12qW9zqS9uAs56Vynl+361Umk1m9S7qtFo5NVJHd61xtdefvnee+7Z3t5O/xN4tyy4l1bwrqRaqXAWTeNQSn1xE3DZu0qp4XDY7XZbzWa+y1zAu9a4ffv2uF2a4d2y4F5awbsSGsLLX0ejkVwywSWc9W4YhrJtIAzDwWCQV2Dg3SID75YF99IK3tXQlks3V093A2e9a/ar8n0f7bvTU3zvbm1tnTlz5vq776bcH94tC+6l1Zx71/f9TrvdajY77barXagicdC7NIKIpsvQPpbHETHwrmXuO3DgudTvWPBuWXAvrebWu8PhsO55Wv48J5MzKye9q5SiVRCoa5z8oF/V9JTCuy+ePbt///6UO8O7ZcG9tJpP74ZhWKvVWs0mTWpE0DhPbdIFV3HTu0Req/6ZwLuWuXXr1tbWVsqd4d2y4F5azad3O+12XNXj0tJSp922HB77uOxdtTNHVV79mU+ePEnzZtx7zz2NhYWZjIXPnSLPmzEZmDejLLiXVpnG6MCBA8X0bq1Wi+swRUVhy+Gxj8ve7fd61GZAQ3jtj9+9efMmzRN54cKFR48fn8ncb7lTlnkiR6PRl/7qr95+++0998Q8kWXBvbTKNEZHDh8upneTC/SlrsBIibPepblOZB85auLNJTCoZ84Fb9++NHNXoZ65LLiXVvNZz1z3PJR33SQIgkajoW2xPD8zA+/mwotnzx46eHDP3eDdsuBeWs2nd7vdbmT77mg0QvtuuaEJmeWWfq832Tgi7u+uFZfDMKTte94o8G4ubG1tpZkwEt4tC+6l1Xx6lyaiqnveYDDg/syDwaDueejPXHpazebS0hL1UF9aWqpWKnISsvQHoSoRmiyUV/Al6dJ/ddrtZPXCu0UG3i0L7qXVfHpX7ZSLMH7XQajWgq5orVabbD4U2Q5R9zw+iHStdHAk8G5ebG1tnTx58q233krYB94tC+6l1dx6l7i0usqTK0xQKCovLnuXGI1GVEgdjUZTvkzVPU/+LUWufdWAd3NkYWHh1PJywg7wbllwL63m3Lsars7GbOK+d2kh5SAI+r3eNP2qpHSpgMt1zvS/3Pq7YXDhwoVjx47NZGxA7pRlHBHj/4//8ejx47du3YrbAeOIyoJ7aTWf44i63S7VQWrNc/1eb05maXbZu61mU2s/mMy71LJLH3Jtsndprgz5ufeee+6/776ZjIXPndLNm/HGG28k74B5M8qCe2k1n/NmhGHYaDQiS7e04r39IFnGWe8GQVCr1S6trnJ/uSnLu77vs7mTvWuCeuYig3rmsuBeWs1nPXOn3ZaZp4SUbDk89nHWu2EYapadvn1Xmltr0NXm6NCAd3Pn5MmTg3PnIv8L3i0L7qXVfHo3OYKlvqApcda7Sinf96Voab2LKQ/IDRJmf+aEH8K7ufPl55//2Ec/GjmcF94tC+6l1dx6N26Q7p55qRs45d3hcFiNWnZ3yvZdRg4WkmOHWs1m8gyU8G7u3Lp169DBg6+88or5X/BuWXAvrebTu0tLS4PBIPK/+r0e6pnLR6vZNJfdpQ8tTDTW0XhGKvpo/8v9rTBfVSmyv2eefvrhhx4yt8O7ZcG9tJpP715aXa1WKqZ6B4NBcoOdM7jm3eFwGHfZwjDM64rCu0VgfX391PKyWdUM75YF99JqPr2rdoYSUR0kfWq1WpoyjBu45l3JaDQaDAZ0UXNZf5eBd4sMvFsW3EurufWu2lmopiomiZyHki7hsndp/k/ybqPRSFhsOSM2Nzdp3ox/+F//69jRozMZC587CZbKO2ipuP3zn9/++c/llnxjFJfzWjh16XAvrTKN0ZEjR4rs3XnGWe/S+F3Zn3nP1QtmznPdLs2b8ZEPf/i3P/7xmYyFz53SzZsh+f73v//hu+9+8cUX5UbMm1EW3EurTGN0/333wbvFxFnvmuN3sf7uTCh7PfOxo0efevJJuQX1zGXBvbSa53rmecZZ7yql+r2eLO/ykhfTD+QdF3i3OPzjhQvPdbtyC7xbFtxLK3h3PnHWu8ljeeHdiSm7d03g3bLgXlrBu/OJs95V8WN5JxjIOyXwbtGQo4ng3bLgXloVwbs0S4E58w93Nk65HaTHZe/GjeW1P5AX3i0U1999t/ahD924cYO+wrtlwb20yt27/V6PJKp5l+fgo9mB9twOxsJl7xYHeLdQbG9v33vPPS+88AJ9hXfLgntplbt3ORjSuyldu+f8uCAOeNcG8G7ReOGFF3iuZni3LLiXVsX0rrZkKn+N2w7GxTXvtprNpaWlvEPx79y8eZPnzXj0+PGZjIXPnbLPm2GCeTPKgntplWmM7jtw4Buvvroeg8ypNO+2mk051UG/16t7XsJ2MC5OeZf6MNPYoelX252ekydP8rwZjYWFmYyFz51Sz5uh8cYbb/ww7xi5NxdEdriXVpnG6J6PfORTDzzw2OJi5EfmVPCuZVzzLtd7mLNkYN6MmeBGPbNS6vLly3ffddfW1hbqmcuCe2lVzHpmeDdrnPKuUqrRaHS73X6v12m3tUFE9ocPMfBuAbl58+b77rjj/Pnz8G5ZcC+tiuldreG2025Htu/ydjAurnl3NBp12u2CTJfBwLvF5Nlnn7148SK8WxbcS6tietfst0wDL+O2g3FxzbuMWavs+z68Oz0ueZeAd8uCe2lVTO8qMUbI931ZmRy3HYyFs941J8fAuvczAd61cPbyJmamuJdWuXvX9/2qWAFX/lfd86pR81LFbQfpcda7RBiGg8FAWyDBPvBuYUE9c4lwL61y9y7IBZe9e2l1tVar8duc5cV3JfBuYblx4wa8WxbcSyt4dz5x2bu1Wq3TbodhqJQajUZLS0uW65k3dlhdXcW8GYUF82aUBffSKtMYLRw5Au8WE2e9GwSB1lxhf/wuTZrh7dv36PHjmDejsGDejLLgXlplGqMjhw/Du8XEZe+iP3MWOFbPrPKOkXt1p9nhXlqhnnk+cda7Sqm65w0GA6XUaDQaDAa1Wo2+2gfeLTLwbllwL63g3fnEZe8Oh0Pu8o5+VbMC3rVw9vImZqa4l1bw7nzisneVUqPR6NLq6pTjiFrNZqS5wzBMaXR4t8jAu2XBvbSCd+cTx707PZ12OwgCtTNHGiuWpEudpTvtdrJ64d0iA++WBffSCt6dT+DdPZBDj2itBf470sGRwLtFBt4tC+6lFbw7n8C7YyDXvap7nlSy9lUD3i0y8G5ZcC+t4N35BN4dA1peUO0UcKn+maA1B+N+CO8WGXi3LLiXVvDufOK4d4fDIRVDwzCcfopmLuwme/exxUXtc+jgwY/v3/+mEyRYKu+gTUi+MYrLeS2cunS4l1aZxugT998P7xYTl73b7XarO2vujkajfq93aXV14qP1ez2uSU727rrBV7/61Qc//en3nCDBUnkHbULyjVFczmvh1KXDvbTKNEaHMV9VUXHWu6TGfq/Hc1QFQbC0tDTZ0YIg0KqRtQbdaqWC9t28gzYhqGcuC+6lFeqZ5xNnvUvzRMrZIi+trk42T2QYhuYPzf7MCUeAd4sMvFsW3EsreHc+cda7o9Go7nns3dFo1Gg0JpiyKgxDub4CF3zl2KFWs5nQqUrBu8UG3i0L7qUVvDufOOtdpZTv+41Go+553W637nm1Wm00Go11BJorQ/uY/4v5qkqd/cG7ZcG9tIJ35xOXvat2iqf9Xm8wGIwr3RkC7xYZeLcsuJdW8O584qx3h8Nht9vlr2EYdrvdvNQL7xaZhBjdvHkzl7OXNzEzxb20gnfnEwe9OxqNgiAYDAaNRiMQ9Hu9ifszT4bv+ysrKysrK6eWl48fO3bdCRIslXfQJiQhRn/+53+ey9nLm5iZ4l5aZRqjg5/4BLxbTBz0LnU/Nttlq5WKLAFbAN4tBQkx+rUPfvBf//Vf7Z+9vImZKe6lFbw7nzjoXYI6VQW7ySswqGcuMgkxspBtuVd3mh3upRXqmecTZ72rlNJmp0pYLyhr4N0ig35VZcG9tIJ35xOXvUsNvcxgMEgeZZsd8G6RSY7R+fPn19bWLJ+9vImZKe6lFbw7n7js3UajobXvWu5XxcC7RSY5RqeWl/fv37+9vW3z7OVNzExxL63g3fnEWe8GQVD3vEurq7Vajfsz5xUYeLfIJMfo+rvvfuD9779y5YrNs5c3MTPFvbSCd+cTl71LM0QuLS1Rj6oc1QvvFpk9Y7S5uWn57OVNzExxL63g3fnEWe+GYVir1S6trgZBQB2bO+32ZOsiTA+8W2TQr6osuJdW8O584qx3lVL9Xo8G7HbabWrfTViqb+bcvHnT3+Ebr756/NixnzpBgqXyDtqEpInRt7/97c/+/u9bO3t5EzNT3Eur7GL0b//2b/BuYXHZu5LhcPijH/1oOBxaO2MYhqeWl+nzwgsvHH3kkXecIMFSeQdtQtLE6Hvf+94dv/Irf/M3f2Pn7OVNzExxL62yi9FPfvITeLewzIt3lVK+76OeeXrmtp650+m88MILds5e3sTMFPfSCvXM88kcebfVbMK70zO33rV59vImZqa4l1bw7nzimneHw2Hd86qVSt3zZK0yNfFanp+ZgXeLzFgx2t7enu1YXvdckh3upRW8O5+45l2SbqvZpIXulVJhGDYajVqtZrNTlQa8W2TSx2h7e/vQwYODc+eyPnt5EzNT3EsreHc+ccq7YRhWKxUq5o5Go0aj0Wm3a7Vao9HIcXJmBe8Wm7FidPr06bvvuuvWrVuZnr28iZkp7qUVvDufOOVdGqrLX33fr1YqOU5TxcC7RWasGN26deu5bhfezQX30grenU9c867sOZX81SbwbpFBv6qy4F5awbvziWverXtev9ejT6fdll8bjYZl725ubm5sbGxsbFy4cOHR48dtnjo74F2l1NbW1vr6enZnL29iZop7aQXvzieuebdaqZBfzU+tVrPs3ee6XW/fPm/fvo98+MO//fGP/9AJEiyVd9AmZIIYdbvd/+1971tbW8vo7OVNzExxL60yjdH9990H7xYT17wr23c1Lq2u5lXP/Prrrz96/PgvnCDBUnkHbUImiNHtn//8wG//9v/Z6WR09vImZqa4l1aZxujIkSPwbjFxyruj0ShhJsjk/02m3+tVKxWtUzR1n65WKp12O/nnaN8tMpPFKAzDmfSucq/uNDvcSyvUM88nTnk3I2hMsOZdki5t6bTbyeqFd4sM+lWVBffSCt6dT+DdVNCQJOld6Vrp4Ejg3SIzTYxePHv24sWLMz97eRMzU9xLK3h3PoF3U2F6t+55cgIs7asGvFtkpolRp9P52Ec/evv27dmevbyJmSnupRW8O5/Au6nQvEsF3CAIeAcasBT3c3i3yEwTo5s3b3r79l25cmW2Zy9vYmaKe2kF784n8G4q4F0G3tWYcpkE91ySHe6lFbw7n8C7qRjLuxsGFy5cOHbs2EzGBuQOxhFFcv369RmevbyJmSnupVWmMVrAOKKiAu+mYs/23Wqlwl9prgz5ufeee+6/776ZjIXPHcybYfK9733vVz/wgS9/+cuzOnt5EzNT3EurTGN0+NAheLeYwLupSNOfOeHnqGcuMjOJ0cTrFLlXd5od7qUV6pnnE3g3FaZ35dihVrOZvOoRvFtkZhKjW7duTbbAs3suyQ730grenU/g3b1pNZs0b0Z196qCNB005qsqe/aHeTPKgntpBe/OJ/CuDeDdIjPDGN24cePZZ58dazivey7JDvfSCt6dT+BdG8C7RWaGMdrY2Kh96EPPPvvslGcvb2JmintpBe/OJ/CuDeDdIjPbGPm+v7CwsLW1Nc3Zy5uYmeJeWsG78wm8awN4t8jMPEZjzaThnkuyw720gnfnE3g3Q8IwXF9fX19fHwwGRx9++D0nSLBU3kGbkIxi9Prrr0989vImZqa4l1aZxujI4cPwbjGBdzPkxbNnH1tcfGxxcWFh4cjhw286QYKl8g7ahGQRo29961vVSuW///f/PtnZy5uYmeJeWmUao0MHD8K7xQTetQHqmYtMRjF6rttNM5OGe3Wn2eFeWqGeeT6Bd20A7xaZjGK0tbWVZp0i91ySHe6lFbw7n8C7NoB3i0zWMUru2+yeS7LDvbSCd+cTeNcG8G6RyTRG29vbCwsLg3Pnxjp7eRMzU9xLK3h3PoF3bQDvFpmsYzQ4d+59d9yxvr6e/uzlTcxMcS+t4N35BN61AbxbZCzEaHDuXFwHK/dckh3upRW8O5/AuzaAd4uMzRiZbb3uuSQ73EsreHc+gXdtAO8WGWsx+sarr9534MDNmzf3PHt5EzNT3EsreHc+gXcz5PTp0zxvxgOf/ORMxsLnDubNmJjLly97+/YtHDmy59nLm5iZ4l5aZRojzFdVWODdDHn72jWeJ/LY0aMzmfstdzBP5DT8+Mc/Pv/Nb+559vImZqa4l1aZxmjhyBF4t5jAuzZAPXORySVGN2/epApn9+pOs8O9tEI983wC79oA3i0yucToDz772Y999KNhGLrnkuxwL63g3fkE3rUBvFtk8irvPvzQQydOnHDPJdnhXlrBu/MJvGsDeLfI5BWj27dv37x50z2XZId7aQXvzifwrg3g3SKTb4zcc0l2uJdW8O58Au/aAN4tMvBuWXAvreDd+QTezRCMIyoF+cYoLuf92c9+ZuHs5QLjiMYC44gKC7ybIZg3oxTkG6O4nPf/uPfeN99881vf+tbXvva1q1evWghJ8cG8GWOBeTMKC7xrA9QzF5li1jO/FgRKqRdeeKFaqdx9110bGxsWAlNwUM88FqhnLizwrg3g3SJTTO/yDtffffell16iv9fW1u47cODU8vI777xjIWxFA94di5TebTWb1Uql1MlYOuDdyaFJD6qVSqfdTt4T3i0yBfeu5O1r186cOdNqtci7m5ubd99112OLi77v0w7vvPPOxsaGueqRG8C7Y5HGu61ms9/rKaWCICh1SpYLeHdCSLphGCqlOu12snrh3SJTIu9q3Lp1a3Du3Bc+/3n27qGDB6uVyqGDB+mr7/tPPfnkqeXlzc1NpdTNmzd93798+TLXWt+4cWNjY0NbIqmwwLtjsad3Ndeyg0HWwLsTIl0rHRwJvFtkyutdkxs3brz11luc2168ePHU8vITjz9OZl1fX6campWVFdrB27evWqnwzTk4d87bt8/bt+/GjRtKqbevXaOOgez1kydPPra4ePr0afr6jVdfPbW8zF4Pw5C+XrlyhXZ4rts9tbz84tmzM9k/Lq1mdfyNjY2VlZWVlRVOwMG5cysrKxz9tbU12uHWrVuR+1+8eJHebOjrlStXfN/3ff/27dtKqVu3btEAB37Ryde7/V6v1WzGfQXZAe9OSN3z+Gk0v2rAu0XGJe+Oy9WrV9fX1zl3fvvaNekJ9sr6+jrtYHrrmaeffmxxkUTCnmbxaJ5+8exZ2mGy/ePSalbH33P/57pd+V5y9epV+nrx4kXa4djRo96+fSdPnqSvp5aX6UWHKhj4vYfziny922o2ZUVdv9ere95MTg2SgXcngQq4QRDwlrrnJVTRwLtFZp69Wy7KnlZbW1sbGxsbGxv0WqPg3XkF3p2EZO+ura1R5RV/Hnn44Q/ffbe2saQfemGP/OQeNmsx+q/PPHPyT/4k5fFP/smf/Ndnnhn37PbT4enPfe7pz30uzZ7Lf/Znf/zUU7Pdc5orZT+tihyj3/+93/v4/v0f37//Q7/2a3/0R39k7sC5FrybF/DuJCR7lyvrmC9+8Ysf37/fT8Hf/d3f/e+/+qtp9vR9/9jRo51OZ7Z79nq93/3MZ1Lu+Vu/+Ztp9vzjp57qfulLMz97yj193+90Oi+99FKaPe87cODMmTNpzp4y7umPOdaef/mXf/nJRmO2e544ceLEiRNp9kx/l2Z0P//Wb/5mr9fbc7f0cfd9/+677kp5k6Q8u+/73S996Y+feirNnp1O59jRozPZ8ytf+Uqn0+l0Oo2Fhcj05FxLa9DttNto37UDvDshWoOubLMxSV/PfOvWrdqHPpQyDKeWlxNOOtmeb1+7trCwMNs98z27UuqxxUVuoZzJnvmeXSm1trZ24sSJ2e5JTblp9kx/l2Z0P6ccmZo+7kopb9++lJOTpJ+Pwvd9Wb60vOee6Wn2Z06Z/mBK4N0JMfszJ+wM78K7s90T3oV39yRNevLYId/3UclsDXh3QuTYoT3HvcG78O5s94R34d09SZmedc/DfFWWgXcnh2ppZjtfFbwL76bZE96Fd/ckfXoCy8C7Nrh161bKB3Vra+vq1aspD/vi2bM80DCZMAxTzkm0sbExc0eura2ljP7Vq1d57GMy6cOplDp9+nTKAKQ3X3p835/5qgY3b95MmKdFMpZ7UkLzZM32mGqcuzSl+dKnklLq5MmTKc9+9erVlDNxvn3t2traWpo909t0rEuPdRGKCbwLJmSsMl9ZyMK7+ZKFd3PHvZV20nsXOAC8CyZkrBJnWUhfMi4LFy9efK7bzTsUMyZ92bQswLtzBbwLAAAA2APeBQAAAOwB7wIAAAD2gHcBAAAAe8C7AAAAgD3gXQAAAMAe8G4m0CyS1Uolbv7IVrPJa36lH9qfFzwzF3/i4kX/W/xVTbToxAW43+vxPqUYNMU3XnKA+fazGbbJ4KAm3FQy1sW/92RoE579El0jMC7w7uzpA9Vq6gAAIABJREFUtNvJuV4QBKXIxBnNsq1mU66ByPDaiNr6YkXD932Z3/V7vbjXiD1nAC0a8pVIW6qS4enEteVoCkin3ebJ+uVKJOZuFgM1FXIJUd/349RbomsEJgDenTEk3eQibImyCULLviPXLdFcG5fpFwEtYK1mM/J69Xu94ldFSCiP5jBHLutmLv2WvKRHvshlrX3fj3yZC8OwyFHQ6Pd68vHXVp4nynWNwATAu7OEHphk36RfTaGY+L4fGXItdyhLZhGGYdzyZ3SZSrQ4GpWl2LWR1RLa61HBayZazSYHL+7GozfdIr/nSTTR9ns98wYr1zUCEwDvzhKqFuOMIFI8XBwpS+OuRkIlsyxdRb7IF5C4SmZZaixL467akVAQBP1eLzLMafL94kAvqZ12OwzDOPfQlaI62+L7qdVsygSPTP9yXSMwAfDuLKl7HlfuUZec5Hdw+TpfFhJKh2X0blwls4QupZ3wTA+9KCR06CtXnk5CTRNIrbhfTCg6HEjZgM2U7hqBcYF3Z4n22FPZN2F/yimyD9fMiKvrU+X0bkIls0bd80pRjUnlQsrc45oDypWn04tRyp69WutpMZGd5CMvU+muERgXeHeWTOCecj1RcZXMymjQlT1iCktCT2aNTrtdCu9yywW5yoyd1ljYabeLXOPSabc5CloNbSRBEBTfu4zWD44p1zUCEwDvzhJNtHv2LUpotSomCWUOsz9z8ZuuE14jNErxekTFXP4a2R/H7Ctb5IpZ+SJLbxLJN1Vcq3YxiXs3Ldc1AhMA784SOTgvzcC7uucVX05MQiUzwXFPGGpZHNJXMnfa7VJkfFoZN+61j7f7vl/w9wlZxt0ztEEQlOUtlvuLxe1QomsEJgDenTFyaifeKPtYlWumKolZOtT6jnE7XCmyP7OSma4dbSzdTFWEvP04djJeRN3zyjIXEgdV6qfuefS1XDNVKXFfac9+qa8RGBd4FwAAALAHvAsAAADYA94FAAAA7AHvAgAAAPaAdwEAAAB7wLsAAACAPeBdAAAAwB7wLgAAAGAPeBcAAACwB7wLAAAA2APeBQAAAOwB7wIwHjwhcBAE/V6vXJNsa2hrwdJGOYV48de3AKB0wLsAjEHd81hF5KdSe5cwV+qNWxoWADA98C4AaTFt1Gm3bcopo9PBuwDYBN4FIC206lxeVa/ZuRDeBcAm8C4AY9Bpt7lxV/svufYtG0u2ldJPZGMq/y8t8UtfSYFas6vv++ZCs7xEK1uz0263mk15HIaOELlGMrwLgE3gXQDGQyqQzRQEAZuMOivxnrSRdMh/s+f6vR6v6B4EAQmY9EkbWYqaC+ueR3+TSn3fT3gn4DDTubRV1qXj5QfeBSAL4F0AJkGTHH/VSrcEFUylmNm1JGnaWSt0ctnU9K4sW8uOx1LYGvIlgPbkMKC8C4BN4F0A0hKGofSTbO5tNZtUVNUg44ZhKI1IP2TXtppNtqbcgbxY9zzTu77vR/o1vXel++FdAGwC7wKQljAMNaux5zrtttnfSlpQMyK51vd9qlsmybG52bUqxrv0txnCscq7ZlU2A+8CkB3wLgBp0fozc8Oq2hEVi5OEKuty654njej7vpQrlW5l2y2dhU6heZe+agdMWc9MIZQFbgXvAmAXeBeAtFCRVParknXLcru0Jm/hqmO129nK8KXsBkWdk+mA2km1Ps/cO5rPIqFjcjs0HQTzVQFgH3gXgLlAq2cGAOQFvAvAXADvAlAQ4F0A3EfWJ6PVFoB8gXcBAAAAe8C7AAAAgD3gXQAAAMAe8C4AAABgD3gXAAAAsAe8CwAAANgD3gUAAADsAe8CAAAA9oB3AQAAAHvAuwAAAIA94F0AAADAHvAuAAAAYA94FwAAALAHvAsAAADYA94FAAAA7AHvAgAAAPaAdwEAAAB7wLsAAACAPeBdAAAAwB7wLgAAAGAPeBcAAACwB7wLAAAA2APeBQAAAOwB7wIAAAD2gHcBAAAAe8C7AAAAgD3g3VRcuXLl1PJyAT/P/sVf5B4GfPDBZz4/m5ubeefNpQTeTcWXn3/+c5/7nF88zn/zm3kHAQAwjzz04IM/+MEP8s6bSwm8m4qVlZWVlZW8QwEAAEXhscXF9fX1vENRSuDdVMC7AAAggXcnBt5NBbwLAAASeHdi4N1UwLsAACCBdycG3k0FvAsAABJ4d2Lg3VQkeLfTblcrFf60mk3aLjcGQWAxsJMTBIEMNn3qnmc5GK1mk07t+/6eO/d7PfshHBff96uVyjRH6Pd6Ux7BVeqex/dqGIaddjsMQ/5f7ZaW/+U81Uql3+tld3x4d2Lg3VQkl3fDMKSnWrvLS/qct5pNfnugbMum2DrtNiVjp93e87xko4J7l6QLa84cujk77TZvIQfzQ0fvxPyVLkSmKpor4N2JgXdTMa53py/f5Ij0rjIyr4RfzeTs41YPTFDenVVQkwmCwI37obBo0iXqnkf3D72TafcSXYhS1D9R2X2sn8hbzgLw7sTAu6kYy7uddnvcB2Zi/vN/+o/pPymPOYF3Z+UVSslMvWutXrruefBudkRqVSnl+z5tlI0+krjtRaPVbI6bjchbzgLw7sTAu6lI792658Vl65RT8Eu6bBgOw5AbooIgMCvQ4vjP/+k//r//z/+d5jOZdynM8mGWDWa0G8dLhpm3xLXRcrOcdq64pjhKWz47n4i28yWQiSYPSEeTac6RMgOvdtqY+70etRdqTfV0HNqfMjs+F2f68tTsXS3KMpDytuFDcZBkrTsdre557Jg5hC5Q3P/SJYt8gpJ/qHbf4TJ5I+8TusP5vuKbVt4z8hEwN5JfuTGCtstG6yAIuIacbx7uAxF3y1EAIk+dJvxpgHcnBt5NRUrvRt7ZBN3Zvu/Tzlwy1mqnx81GM/IuR8R8h+B3asqeKMBaeY7/lvtoB+EcQXoorrzLcqI96XR0BNnEK4PR7/X4sLLIrpV3+XQyp/Z9n+Iod5aFCa4D5PyR/ku+spjlXQobpQkHhvfh33babQoSl3go/DIkCWk1J1DKx/1vwptrsnfl1ZHvOpH3iSbRuufRdnlpZIc487ngZ40vNJ+Rrz7fPJHVJ5G3HOdI8ilLH/6UwLsTA++mIn15l98ctXKefJ2UeajcPkEdUablXYpL5D6cF5je5f/ijxYv3/el+aSbE1yi+ZIDKbfLTFM7Ducpcn/pZg45F0+1d39N6vy/0q+ddjvBu/S3jKMs1rCYIzuUaQ7IvXPQiRMnKMAbGxtKqVu3btHXxxYXaYfBuXPag7CwsMBxVEq9fe0afT21vDxBAJK9O3F5t9Vsmmkbd5+onfIi/5b1aZ467rmQ9cny5pTb49opKBEibzlZ3h03/CmBdycG3k3FWO27nJlyvm8WiGUOThkEVS+PG7Cs65nrnqc1htFDy7Wvpnfp5SPh+JpBZQaR3rtsuEjvmseJ9LTUpNr9BqAVZDk1uKLC3KjG965pd7X7buEoSO9GVk1b5vLlyzQ5/u3bt5VSt2/fpq+XL1+mHd6+do22XH/3Xdpy8eJF2kJfb968SV+vXLkyQQD27HYQlz7VxPbdyCbShPsk0luRAot7LibzLvfcjrvl5GM1bvhTAu9ODLybirG8K/NN3kfLRiWyomlcsvaurBVXu50R512tOGtC2tBawiYo75rlV827MgON3F8r0MviMv9KZkzcG1ZWZkxZ3k0YoyzrQsxCMB2zFF2EsiCuRMt9evfsz8zN5HKHSPck3Cdx5V3zusQ9FxN4Vx4/pXfHCn9K4N2JgXdTMe44IlO9lIPzE2L2rEkzR4RJ1t5VooCrdj/MZhamdqrKZYYYhqFZgJD5nawES/Yu/5fWRBpZz0x5jdS5tj/VFcuLwtWD3L5LqaFZ1ix5JHiXqjHivKu9gnCuzSkQ6V3ZwWpuvaui3jy0BKGHLm78LlddyOsruw6onZsk7j5RMd6i+9DstxH5XCR7l1o9TO/KmyHyljOrkdKHPyXw7sTAu6lIP18VPR5aux3XPvEWWagKw1B7ER6rP/MMxxFpk/tw7s8hlw3YsiWb3zOk55LrQnmHyP7M5q8oS+KQyH7FHAwt5FqPcS2OtEUGVRYvZDRlMKSSZSzIuDLwdARqL4wMpCyLyC30IhK5jzyyfKubW7QWnD1bVc16aXPMq/xJ5Ju0fAfl3bT++fJRkq7V7nD5K+2ycodBs1u+FhjzljN7U48b/jTAuxMD76Yi6/mZc+8mU3ysjbvdMxhlnIMMxDHPY7GmBN6dGHg3FVl4lyujJmvZnTcK4t15rtd1ErzyTgy8OzHwbiqy8K45xg7EkXvNKlf85nJ2kBFUJZt3KMoKvDsx8G4qsA4gAI5h9jAAYwHvTgy8mwp4FwAAJPDuxMC7qYB3AQBAAu9ODLybCngXAAAk8O7EwLupgHcBAEAC704MvJsKeBcAACTw7sTAu6n427/92ycef/zU8nLRPs/+xV/kHgZ88MFnDj/Hjh79l3/5l7zz5lIC76bi+rvv+oXk/De/mXcQAABzCq1GBcYF3gUAAADsAe8CAAAA9oB3AQAAAHvAuwAAAIA94F0AAADAHvAuAAAAYA94FwAAALAHvAsAAADYA94FAAAA7AHvAgAAAPaAdwEAAAB7wLsAAACAPeBdAAAAwB7wLgAAAGAPeBcAAACwB7wLAAAA2APeBQAAAOwB7wIAAAD2gHcBAAAAe8C7AAAAgD3gXQAAAMAe8C4AAABgD3gXAAAAsAe8CwAAANgD3rWN7/vVSqVaqfi+r5Sqe161Uum02/1eLwxDCwHotNsUgE67Lb+2ms24PX3fp50zRQtDEAR09mqlkvCrVrM5bthazWbyMaen024HQcBR6Pd68r848eO20F1R9zylVBAEe0aQbyr6BEFA2yMva3oSDjur+4HiPpM7n0Nrhq3f69FGLUYW7moN85agay1TmPehLCLlcSJvNrrVKYX7vR7/nWUUwd7Au7bxfZ+zQi07sPY89Hs9+XByMCStZpPDOcPMMYEgCDRJhGFI7kmAwjbuuTL1bqvZpByTohOGIWep/AbTabdpH3MLXw56G1O775k4+FcyGX3fT8i7Iw+S5rD9Xi/9YckHCTtM82agQUmt3cxyI7tHe5OwRt3z6KT0QAVBwI9Vv9fj/6ItCQ+ddpzILfTmZ/4Q3s0deNc2Mg/ljFUpZa28q1J418wrLQRvAu/6vk+/GjcDzc67vu+b9uILzUENw5Aia24xlaxSqE4ehxNtLKVFSjrysHu+DE150omJ9C6V+di7vOcMY5EevvHMm5bfb+RFN++luOOYWyjiWvLCu0UA3rWN9C7pLfL1nGsIqTwXBAGVicmR9CvazvVLfByquTILW8ye3u2023FZtqz7lSHhCnPtdLKymuNLGzkMlEH0e71xvcu1BRx+WY0v66i1JOLtdc+rex69VVDwZGpwHSAfmQKZUAfYajbNfI2tKX1Pf5tb6EQUOz4UWzkOme1Swsqf0DHpsvZ7PYoX7UwpLO+ZNIel+4qLj2rnTlOiTMmFfi6B8c3A8eLkMqtJuY6UPxS8hNK/6V1+cLQ7PK7phI5AlT38K34k+W6U5WbayPcb3fwUU/OtgptFIpt1tNgltO+YxzG3UMJqNc/wbhGAd22j5RpmW47M6ehB4hokLjbVPU9TCOd61LKoRG2niVbbZuZKpMbIH1IAuEwmQyL/JlicXJalU3M5VR5T1mxrP4+DMxRpL/aWTEmzLo5CRcYlE5DnWP9cbiBRqd3vQHEZYmRJmuOVxrtK5Np7HllGWbuULHsOP+1G72p0ibliI9LrCYetex4nAmflLFqZs/OF5puKf8gnlfUrLG+tflveDHE3tulduqaRheC4OhJOJXljcNR4uwytjAgFkr5SKmnHl6+D8qS0J59UJZZ3I48TeWS1+86Bd4sAvGubyLd1mSHK0jCXRUzvchcMLUOR3TTi3JCmvJvQ5YROwd7l/Ev+rZ2OCysyP+XYcYlnLO/KjldaIZvOyPmL3I0iLl9WpFGqu3sP8QE5/01ucJU5sgyn+VKl9vKuFgUOQ2RSsBgk5D8ZJPmuQ69lfBUis/jIw1INgYqqPKed6W1GOwifSAnvcp28vHP49VFr7VbiqsUp07ygnALa/Zz8EiNbguS149tDVrmHYah116L7NvLWpZuh7nna/SODJ1+LtZucN5rHiTuy2l1xAu8WAXjXNtpTzdsp45PuYeske1d7zNI8V3t6l4uMcguhlQD29C6pTub4s/KujIJWAO2022aVgBYqLbKy5pOCYZYS0nR0Ms8l92RFcWTNLVxjoZ0lQRXmf3EJTF5rrivmqhR5R5m3TeRhOa2qovaYMn3ZRUh71dCCIUvGWkFWloBl1a7asV1CEVBTrHwHlfUHyf3zTe+SCNXuNwz5Ghd5QAqM2byqJQKfyPx5ws1vHifuyNrB4d0iAO/aRnuq+ZHgp4WfVS4N8NNOLZHKKB9wLR+5gY85cXlX7a71Nbv8pPQuuyTBu+yAPdt3ucNnZOxYEpzpc3LJtklZ3uXaAvoJC08LmIz+nt7Valk5/FoVq9l5SlZmmmdJaN+NDAxdYkptvmR0q8hUNbekOayKkpNsXOSE5d34unOlN52U6/mV0RfB9CtV2yb0w9qzP7MMcNxBqNTI6aN291TiP8xTcOWwbF6R55W7STtqNQTannHRlMeJO7J5cHi3CMC7tjEzrOru4bP8ps9buN6J+nr83hNPyIYc8wiyvsvsV9VJPX6XO7bI4ghv4X+5YjCyeSlyf44RhUHGjvMIs4aNg8H9XDh/4bM/99xzdFjZT4f3p+BxYOhtQEZB9qaRKal2F3H4D7NaTzZeysDLFyxNA+YWeQX5HuCXCXnGjui2Zl47M9ikOkpkSiKSmVayjDss59od0TOOi4NKFDFl9yJ+WTTvJa5Mlr/i/9XeBlrG2DYt5c1bRUV5V/4w8jgcCy14tJ20yueSicAn4vtKexM1n1a1e7AAXxSViHkcbYuZjRDwbhGAd22TUFQCZcQsliX0aJsM7Z5JqGjNhZmHh4uJ3Gs68kSyZnsatOOkeULl9S3a5UgG3i0C8K5tfDHQJe+wgGmJUyxXWU+PVlc5c6lPDDd4zzw8srMxtUeQC6UwIhtHJiCyc0Oyd2UzDbdcFJ8+5qsqDPAuAGASeLhzRkfmalKtn3mmcOtAcrwiK7QBSAm8CwAAANgD3gUAAADsAe8CAAAA9oB3AQAAAHvAuwAAAIA9UnlXm31UzrE+wyEELbFuyVi/iuzoOKvg+Tur0Iz1q87u9XwiJwFQot/mIw8/rM0RQcMztI3ar6pRUxCrqImcZDpo3TW5A6c5YSxPLmH+3NyfQ8vz8coZOVrG2jLadBb8oXkn5BQE5ko12hk5gpEH5P211SB4msaE/qvmrCMJqafNSmjO1SA/vE5O1VjQprp7Vl76uZx0Qrs0yfeDNtFENWbW7rjLqoVEzoDB6aCFJ+6yJtxUCeFR8dOujUvCzIspeyab83uo3dOVR27hBDFnQTdvyBkSOXvXuIzbmVzLkCfLPycgeQ0JJmE9jAnOqOUw6Ulb3pVz5/KMOcnTrWmkufzVmY4tGyt4yceZwLva+HTKv7RLLufKkaHlQYEy2bWJG/mH2jSw2gNM/tMeafNZ0q4OT+IoD66dSB5WzlikzUMkJ63UIkgDQNXuifJ5H236JC2F5RnV7neL6u7ZiOSv5Dy6VTFjV9x9QvtrB4lLPW3ZHI4dw7cEr3mgTUktFw9QuwcBs6gSLg3tmXyZzDs5YX/tpq3unnUrLjxxlzUy5CbJ93NGaClPmA8Fz5FpPrZyJi9ti5xCWcsB5BXJwk9+4kzUKZnMVTwJ1wT5Z/GR86tPYJlJvMu3XXqxRd7WJm54N9hZJ86cJTWyTJkQWi3ZtYkS+Yfme7T2t/ZSRk97sp+0dU6UmK+Y4fxR8xD/JM67GpG5g5zOUPuhWQyVWWHCG6i/eyV5Lj7GBazTbpuFpOTUSyhUyVex6u7FEAntMZGH4lNEXhp5PyRcpkjvJuzPE1ybMeXsJjI8HFR55IQ9tVMk3M8ZYWZQyVlWffeCkkrMpm5uMZXMyCtiRnx6cvRuVSyb4Z53p0zYSbzLBS85t7usSKmKSV9bO0tka/VgPBmvLKrLGja1U10j5ztVuxcq56nelagQi8zo5UzCyqiQXP6zP+P/NSuoOzuLslHwZJgja7P7O4uoa1kqPcmcAlxDqIVWzoCjVTNw1GQ+m1B0UDt5lvbAc+rJtNJ+aNa8mSeiLFs6TyPSu+YUP3E3sazb1PbXzihNLJPU/CFv5PRM9q4y8p3k1EvjXX9nBaRk73LYtIkMzUuTfD/IlSfMxIzbn27OuPdg+ZofV0lrXtY01bkJ97N8irkCk+uxzQez0+lQhsB7ykyMH3+K7J5ZlhZ97fLR3+YWJaoQEtaZ0Er5gViW24zpv8fOmPtaPhS0hRfGqIqWHW0id/luJw9CYaDcXt7/nHXLJKV2Fs6Q5QTXlH/Sr7TXMi1eMlRSJdyIw9eIm+HMRs/+zgrfnDJpfEHBk/aRaDvLFqvJCopjeFeKijaaNSrVnWVeZMKpmJdHGWd+VeSlYHhlGF54SxkLlfOpZWbHL+kdscBLsHsBc841eB9pCO2x51IplzgTdlbCE9Ky5F2+G9RO9i0Tk5M3cm0AeSItn417Gw3DkNMtch52PmxCm5+smDVThlIyLjPVvGtGkIjzLl0vM3aRpq+Kwnc1psHMF22oMruJzOjpkpnBS069ZO9qVzNh7Qd5tMi3Inlpkr3L+X5K79L+mne1d2utek0LD/9kz5CbxN3P5lOc5sHstNucpPwU+GK1QbmKwJ5ZlgyM2v1YJXhX7Vx6M4+Oy8FlhXxkTGW8IlOGc2Z+ueRKcjalzGM5a+I0lJm5dkXkGyQ3JWj/VRXl3epOhwazJkOLF88GSqGSZ+drJNutzboEjl2/1xvLF6Z9iMidcyjvMjLDkm8K8pat7rzXR3qXXz1aOyueai0iHD35VigjXN9Zd9qsiOPgyTyaTsGTymrtKypqsnVZT6K9YZg7ayVpmT6yNCZ7oGiJGVne1SanTeldrSeR3C5f+syWSO1EfF+aGTQFO6V3xy3vxjkszrtjlXdlLCK9K18UZDCSUy9lPTOxZ3lXxdfyyUuzp3fHKu/S/maGq1V6ab+S4SESLqv57iXDExlf8ylO82DKfTj84c6iiqFYsC9NlkXIGyCNd+mGp0KbeSgulvFG7W0sCAIzpnKLmTK8xRerTGreNWtW5N0ur515B3KwucEl2bvaqeVJtXjJiJM45WuTvEb8q2Bn5Sv2Lv/vWL4w7aOlody5EN5t7V4qfIbe5Y1mBYV8f5GpIKt3TO/K26JqrH0my6Nyu/l4x+0sTaw9hPL+6IjlVrTEjEx2LTdPbs+T/Wi02PF2DiTlCGZJhZ806X6z2pDfHrQ3RM7oTe+ajOvdmbTvMnEBk6kns57k1Mvau5GXJqP2XS3PivRuZHg4qPLnCXsmh0fmLYTpnrgHM9K7SmiGy1IpvRvsXs6WQ8Vpa26RNSta+vfFesZmDsak9y7bi74meFd7TLSnINm7FELKeOu7e6dP713tRON6l3fgI6f0RRrvyiqT/L2rZXnpvaslWWTMO7s7WHKGLqu4ZUbM/yVfC9hzrGSzzofiaGbBkfdNws7yK9+F7F1Zc5jgXX4NlxLlO0n+UGsZ4uhrxUrtUDL6kd7l68Xu1E7UEv2r+7v7GZm/jYsgn24s72pn1AI2pXe5CjHu2UtOPQvejbs0HICEy6S9TCTv7+8eBBLn3cjLraK8G7enJO5+jnyKaYtZypS5hxn+wFhnPmWWxadWRs8Js8JTGogzujjvqt0Xmn/i7wzJ02IqD2WmjGxr06o6OqKxmTMK3/fl1ensbt2PrIHgG4NePXmHcb2rxYvbHCn7msC7XEVPoUrvizjvRu5sw7v+7oGGRF90NWqJBdK5EavTbtfFoMOq0YZR3VlHmlOctvCraFxlDteayr/93e1P/d0j7aq761plBayMlJkz8vaq0fZm7szVI9pZqH8H5yZ0Q8jaJHP8bmenN4Q8LwWDe4FxEsn6Gb7FtQSX10WmjIoa8ULPoZZoMo5Vo4nObKnqJI7flRrj3eQBA2MMq4YMIb/TaGGIDKE8kRkwf3cPHRlreXNGpl5CmLWgKuOxikzw+u4F2CMvTZA4fle+92gx1cptkZdVq/rjQgMfIe5WMVM7cs+OMchNRd3PWiD5txwSebll6yOnOR+zs9NAKK8I/1dCliUDXzX6AWmFreruNibtQdauiHx5qu4e282WlTGV8YpMGT5Ua6c3E4ehtdMrSiYC/YqfBa4dkT/RrhHLPhCdQ83MmbM+PppWCaddQS1UMn3Ma9QSg+85QThV/Z3xAlqQqlG+iLOPduk1uST0AEgmz/mqqlGZo4lWyTwTtKKMrDZMf5CxdgYAzBaz+Ejs+WCShtPvnztxMS07rsZrT0rg3ZlfGK0mkF/wxxJ8Fm8DAID0RObaaR5MWS8qW50Li6t+cjVee5Kbd7lcn7APFeezuDCyzo3roFJWGoy1MwAgC8y61vQPpqyZn6aVzg5mTN3A1XilAesiAAAAAPYomXe1/gtUbDXfWKmgXDfmqdca3mXPBRXVWi47I2gdXIPdswrwnmavGa28zhu1ERocHm1/2U2gszNUXOtNoEVQ6wDC3QTkPvLIWm2/7GqkpUxkKUHrmqR12YhsSvB3D8A1e4HxGZ977rnIOGo/1P4ruauROZgkstBj7m9eLJXlUgEJXaNNOjuzE6Tcn4NkoblEJpfsMBiXwsroBZZwCeRwmsgUqO/M3JQQwpRJnZAhTENc51itP3kyZkbREdMz5YgZMFAm7wbxU/xre9Z3Vm5Qu3sdc1tOP2Y6ctnTXY76oudNPgAkTu2R0Dr+mU8m/0QGW55I7Z4UVw7qkE+R7OluRpA6jirRt57HTfm7xxybj0FdzI5TkjlOAAAHN0lEQVQk7ag9M9oP+USUUNwvX8XQ2ZlwQzu1NriIen1zivEfMm/VurtXd3eMpO3a0JRO2ZYKSIYDUI+a2ysOHsgYN452Asy2UnOIF4/k4fPG1Q8nPKRxz0vdmNtL3pDTxy4hQ8gIM5MJjWlnVHxGETdAwxpxAdsTbbSeY5TJu9ybXG6kh1MbqCozysg7rx8zHbnMhmjSFv6JdrvTELfI4Wgyj9YeeG1kIf2h5QssD9lBn4Od7F0N021q90BDM1m07I9HCyS/q8oT8U+SvWsekJJOXguZiUcKUhlDYOWoxKoY3qCdqzrpVBL1PJYKSEAOahzLuwlXZ2LMAHRiFjnQrlrka0fcQxr3vKidG1jrqxw5zn6y2CVkCBlhetfckpBR5OvdhIDtSRFK6tlRPu9qLqELqQ0s1vTJRT3OFPox05H7YuLWhAvPj5x2W3M9MJd7tAferDiKPBHXycSVRSK9a5Y2Ir1LR47s9mn6hk3MwojUA59Ipmdczs5H0HZgW8sZA2RI9vRuXHnXzNNbZVgqgEuH1d0LjfAOWn0+aU/WrvNXTRhaJW3dWG+Aa79pn9bO2tg8+pNDyD9sRa1kHFfWjHtnlVsiH9KE50VFvYWb3pWNGlxsrRqrBWg3Z8Kll4Nl1U6pjhtKONHk/z715JOcyF/5ylc40cyBxZ3diwpEjkFPyCjkvD3yTtAGpFbF8gPKaBeoiiHO2tHky1DVaK9JCBhXPquoNQm0YesJQS0ppfFuGD/Fv9opffIWzbvyPuZ9ZIbFR9O8GxcYHvKrPeRyIDk91ZHak4GJfJ6pUGXmRIzmXTOCHJ7IXE/Ww2uH1c7IVc2yTS7Su/y/8lGMDLwsxGit9doZU3pXZlWcksne7ZRhqYBAzK8k8x1tH21aFRU1d495LaqiMoAbX+rGnPuc7fZ3Vh3mUPXFFEh8Ou0ONO9JLWpMXBOSdlkTnhcl2tppOz2nZnlXXnT6IyFS8rxmRLSU5Ddvtqx2b/DQYVklzidtGeu1cPr7xoyPMuniMgr2rnYnyFmlOHZaG5y8rNp9RV/5aK3dixnsGTA/ag2G+u41CaqiTU0eXGvoKSml8W4/fop/tfux0Vqtksu72ktTSu/KnkTaiycfP7KnjBYdfuM28xE/asV1GYCJy7sq3mGR3h2rvCuJS0D5ohDZZtzZWeZo3PKuLBjt6d2xyrudPJYKkN6VM+TJuyWynpmyZu2NxDSi9gcfXObsHTHJH98A2hRvVVEJP41348q78nQJz4sSb+EsLRVzXWQ3DjM8MlLyvMkR4ZThdAjFugucQfEpzOyob6zX0jEmWZzAu5F3gixfBsakmJGXle8rs86GP1o5JDJg8jWdS9haCxpv0Q5uBrWMlMm7/LfM5eV9LHuvpGzfTWhvMzNf2RmHN8rjy0NRhwIz+zZjEfmEhzuzwcmf+77v78w0OXH7rop32Ezad5nIfEqr35b7yONTiWGC9l0uNmXUvqu9K0R615/RUgHTezehz1Skd/khSuNdf6efUUJ510xJs1+V2qt9V0u0uOdF7X4L5xfEyPbd1u4OyRweM1Jx5+WDyNe+OO9y2iZ7VxnrtaTxbkJGwd7V7oRW/Eo2CZc17r6Ke8OOC1hk2iZ4V+4J79ojTJzin/6gkhlnfJHe5fdceaO3dk9eI1+EZR7H1R0J5bC4zJpp7cz6rcTdrJ1IvjO2RG9A+ZIe5125jxrfu8qo/uKbfkrvckagdayQP5THD40Vh9KXdzuuLBUwpXdVfGO5iqodDcV6A2m8K4uVcd7VUpLLc+ZVM18REh7SuOdF7s/JEuldLffn8JiRkj+JzBCqotGUC+jmWx0108pu2KZ3O8Z6LWm8q+IzClmfLO8E7a1L3kUJl1XeV5wZ0um4fVoLW2TA/N1rMKhE77biV0ooLyXwrp9iin/5ZtQXw3BlHUVVjCGTlZzcl4HXG9Be/WTlTGenvwntILtUyM4p/HOzvMvB04pNMoTyJy2x5oQW/X7U+F1pC7Pmh6NQjZ+pxzxjP2bpgrgTad1DOFlaooOJjDUHSesfxxlTXJj9mJGgMj1lBq0dpLN7kGjV6BMUeVItdtz4xEeg6y4jHpeMcXvKs8i416PW56D/pa468q4IjOn1zfBzWxoHwBf9D/hvedPyH/y/FKpgZ2S8dr+Z3bjMq2beinEPqVZHKm94GVM/arC7dorq7iaJuEjF3W+yokJL5PrO8jDySsmyb0f0KuJj+qLbVFX0pJPpT3dX5JNoPratqGUAWmIRmqqxko3ck6Ow530lL7EyMAMmN9L7RNVYk6C105VMO7gMajWqr0kpKIF3AQCgRJjlfiKukomRFvHFei3AMeBdAACYJZHe3dOjYcx6LcA94F0AAJgZsg6Z8HeGRKf/rVnFDVwC3gUAAADsAe8CAAAA9oB3AQAAAHvAuwAAAIA94F0AAADAHvAuAAAAYA94FwAAALAHvAsAAADY4/8HS3hmxox/0g8AAAAASUVORK5CYII=" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the carbon dioxide concentration at pH 7.2.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the percentage decrease in the rate of photosynthesis from pH 7 to pH 7.5.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the relationship between pH and the rate of photosynthesis.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest how <em>Zostera marina</em> can perform photosynthesis even at very low carbon dioxide concentrations.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Based on the information and data provided, discuss the role of <strong>one</strong> limiting factor, other than carbon dioxide, and suggest how this would affect the rate of photosynthesis.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>200 &mu;M (<em>units required</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(77&ndash;51)/77&times;100 = 35 % (<em>Units required. Allow answers in the range of 32&ndash;37 %.</em>)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>highest rate of photosynthesis at pH 7;<br>decrease (in rate of photosynthesis) between pH 7 and pH 7.5;<br>little change (in rate of photosynthesis) at higher pH values;<br>rate of photosynthesis falls again (slightly) at pH 9;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>uses hydrogen carbonate ions;<br>uses stored carbon dioxide / carbon dioxide from respiration;</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>pH</em><br>optimum pH may be less than 7;<br>reducing the pH below 7 may lead to a higher rate (of photosynthesis);<br>(but) enzyme activity can be affected by low pH;</p>
<p>or</p>
<p><em>Temperature</em><br>optimum temperature may not be 15&ordm;C;<br>enzyme activity is affected by temperature;<br>temperatures above (or below) 15&ordm;C may lead to a higher rate (of photosynthesis);</p>
<p>or</p>
<p><em>Light intensity</em><br>light intensity may not be optimal/may be limiting;<br>too low light intensity produces less ATP/NADPH + H<sup>+</sup> ;<br>higher light intensities may result in a higher rate (of photosynthesis);<br>as light intensity/temperature increases rate of photosynthesis may not increase as another factor becomes limiting; <br><em><strong>[1]</strong> for named limiting factor and <strong>[1]</strong> for effect on photosynthesis.</em></p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>This was mainly answered correctly, and again, units were required.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The majority gave correct answers within the required range of 32-37%.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question required candidates to refer to the data given in the graph, but many answered in general terms without any referral to the pHs shown in the data. Consequently, answers tended to be too vague to gain marks.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most gained a mark for &ldquo;use of hydrogen carbonate ions&rdquo;, but few gave the idea of carbon dioxide from respiration being used.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many students could identify a limiting factor correctly, but did not then explain how it could affect photosynthesis.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagram below shows part of the respiratory pathway. The number of carbon atoms in each molecule is indicated.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Label pyruvate and acetyl coenzyme A on the diagram above.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Indicate <strong>two</strong> places where decarboxylation occurs on the diagram.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>List <strong>one</strong> product other than carbon dioxide formed in this stage of respiration.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (iii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State precisely where in a cell this stage of respiration is occurring.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>(i) and (ii)</p>
<p><img 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" alt></p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) and (ii)</p>
<p><img 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" alt></p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>NADH + H<sup>+</sup> /FADH<sub>2</sub> /ATP (or GTP)</p>
<div class="question_part_label">a (iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">matrix</span> of mitochondrion</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The majority were able to gain three marks from the parts of this question.</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The majority were able to gain three marks from the parts of this question.</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The majority were able to gain three marks from the parts of this question.</p>
<div class="question_part_label">a (iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>As the question asked, candidates need to be precise in their answers, and many simply gave &ldquo;mitochondria&ldquo; as their answer instead of specifying &ldquo;matrix&rdquo;.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>Metabolic pathways can be controlled by end-product inhibition of the enzyme-catalysed reactions.</p>
<p>KAS III is the initial enzyme of fatty acid production in plants and bacteria. The substrates for this reaction are acetyl CoA and malonyl-ACP.</p>
<p>Three different strains of plant were generated, each with a different mutated KAS III gene: M1, M2 and M3. The enzyme activity of the normal (wild-type) and the three mutant strains was tested without and with the addition of the inhibitor, dodecanoyl-ACP. Dodecanoyl-ACP has a similar structure to malonyl-ACP. The graph shows the mean activity of the enzymes.</p>
<p><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the activity of the wild-type enzyme without the inhibitor and with the inhibitor.</p>
<p>Without inhibitor:</p>
<p>&nbsp;</p>
<p>With inhibitor:&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the enzyme activity without the inhibitor in the wild-type and the mutant strains.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain why the activity of the enzyme from wild-type plants changes when the inhibitor is added.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The scientists concluded that the enzymes of the mutant plants had a reduced activity, but were insensitive to the inhibition by dodecanoyl-ACP. Evaluate these conclusions.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>without inhibitor:</em> 5.2 &mu;mol min<sup>-1</sup> mg<sup>-1</sup> <em>(units required) </em></p>
<p><em>with inhibitor:</em> 1.4 &mu;mol min<sup>-1</sup> mg<sup>-1</sup> <em>(units required)</em></p>
<p><em>Both needed to award the mark.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>wild-type enzyme has greater activity than the mutant enzymes</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. inhibitor is similar in shape/structure to malonyl-ACP which is a substrate of the reaction;</p>
<p>b. inhibitor is competing for the active site / competitive inhibition;</p>
<p>c. attaches to active site and does not let reaction occur;</p>
<p>d. if more substrate is added then the inhibition will be less;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. activity of mutant enzymes without the inhibitor is always lower than wild-type;</p>
<p>b. activity of mutant enzymes with the inhibitor is always less than without;</p>
<p>c. but the differences are not as great as in the wild-type enzyme / the mutant enzymes were less sensitive to the inhibitor;</p>
<p>d. the activity of the mutant enzymes with the inhibitor are always higher than the activity of the wild-type enzyme with the inhibitor;</p>
<p>e. the data does not indicate whether these differences are significant or not / difference between wild-type enzyme and M1 enzyme not great;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Candidates were able to correctly identify the enzyme activity using the graphs.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most saw that the wild-type enzyme had greater activity than the mutant form.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were some good responses earning 2 out of 3 marks but few responses earned full marks.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was difficult for the candidates and very few answered it correctly. A few candidates earned one mark for stating that the activity of the mutant enzymes without the inhibitor is always lower than the wild-type but they were not able to evaluate the data to identify differences in sensitivity to the inhibitor.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>Primary production is directly related to the amount of photosynthesis that occurs in a cubic metre of water. In the waters around Bermuda (32&deg;N) in the Atlantic Ocean, microscopic phytoplankton are the producers. They use trace nutrients from seawater in their metabolism. These nutrients are a limiting factor in total population size. A dense phytoplankton population makes the water cloudy. The data shows primary production per day for each month for the year 2000 at different water depths.</p>
<p><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the month when total photosynthesis was greatest.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify, with a reason, the water depth that receives no light.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>In the upper 40m there is a drop in photosynthesis from March to June. This is probably due to lack of nutrients, reducing the population density.</p>
<p>Suggest, with a reason other than nutrient levels, what might have increased photosynthesis at 100m from April to August.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare production in March with production in September.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>March</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(at) 140 m (of water depth) because there is no photosynthesis (except slight in June and October)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>increased light penetration due to decrease in phytoplankton numbers/cloudiness;<br>(as the summer season approached) the Sun would be directly overhead making deeper light penetration probable;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>there is greater total production in March than in September;<br>the water at 100m is relatively more productive in September than in March / the water at 100 m is unproductive in March, but is productive in September;<br>total production in March is approximately 28 to 29mg m<sup>-3</sup> day<sup>-1</sup> whereas in September it is approximately 8mg m<sup>-3</sup> day<sup>-1</sup> ;<br>the upper 40m have their highest productivity in March and their lowest productivity in September;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>In C1 the graph and questions were quite straight forward.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In C1 the graph and questions were quite straight forward.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In C1 the graph and questions were quite straight forward and only (c) caused problems.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In C1 the graph and questions were quite straight forward.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>A key reaction in photosynthesis occurs when ribulose bisphosphate carboxylase (Rubisco) catalyses the fixation of carbon dioxide to ribulose bisphosphate (RuBP). To be effective, Rubisco must be activated by another enzyme called activase. The activities of Rubisco and activase (each isolated from tobacco leaves) were independently investigated in a laboratory, under conditions of increasing temperature.</p>
<p><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the relationship between Rubisco activity and temperature.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the percentage decrease of activase activity from the optimum temperature to 50&deg;C.</p>
<p>......................%</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Determine which enzyme shows overall greater activity from 25&deg;C to 42&deg;C.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the change in activase activity at temperatures higher than 42 &deg;C.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>In a leaf, both enzymes are present together. Predict, with a reason, how the rate of photosynthesis would change from 35&deg;C to 50&deg;C.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>as temperature rises, (Rubisco) activity rises / direct correlation/proportional</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>&nbsp;</p>
<p>(<em>accept answer in the range of 73 % to 79 %</em>)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Rubisco</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>as an enzyme activase is a protein;<br>42&deg;C is the optimal temperature (for activase);<br>activity is decreased because the protein denatures;<br>denaturation changes enzyme/active site shape reducing catalytic activity;</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>initial increase in photosynthesis rate up to 42&deg;C;<br>decrease in photosynthesis rate after 42&deg;C;<br>reduced activity of activase lowers the activation of Rubisco;<br>less Rubisco activity means less fixation of carbon (dioxide);</p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates had this answer correct.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In C1 (b) there were many good answers.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>N/A</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates explained the change in activase activity at temperatures higher than 42&deg;C by the denaturation of the enzyme.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates failed to analyse the data, they simply described the information on the graph without making any prediction.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="question">
<p>Compare competitive and non-competitive enzyme inhibition</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p><img 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" alt></p>
<p><em>Answer does not need to be in a table format.</em></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>(a) and (b) seemed fairly straightforward questions on enzymes but few candidates failed to score full marks. Comparing competitive and non-competitive enzyme inhibition requires contrasting statements of similarities or differences, not two unrelated descriptions.</p>
</div>
<br><hr><br><div class="specification">
<p>The nitrogen content of a leaf is mainly due to the proteins contained in the chloroplasts.&nbsp;These proteins are either in the thylakoids or in the stroma, where most enzymes&nbsp;are found.&nbsp;The quantity of nitrogen from the thylakoids is directly proportional to the amount of chlorophyll; a ratio of approximately 50 mmol nitrogen : 1 mmol chlorophyll would&nbsp;represent 100 % of the leaf nitrogen content.&nbsp; Scientists hypothesized that the higher leaf percentage nitrogen content resulting from a decrease in light intensity is due mainly&nbsp;to an increase in chlorophyll in many plant species, three of which are represented in the following graph.</p>
<p><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the difference in chlorophyll content for <em>Phaseolus</em> between high and low light intensity, giving the units.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the percentage value of total leaf nitrogen in chlorophyll for <em>Spinacia</em> at low light intensity.</p>
<p>&nbsp;......................%<br>&nbsp;</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> advantage for plants to increase their leaf chlorophyll content per surface area when light intensity is lower.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Evaluate the hypothesis that lower light intensity increases thylakoid nitrogen.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>0.08 mmol m<sup>&ndash;2</sup> (<em>Accept answers between 0.07 and 0.09 mmol m<sup>&ndash;</sup>2. Units required.</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>22.5 (%) (<em>Percentage symbol is not required. Accept answers between 22.0 and 23.0</em>)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>to absorb the same quantity of light (as high intensity)</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (hypothesis is supported as) there is an increase in chlorophyll/nitrogen content for the three species at lower light intensity;<br>b. (hypothesis is not supported as) total leaf nitrogen decreases in low light for <em>Alocasia</em> and <em>Phaseolus</em> but not for <em>Spinacia</em>/remains the same for <em>Spinacia</em>;<br>c. greatest difference in <em>Alocasia</em> / smaller differences in the other two species;<br>d. chosen species may not be representative of all plants;<br>e. (hypothesis is not supported as) increase in nitrogen may be due to stroma protein; <br><em>Reject unqualified answers suggesting only that there are insufficient data.</em></p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>For C1 (a) and (b) most candidates had these answers correct.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A relatively small number of candidates answered this option, but those who did generally achieved well.</p>
<p>For C1 (a) and (b) most candidates had these answers correct.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A relatively small number of candidates answered this option, but those who did generally achieved well. There were many good answers in 1c.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A relatively small number of candidates answered this option, but those who did generally achieved well.</p>
<p>Few candidates evaluated the hypothesis. To evaluate, students are required to have arguments for and against. Few did.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The table below shows the results of continuous stimulation of the tailshaker muscle of eight western diamond rattlesnakes (<em>Crotalus atrox</em>).</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the graph, measure the amount of ATP produced by oxidative phosphorylation, giving the units.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the changes in oxygen and lactate content in the blood when a resting rattlesnake starts rattling.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the data, deduce, with reasons, whether anaerobic respiration provides some or all of the ATP used in rattling.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>0.8 m mol dm <sup>-3</sup> s <sup>-1 </sup>(<em>allow responses in the range of 0.7 m mol dm <sup>-3 </sup>s <sup>-1</sup> to 0.8 m mol dm<sup>-3</sup> s<sup>-1</sup></em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>small/insignificant increase in oxygen;<br>much larger increase in lactate;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>some ATP provided by anaerobic respiration because lactate levels rise;<br>ATP production by glycolysis is high/about 50 % of ATP demand;<br>ATP also provided by oxidative phosphorylation in aerobic respiration;<br>sample number too low to make definite conclusion;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Candidates were able to correctly use the graph to find the amount of ATP produced by oxidative phosphorylation.&nbsp;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most saw that there was a much larger increase in lactate than in oxygen content during rattling.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates did poorly on this question which required them to use the data to deduce the role of anaerobic respiration in provision of ATP for rattling. Deduce is a command term that candidates find difficult. It requires them to use the data to reach a conclusion.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how the tertiary protein structure relates to enzyme function.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the control of metabolic pathways by end-product inhibition, including the role of allosteric sites.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>tertiary is the specific 3D structure (determined by the primary structure);<br>giving rise to the specific shape of the active site;<br>(tertiary structure) enables enzymes to bind (effectively) to substrate;<br>determines whether some enzymes have broad or narrow specificity;<br>inhibitors/cofactors can affect tertiary structure and therefore function;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>inhibitor is the product of the last reaction in a metabolic pathway;<br>inhibits the enzyme that catalyses the first reaction;<br>prevents build up of unnecessary product/only produced when needed;<br>the inhibitor binds (reversibly) to the allosteric site (different from active site);<br>this alters the shape of active site (so substrate will not fit); <br><em>To award <strong>[3]</strong> answers must mention allosteric sites</em>.</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Candidates had difficulty describing the relationship between protein structure and enzyme function in (a) although many had a general idea of it but not enough to score marks.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(b) Some good responses by strong candidates were awarded the full 3 marks, showing a good understanding of end-product inhibition and allosteric sites.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>quaternary</em> <em>structure</em> in proteins.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the importance of polar and non-polar amino acids in proteins.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe non-competitive inhibition.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>the linking together of two or more polypeptides to form a protein</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>polar and non-polar amino acids help determine protein structure;<br>polar amino acids on the outside of proteins make them soluble in water;<br>polar amino acids in channels in membranes allow passage of polar substances/ reference to surface proteins or membranes;<br>polarity <em><strong>or</strong></em> non-polarity of surface amino acids on proteins determines their interaction with other molecules (substrates, hormones, signalling molecules);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>inhibitor molecule attaches to enzyme at site away from active site/attaches to allosteric site;<br>binding of inhibitor molecule alters shape of active site/causes conformational change;<br>shape change in active site disables enzyme from accepting substrate/reduces enzyme activity/destroys enzyme functionality;<br>increasing substrate concentration has no effect on the inhibitor;<br>irreversible;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most answers were correct.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Very few candidates were able to outline the importance of polar and non-polar amino acids in proteins.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In general candidates did know how noncompetitive inhibitors work.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">State the site of the light-independent reactions of photosynthesis.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Explain the relationship between the structure of the chloroplast and its function.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1"><span style="text-decoration: underline;">stroma</span> (of chloroplast)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">large surface area of thylakoids/grana for light absorption/electron transport chain;</p>
<p class="p1">(small) space inside thylakoids for accumulation of protons;</p>
<p class="p1">(fluid) stroma for enzymes in Calvin cycle/light independent reactions;</p>
<p class="p1">arrangement of photosystems to allow electron transport to take place;</p>
<p class="p1">double membrane on the outside allows separation from rest of cell;</p>
<p class="p1">presence of DNA/ribosomes for protein synthesis;</p>
<p class="p1">starch grains store carbohydrate (from photosynthesis);</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">Most candidates correctly identified the stroma of the chloroplast as the site of the light-independent reactions.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">Many candidates could get 3 marks for the explaining the relationship between structure and function in the chloroplast.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State<strong> two</strong> products of glycolysis.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a(i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain H<sup>+</sup> movement in mitochondria and its significance for chemiosmosis.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a(ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> limiting factors of photosynthesis.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. pyruvate;</p>
<p>b. ATP;</p>
<p>c. NADH + H<sup>+</sup>;</p>
<div class="question_part_label">a(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. energy (from electron transport chain) used to pump H<sup>+</sup> across inner mitochondrial membrane;</p>
<p>b. into space between inner and outer membrane;</p>
<p>c. H<sup>+</sup> move from intermembrane space down the concentration gradient;</p>
<p>d. through ATP synthase/synthetase;</p>
<p>e. producing energy used to produce ATP;</p>
<div class="question_part_label">a(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. light intensity;</p>
<p>b. temperature;</p>
<p>c. carbon dioxide concentration;</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Many candidates could correctly identify two products of glycolysis.</p>
<div class="question_part_label">a(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many scored 2 or 3 marks on the movement of hydrogen ions during chemiosmosis. Candidates seemed to clearly understand the proton gradient and the role of ATP synthase in the production of ATP.</p>
<div class="question_part_label">a(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates were able to identify two limiting factors. Some were careless simply stating light rather than light intensity and therefore did not get the mark.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question">
<p>Outline the differences between competitive and non-competitive inhibitors.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p><em>Award marks for paired statements only.&nbsp; Answers do not need to be shown in a table format.</em></p>
<p><em><img 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" alt></em></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>C2 (b) had some excellent responses, but many were very poor.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram showing the structure of a chloroplast.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Explain how energy is released and used to make ATP by electron carriers in the electron transport chain during aerobic respiration.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1] </strong></em><em>for each of the following clearly drawn and correctly labelled.</em></p>
<p>a. outer <span style="text-decoration: underline;">and</span> inner membranes;</p>
<p>b. stroma;</p>
<p>c. thylakoid;</p>
<p>d. granum;</p>
<p>e. (70S) ribosomes / (naked) DNA;</p>
<p>f. starch granules;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. electron carriers found on inner membrane/cristae of mitochondria;</p>
<p>b. H/H<sup>+</sup>/protons transported to electron carriers by NAD and FAD;</p>
<p>c. series of redox reactions in membrane;</p>
<p>d. electrons are passed down energy gradient;</p>
<p>e. establishes proton gradient / protons accumulate (in intermembrane space);</p>
<p>f. oxygen is the final electron acceptor;</p>
<p>g. generation of ATP through <span style="text-decoration: underline;">chemiosmosis</span>;</p>
<p><em>Accept correct answers in an annotated diagram.</em></p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p align="LEFT">There was a range of diagrams of the chloroplast with the many achieving all 3 marks.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p align="LEFT">The electron transport chain was not well understood. Many candidates assumed it referred to the chloroplast from part (a).</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question">
<p>Explain the link reaction that occurs between glycolysis and the Krebs cycle.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>pyruvate (from glycolysis) enters a mitochondrion;<br>enzymes in the matrix remove one carbon dioxide and hydrogen from the pyruvate;<br>hydrogen is accepted by NAD/forms NADH;<br>removal of hydrogen is oxidation;<br>removal of carbon dioxide is decarboxylation;<br>the whole process/link reaction is oxidative decarboxylation;<br>the product is an acetyl group which reacts with CoA/coenzyme A;<br>acetyl CoA enters Krebs cycle; <br><em>Accept any of the above points in the form of a clearly drawn and correctly labelled diagram.</em></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>In C3 many candidates discussed the Krebs cycle, rather than the link reaction as required. Careful reading of the question is vital.</p>
</div>
<br><hr><br><div class="specification">
<p align="LEFT">The <em>Haberlea rhodopensis </em>plant is capable of tolerating extreme dryness. Chlorophyll levels and CO<sub>2 </sub>assimilation were evaluated during dehydration and rehydration using plants grown in shade and sunlight. Graph A shows the changes in chlorophyll content with increasing dehydration and during rehydration. Graph B shows the changes in CO<sub>2 </sub>assimilation with increasing dehydration and during rehydration.</p>
<p align="LEFT"><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">State the level of chlorophyll at 50 % water content for plants growing in sunlight, giving the units.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the effect of sunlight and shade on CO<sub>2 </sub>assimilation during dehydration.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Compare the effect of rehydration on chlorophyll levels in plants grown in shade and sunlight.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Using the data, deduce, with a reason, <strong>two </strong>stages of photosynthesis that may be limited during dehydration in a plant.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>4.2 mg g<sup>&ndash;1 </sup>(units required)</p>
<p><em>Accept answers in the range of 4.1 mg g<sup>&ndash;1 </sup>to 4.3 mg g<sup>&ndash;1</sup></em><em>.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. decreases with dehydration in both shade and sunlight;</p>
<p>b. greater decrease in sunlight than shade;</p>
<p>c. at 100/50 CO<sub>2</sub> assimilation greater in sunlight than shade but at 25 shade greater than sunlight;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both increase (over the 25% water content);</p>
<p>b. (chlorophyll in) shade plants increase to almost the same/slightly less than original levels;</p>
<p>c. plants grown in sunlight have almost the same/slightly more than original levels;</p>
<p>d. the difference between plants grown in the shade and sunlight is less than at any time at dehydration;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. decrease in chlorophyll causes lowered rate of light dependent reaction/less absorption of light energy;</p>
<p>b. decrease in CO<sub>2 </sub>assimilation causes lowered rate of light independent reaction/ less CO<sub>2 </sub>fixation/Calvin cycle;</p>
<p>c. both stages reduced due to wilting/less surface of leaf/closure of stomata;</p>
<p><em>Candidates must include a reason to receive the mark.</em></p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p align="LEFT">The candidates performed well in parts (a) (b) and (c) of the data question but found (d) difficult with many not giving a reason why dehydration affects photosynthesis.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p align="LEFT">The candidates performed well in parts (a) (b) and (c) of the data question but found (d) difficult with many not giving a reason why dehydration affects photosynthesis.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p align="LEFT">The candidates performed well in parts (a) (b) and (c) of the data question but found (d) difficult with many not giving a reason why dehydration affects photosynthesis.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p align="LEFT">The candidates performed well in parts (a) (b) and (c) of the data question but found (d) difficult with many not giving a reason why dehydration affects photosynthesis.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph below shows the results of an experiment to determine the effect of salt (NaCl) concentration on photosynthesis of the freshwater green alga <em>Chlorella vulgaris</em>. The experiment attempted to determine the effect of salt concentration on the light-dependent reactions overall and separately on photosystem I and photosystem II.</p>
<p><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the effect of salt concentration on the activity of the light-dependent reactions overall.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the effect of increasing salt concentration on photosystem I with the effect on photosystem II.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>When salt concentration is increased, some algal cells increase their rates of cyclic photophosphorylation. Deduce the reasons for this.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the graph, predict the effect of high salt concentration on the growth of <em>Chlorella vulgaris</em>. Give a reason for your answer.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>overall photosynthesis rates go down with increasing salt concentration</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>decline in activity for photosystem II but not for photosystem I</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>cyclic photophosphorylation dependent on photosystem I;</p>
<p>photosystem I is not affected by increasing salt concentration;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>reduced growth;</p>
<p>due to reduction in rates of photosynthesis/energy fixation;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates answered this question correctly.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates answered this question correctly.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many of the candidates obtained one mark, although many did not seem to understand the functional difference between the two photosystems.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>Sour orange trees (<em>Citrus aurantium L</em>.) were grown outdoors in Phoenix, Arizona (USA) in chambers with clear plastic sides and open tops. These chambers were continuously maintained at mean atmospheric CO<sub>2</sub> concentrations of either 400 or 700 ppm (parts per million) for several years. Both the rate of CO<sub>2</sub> absorption of sunlit leaves and the temperature of the leaves were measured on some of the hottest days.</p>
<p><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the relationship between temperature and CO<sub>2</sub> absorption shown in both graphs.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The line on each graph indicates the mean net photosynthesis rate. Calculate the difference in net photosynthesis at 34&deg;C between plants grown at 400 ppm and 700 ppm CO<sub>2</sub>.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the data for the sour orange trees growing at 400 ppm with those growing at 700 ppm.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify, with a reason, whether CO<sub>2</sub> concentration or temperature is the limiting factor on photosynthesis at a temperature of 34&deg;C and 400 ppm CO<sub>2</sub>.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> products that pass from the light-dependent to the light-independent stages of photosynthesis.&nbsp;</p>
<p>1. ..................................................................</p>
<p>2. .................................................................. .</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>negative correlation / as temperature increases the CO<sub>2</sub> absorption decreases / inverse relationship</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>4.6(&mu; mol m<sup>&minus;2</sup> s<sup>&minus;1</sup>)<br><em>Accept answers in the range of 4.3(&mu; mol m<sup>&minus;2</sup> s<sup>&minus;1</sup>) to 4.9(&mu; mol m<sup>&minus;2</sup> s<sup>&minus;1</sup>).</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>both show a decrease in CO<sub>2</sub> absorption/net photosynthesis as temperature rises;<br>at each temperature the 700 ppm CO<sub>2</sub> sample shows greater rate;<br>at higher temperatures the 700 ppm CO<sub>2</sub> sample can continue to photosynthesis / at higher temperatures the 400 ppm CO<sub>2</sub> sample loses CO<sub>2</sub>/goes to net respiration;<br>the 700 ppm CO<sub>2</sub> trendline/net photosynthesis is (slightly) steeper;<br>at high temperatures/above 43&deg;C CO<sub>2</sub> absorption at 400 ppm CO<sub>2</sub> goes below zero while it never goes below zero at 700 ppm CO<sub>2</sub>;<br>more variation/greater scatter of results at 700 ppm CO<sub>2</sub>; (<em>accept converse</em>)</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>carbon dioxide is a limiting factor at 400 ppm CO<sub>2</sub> as rate increases at same temperature with increased CO<sub>2</sub></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>ATP <span style="text-decoration: underline;">and</span> NADPH<sub>2</sub>/NADPH+ H<sup>+</sup> (<em>both needed</em>)</p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most correctly stated that there was a negative correlation in (a).</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates carried out the calculation in (b) correctly. &nbsp;<br><br></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Often 2 marks were awarded for (c) but seldom 3. Candidates saw that both show a decrease in net photosynthesis as temperature rises and that at each temperature the 700 ppm CO<sub>2</sub> sample shows a greater rate. Only stronger candidates were able to get a third mark.&nbsp;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates saw that CO<sub>2</sub> was the limiting factor in (d) and why.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were many wrong answers to part (e) which was a recall question from the syllabus.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>Global atmospheric carbon dioxide levels are rising. A study was carried out to test if the temperature dependence of photosynthesis was altered by elevated atmospheric CO<sub>2</sub>. Maize plants were grown in natural sunlight in controlled environmental chambers at different temperatures using current atmospheric and doubled CO<sub>2</sub> levels.</p>
<p><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the time at which carbon dioxide exchange rate is maximal.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the reasons for maximum carbon dioxide exchange rate at this time.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the temperature that resulted in the highest rate of photosynthesis under current atmospheric conditions.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the data in the table, discuss whether rising carbon dioxide levels in the atmosphere will increase growth rates in maize.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>12:00<em> (Accept 12:00 to 13:00)</em></p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>photosynthesis in maize requires uptake of CO<sub>2</sub> and light as energy source;<br>sunlight intensity strongest at midday therefore rate of photosynthesis is highest at this time;<br>light is limiting factor for photosynthesis so increased intensity increases photosynthesis;<br>high rate of photosynthesis means high exchange rate of CO<sub>2</sub>;</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>31&ordm;C</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>data does not support idea that rising CO<sub>2</sub> levels will increase growth rates in maize;<br>(at all temperatures) there appears to be no difference between exchange rate at current or elevated CO<sub>2</sub> levels;<br>temperature has larger effect on growth of maize;<br>so if rising CO<sub>2</sub> levels causes more of a greenhouse effect/larger temperature increase, this will affect growth of maize;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>A range of answers were given, usually within the range acceptable in the mark scheme.</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many gained both marks for this question, but weaker candidates gave incomplete statements, mainly failing to link light intensity and CO<sub>2</sub> exchange to photosynthesis.</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was answered correctly by most candidates.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some candidates were able to interpret the data correctly, but there were few references to temperature and its effect on the growth of maize.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Transport is the function of the protein known as hemoglobin. State the name and function of another protein.&nbsp;Do not use enzymes or membrane proteins for your answer.</p>
<p>Name:&nbsp; .............................................................<br>Function:&nbsp; .............................................................</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the role of enzymes in metabolic pathways.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how the link reaction and the Krebs cycle are related.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>name of protein;<br>function of protein;<br>(<em>both needed</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. enzymes speed up/catalyse metabolic reactions;<br>b. by reducing the activation energy;<br>c. each reaction (in the pathway) has a different enzyme;<br>d. metabolic pathways can be controlled by controlling which enzymes are produced;<br>e. end-products of a metabolic pathway act as inhibitors;<br>f. end-product inhibitors bind to/inhibit an enzyme at the start of the pathway;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. the link reaction produces acetyl CoA/acetyl group/CH<sub>3</sub>CO;<br>b. acetyl group/CH<sub>3</sub>CO joins with 4 carbon compound/OAA from cycle;<br>c. both occur in the (mitochondrial) matrix;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>In&nbsp;(a) naming a protein and its use should have been an easy mark. Unfortunately it was very poorly answered.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In b most knew the function of enzymes and their reduction of the activation energy. However, only the better candidates gained the other marks by correctly putting them into the context of pathways.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>&nbsp;In c the production of Acetyl CoA from the link reaction was well understood. Unfortunately its destiny was less well known.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Explain the control of metabolic pathways.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>metabolic pathway is a series of reactions carried out in a particular sequence;<br>products of one reaction become substrates for the next;<br>each reaction is enzyme-catalyzed (and thus represents point of control);<br>some enzymes are allosteric;<br>allosteric control / end-product inhibition/negative feedback;<br>end-product acts as inhibitor of enzyme at beginning of pathway;<br>product binding changes the conformation of the active site so substrate of the pathway can no longer bind;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Only the better candidates understood what was required in this question and gained some marks. Many did not attempt an answer.</p>
</div>
<br><hr><br><div class="question">
<p>Explain the control of metabolic pathways by end-product inhibition.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>metabolic pathway is a series of enzyme-catalysed reactions;<br>end-product acts as inhibitor of enzyme at beginning of pathway;<br>allosteric site for inhibitor to bind / allosteric enzyme with two different binding sites;<br>more inhibition if end-product concentration rises;<br>prevents an excess of production/build-up of intermediate products;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Control of metabolic pathways by end-product inhibition was weakly done. Many were able to get one mark for stating that the end-product inhibited an enzyme at the beginning of the pathway and some got a second mark for indicating that there was an allosteric site for the inhibitor to bind with but very few got a third marking point.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of the structure of a mitochondrion as seen under the electron microscope.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the structure of a mitochondrion is related to its function.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for two correct labels. Structures must be drawn correctly for mark to be awarded</em>.<br>outer membrane &ndash; <em>drawn as a continuous line</em>;<br>inner membrane &ndash; <em>showing folding to create cristae</em>;<br>cristae &ndash; <em>shown as distinct infoldings of inner membrane</em>;<br>matrix;<br>intermembrane space &ndash; <em>shown as continuous space between outer and inner membranes</em>;<br>(70S) ribosomes &ndash; <em>shown as small dots in proportion with organelle, not too large</em>;<br>(naked) loop of DNA;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. matrix is site of reactions of Krebs cycle;<br>b. thin intermembrane space to build up high proton concentration/[H<sup>+</sup>];<br>c. ATP synthase/respiratory complex on inner membrane to produce ATP as protons pass back to matrix;<br>d. folded inner membrane / cristae to increase surface area (for electron transport chain);<br>e. ribosomes to make enzymes/proteins (required for Krebs cycle);</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>There was a very wide range of drawings, many well drawn and labeled, but more that were highly inaccurate. Quite often cristae were drawn as separate entities, rather than as extensions of the inner membrane.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>If the drawing was poor, then 8(b) on structure vs function was also poorly answered.&nbsp; This was an opportunity to show in-depth knowledge of aerobic respiration.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between oxidation and reduction.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the process of glycolysis.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using light as an example, explain the concept of limiting factors in photosynthesis.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>oxidation is loss of electrons, reduction is gain of electrons;<br>oxidation frequently involves gaining oxygen, reduction is losing oxygen;<br>oxidation is losing hydrogen, reduction is gaining hydrogen;<br>oxidation increases oxidation state / number of elements, reduction lowers it;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>takes place in cytoplasm;<br>glucose is phosphorylated/two molecules of ATP are used;<br>one hexose sugar/glucose is converted into two three-carbon/3C molecules/hydrolysis;<br>pyruvate is formed/oxidation of glucose to pyruvate;<br>small yield/net gain of two ATP;<br>net gain of two NADH + H<sup>+</sup>;<br>does not require/use oxygen/anaerobic process;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>limiting factors can determine the rate of photosynthesis / if the level of a factor is changed the rate of photosynthesis changes;<br>only changes to one factor will affect rate of photosynthesis at a particular time;<br>light intensity affects the light-dependent reactions/production of ATP/NADPH;<br>at low light levels the rate of photosynthesis is directly proportional to light intensity/light is limiting;<br>at high light levels there is no further increase in the rate of photosynthesis/some other factor is limiting (e.g. CO<sub>2</sub>/temperature); <br><em>Accept the above points illustrated by a suitable correctly sketched graph with </em><em>both axes labelled and correct shape (see example below).</em></p>
<p><em><img src="data:image/png;base64,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" alt></em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>This was answered well by most students, the majority getting two marks for the idea of loss/gain of electrons and loss/gain of oxygen.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates had no difficulty in outlining the process of glycolysis and most gained three marks. Some of the weaker answers were too vague with few precise statements about the different stages and substances produced.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The understanding of many candidates was a little limited in this question, and their answers were less well presented. Many had the idea of limiting factors, but few could express clearly the way in which light could affect the rate of photosynthesis.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the secondary structure and tertiary structure of proteins.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain what is meant by allosteric inhibition.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img 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tmIa90c7Qc8jIdQgpILfflnCJsgMCSYlwstt9AJeDIuFYu/+gE2VODo+vUImP0Aepi1bWs20lbvQc4ND+Pv+55DlMZsiKVlF6gyA357K0JbyoH4BQTiFukvhtp87BKObViFD0Y8g4Q+NwItYzBle41kgqW1RvJHqzat+d8Mh7lTZZ9PsF8nn9qcdVhashtbIjugaZOO6P2vQuAUlW++fttYoEF6Sz0vQy/LzLprI+Zk/Yzmoe9g3796e7A7ncvngRF4MaI9/Px6IOKlFzGl5H2pvDzfxvN/iHrkDrSiz/d4sA1q/1eGSyZp3/XdTzDa5lkXhHoQCK5pLAi4ZygmbduAtCPnUZ61Cd/d2Ql462usK/0R+w+HI7RV3Zv5DThqaqeqVSwGmNrv3oOAutigVmbgyw/GYeqjr+EjfsrJZlgiBOFjhiM0bgUWlR7Ht7MeNDcT88ie2sh224yGsKeudmHfbPTC4bmtcZRFZyLlcZnV1Y7aQD4e2U+7x68uNudeIhSmQHCt0+p2dOm/CRnf52LP/Nvw+OJJmIQjKP58AZY+fS8G1KOVX8Dvze1U3eELG2AJK6pyJyK27UzMPz8UTy6ehlh+xQy/LkMx/J5kJE17DQnDIjHE1EzsWrCn9vfOvtkJF7bGerwpszrZUXP51Nt+2hmbz+qbOdePwqxNw7zmza8BH4SN375MY5OnodaNr8eGyJu7OK8l9HnxkU0Z++jGiFtwZN0izBo2Do/dOhgDx2dg4awCtOl8M58K1NmfSra2VtlWVGdLax+RSJ1+C1M71QxXfS+zQ17fEfca2u8eMrBPdtCy8EusO3EO5T9bYT1TgXOoRP7nKVj5wAgkxIehdcF+2B286W2GFfzuR3Rib5QuvoQBMb2oWjTBI3vqAyjV2263MLOFXoSS/gM9sKfejrIAM1vePajQycfcvlmVVjue2xpn2Ii27E1trvVlVjc76paF3+AszYv39tMUQ9t2h13+Mb8I723OvYUOWd3i4W1XmIawkxI4wzYMcNsxu40m3wHZYFyNOK8AurzYN9uoNjSY4a4NOmzpmA0xNxWQNsmwTR+qjSD08H91LpmpshUdPy2Mp4MeOltnabMKMbZTNUqx2g55teQdyNl+N9PQPrmK2wCyzXfryaevqNOwm5SqbZf/M4dMpn9bhkaQ/ko49g04KsqSyPgObszE3NpTJ5LXYm5QpcVhu2tkC52wo8jZPtjMntrEltdYPrRNGNg3O29S1JW1Kr3OZZjncEYhHbyNeVRm3thRq8uWyVdnb+7Gftrctt2grnpjc05h93nDNaow5V1fPreTEjijtx1juwrVH2ZvCK5GnFcKTV48tylrfG2w8WPNm0B6JgszMYE53rar+k/JKp/RuncEYu9thiZsKq/gBLJmd0NwE/appTulYXulLQe7V0UjpuU/8e6KBxHOrgU/hXjlE3n0uv6ZEthQlZeIqVK47PxAPPh1ASpyn0X8ELYD6n3MaN8V3dKOonhnImYNvA3RbP1BSdOI+fiEh9ksdgW28DlzW9FyvBnTkoepHEZTkGqU6bN7MWxYO3p/Z2laTROWKj9mcby4MwNpNG0t5+7lO7dqtXkMfx4Ts4ppzpX4RiB6Rbz82Sp7+Kpn6LlX5w7FSJfrLnyqlIXf+XXsPJGIJ5Q0PfEZfsR+rH28Of0djuhdh3k5zUVa6U4sfeYZTNt3HrnRv5XuLVQ2WZzNxlIpf0pZ0TwXptnzVusy/S5g3wD2Ik7jeuMBlVvw6T+D6TPsuYEIX5iFwstpeL0zlwuvD/L0NP1N5ZZWe1n1CTGlTsnTrHNjWqPdsL/I9fqJNOQ51Vs+RaTZpOLNx/kFXmHLxtpHM9A3vJNud6pAUA+44nSJ+W1GNj9GtjChJGxwJ25Mqvu0mPRciYn9zCHJNknvS5BNsWhsc+xTXSoDbRaXgc2ZYu/EfG0esJbyaRVlKsscx/SZJ7ZRp0zicHxKTpkqMbNJ+uAjZerB2d7oLLO9G9+B56eY5C6IIDH66SgnPLPXs+dTmQrS2I7Jv5msZcPnKtmWTMqzwwia5e2iXV7O6XfpNo3hcZxnvLa7kmB16fEA/ly1fbqI+b28XPgOeV7zNZbTZE9CT1rmZ6TwnWzZJkwhk6W6p7YF5HXMoN7q86apxy4wb4MCDXQEP9XtFKFAIONtu6qnwmToPqPFOzf2jPrwn7uLnNAYyCqdBVVy2zeaPKPMvzOM/C6qOhqNj0jnNDk6KZ0/Sp1vSXOcp88cSlR9sLAOuojDEf9llz4dc0ipJj618W+RpPzczc9r4eta3Oen0rHICqyUZMXE8PUunUNoA+Vl3uGrZSsbmxun3w2exvnTNx7UG2e0630MXl+kcrhI8hfd7lB+VNHLn0tUfTFGfVA5ZZxxNWXsWp5O9dgEFpdAIPAt3rYrH+yS1dn8mNrC/AHN+C0Klo6h+D/2x08HXdjP1Br4EnSHK7up29H3kR6wrv8Wn1fRsAuO4AdLX4R1dTcxpp8+c2Ub9TuP4mhCwzC3SbqA5qbTdbegzzPjMSr7aUR37IR2k9ciQ7VF25iGtddzpmmDTzfeVLS5TnZXtvISWm5qeH05fg4ltub4/f0R6PHSv5FWboPtyOdgphn3+ZnbI97f2sgWsC71ViAQNGZ8b1bihS2MraIEPyMQgXf9weSZhvAl2ALtH56EWXge0a2aodWQZui4bQLGuHPn5YQr2yjP4iA0DFc2SeZrL35oeUci5m0vQ9HO4VRxDseghfv5mqgLGtBe72pwtn1kneyuZD+qPyD3pG7d9/9+h1AqdMmG7/8tRtruQhzdfFhaB/PzxpatQeptI+KaMeFS0JnveOS+rAKHFwxCvN5sQ7NmbvahA4ayL0Be71YfzWLn46X/5Hm21i5oVPigi9TZ/Jja8eRD6maOf433t8o+L7cuXYdvRg/H2G5/MH5m5jKsM/QlqEKyzSlEjaR8K7kNlSubs+PY8vJELJ/wgzxCKF6B1f2DPNgYUOvkv9DcNuqkeRy2Urt92Rk6suk82Myn4y2mfkBLbMeQdtdfEZ9bi+B+kxH9x1u4vZobPLLX09vkKXBfnJVquzdFJvTeClpqqrydo5I2Tz8/5RY3cV7sWie7K78uozA2Nt9ebraiFKR+aEXYY/ehm3QDdya+/EVMmD8MUV2YE3MXfjM16aOY+sCkqHxlWmn+5FkKLr+rTiGy//EX9zahlihMvXQJOVEd+YnGTe3uiRj85xSsrG1Cf1Vib1I0BiXQOsJ+mmHLxjcrlLJXoEo06QUsuD8dhaQYeck/43DMy0g0tIXsiWGrCpA9O1A1K1GDykO0zrV9CzP/Go0wTzeoCRoPtEN3i/ltJjY/hrYwVfJaTtBfyfC/Mdsj2X5JstUyfeZ/hr4E2SaSMpVtzpcaH4TaQ2tzxuyMDui+ns8OGp+0AUROihGa9Ur7OqyZbdQ5kzjW6OzL2DqmzmaL2yRp49P7AX2VjB7yPEnhX+XXyNENru31DPJZfcJhO5bxEZltl6Vr+z3N4ZR+N+uYans1l3HS9J3bb1Bv3MtC4/mBlVuK9qPq2o1iCga2bNsWa9Inr1OrbfRU9fbtN8hUV3lxsYzJ7mlYrmdTLf3+A90eBwM8MkkpSiAjVW3HGZN1e2UjmAebDQUNi7ftqp4K0xt0mx+uFrQz3jTwGd2X8Y+RTWFhvusorkQcgl8UZm3QWpAqu8F69n2ymr842N1vGbp5MnKtVEDKPXTNdZq246IdCeS1yE72lwPZ7ZPaiN3M9ZTuBZN/AOGS+iVNUi5abyUeu5uiL8PaF5pEeUczi1mzucrdBrRykv/OQJfKzFq4miyNp3FKMjHDLB5FgQdJu9atNfJGSXeb1QS+h9UTb7iCCpPvCDV0SXPlYA3Hv9801Zcl5EYcoXcUXA+uRByCXxbGbZCPlOzK4aLkZmmkxUICZ28i6crsj9otlQvXSlqlYuIq6YvP+GyOPJp2zEi4Nx8yj7vC2dM/VSKvdZhranJm6CKsjO1WvlOaFZDjYrvN5VGiVwrTvjOa/9bhyLPzzIQWF/FIO+fpy40nZlaCBqORKkw+upQqGT2u5iiTvnVvWhDmeAtllX7BJpWTYB9wJeIQ/KIwb4M6Mymlk5ba2P90U4+uzJjy+EiPKxU+6rG3WX5IIz6NmZR+utNMSbiO20qV1OKg/nblp0yJKqMv53TsJmc18erRysUbhenRdKx91OvK7lcozMYOq0vecIX2RfojKHofS5l8eOIaqKFoFYbI8VuxVUkL2YSt4yMR5kuTiisRh0BgSADa/07ZjHODzrzKlRlTlaSJ7LhwlaRtup5+rch13Fa/3rg/4X9Yt3Y/TuGiY3eyx+6mFE4h79+JWPLPP+FvH7vdN25AhT1ul12UXzf0fX4BZkYckPwt1tZuVH0lih6dX8c3tb/mN+upRUVOJr5GEAJ/r/jxFFwLiB5cILiu4LucQ9oi0E+jAilemDH53FWS67ibsR3j9w/E/ZJdcL5jh6o36WCfVYzpivu/7YCaZz5XOaD2AsPdsSb4tcGNgf5o26YlfW8YhOeOORQ6GxQ8YLnIb9Rh+y/SV2XhVNBQjPnj71wrZkGj4ppUmObupwSCXybVX23AMslEZjmWLSxBj6cjcJ/faa15lUszJpVrJZeuuXJ1Jlx6cysz8yH3cSs+LFOiojBrHLcL9tjdFE1JznLM+WQgosY8jnE37sTeE4o7Yr35jtp9mXyHgvKhCvc2yedRvONdfLZupBdKj33MIhlLJv8Fwz66DT3emYIXO/yKXxNcE9C3Ibd4eFv9qVxNpoWlGq4rNBxsOz13JeVLrkpeBNcr5m1QXquzxIwkI6Rdrt25CyXtp/wca5zGZkwMT1xzpWtMuNyYFjmt3ZnHLWOyMdAjd1P0Po27rBSyZEKAtGP39bcHmKZRuzPV3e5Y1SYrKR1LSNIho93ADLlclHgcB3tuIXk1U+UeTVnPlL49zc8JrgisTLyhCfsffcglbE7eg9vqSSH2zuqH3offwaEVQ2UD8itBVQrmhj2Dj57P86Eh9lXKi+C6xbwNsi/K9MdjPTJR7uaTgILGzHF8/eC7OLr2TcR5/dUxQV3xVrfVu2TsLp2eW4wU7i7J3O0R+xRVKQ5/wt17NQlGu8krkFZ4GvkLB+ORfxVKHse78+lWQ9dZdjdhc5HGZlfcuPJyQNOjd4m1cZvOldRibNS48OIL+PRoPm8vamsV90+yay8G+0rMB4qbqOAnMGJnLnI0eVHCCJdcj9ndRUl5vGwoo5MmLsMEAic0X1cSXJPQPmzj3Jfw4XNT6vCJTsEVhY0w3WF+mws7sIRX+FdNglRuj6pI4ZrexDIgQTIotk8BSVMRfApJmcYxcZ31+YYh8vSKNA1T6Zh2MnTlpcbEJZbKe4TDvkpl28XtyuxTN9JWeO6ZQnETRfNXpqRRnS6eFzlNBtvw7d42VDIydRkm5mp+yRi3Qe20n3Z6USAQuMO4XZlTz9eZEDzw+lZpN5r/HwfjqfbN0TL0RUx4tQ1KVv0aD+9OwhRLEwSG8K3TtixsXHQQgbHDMab9r+DXPg7TX74fgR98gvePaLeA1+asw9KS3dgS2QFNm3REbzZiO7ULK2/6ANvtH7Nuibun7QJV2sBDgxEX2hp+ncMQ4X8Ip8sNdqhZLiBn4wY6or0Jd4xPx+o+LfkFGUuf1di/OQJB6IDQjvyaXxu0vqWp/DdD5QDYdmQ53l8Vg7jYXmhNn7n7hQJuMqON2y8gELfwvzXb8OlI9rl9WhmZ5TsjX729QSBgsO+VXpKmlNjhzkuLQCCoHw0w/nfYgZ3WeJen2M7h3GFl5xpDUR4lKCmv4ecYtS5cZ+ltm1y58lJzqwcusbzzgO/sJqoOaGTkymWYVrkLBAKB4MrSAArTYQd2uz50v7a46Q6g5Gix7iv9t9MRndruyeLCdVZdsRi6xKqPYYrsJsqXniZcuQwTCAQCwdXEZwrTyA6s+0Wd2yO/vhg45g8I5DZVzMXXtrRMnJgSjbHBDl87LQu/RFbLSBPXWRd17qfMXXlp1dh+Q5dY5/lVpugL16XjaKnWtgtojTa3+KN6y0HsspXh8Kfv46vqauRGx2J46eN4NGIdFs9awzcZ1aJ8/VTMLHZYZUl5OdsCv7FkIvNgIWyVW/DvlEw6inwfM+57G9voKFUtI3OXYUYuhAQCgUBwxSAe4Po2Yzuwgmr1NyCVDS8UjecBZpP0Kf/GahX/ALNiR2Y1dJ11YqeyMYceepsqJ1deJ+U4JfaRVUYusVSupF5+OZS042E5vndbI21kkr0wyO6mXmsxnEStzKJppI9r3ETJH6CWPDpo8uJw98Xi3bb6YdJi+ByS8E2CgWsonUcHnm9XrscE1z+sLggEAt/ibbvygR2msAMTCBoa121QIBDUBW/bVf2nZIUdmEAgEAh+AdRzhCmPLhWvAP5zs8UoUyBoAMQIUyDwPd62q0b0aTyBQGCGaIMCge/xtl01gFmJQCAQCATXH0JhCgQCgUDgAUJhCgQCgUDgAR6vYQoEAoFAcL3hzRqm2PQjEFwDiDYoEPgeselHIBAIBIIGQChMgUAgEAg8QChMgUAgEAg8QChMgUAgEAg8QChMgUAgEAg84DpSmLWoyknGkvG3oVtaAT8n8AmVGdj0Sjc0i/0MOfyUe07h8BcjENtsLBKLZc+ktbuj0bnJOPtv91Tg8IJBiM8/j6q8REy9t5m0q61J+POYmFWs83dqhnM6fpG4KUNN2dSpvH1IbRrmNW/eoO3Y+7roAk/lZctB9sJw9G8+D2leReuDOmzbgoW9liCDue3FeRTveBJPBNO21CQYd7M2xWVhK0rBB/8MRvN5e6HyMixQYGYl7vDwtquLNZ0si2A+JPV+MK8EBWRP/CMkoUhyoOkjakhl1igSlnKC/75anCbZs7nP0di15BA/646aLMVv6di6y4WWaXLPxeRg2Woyt58/CZydRUpJseRb1GKZRpLK3DsJ9Uk6NDREWbunfm3QmzKsW3lLVK4m08JSvXtGorHU9brgqbwukeI1PeX77L52PcMXddiaN4H0TM6jkmZ/x5FIRJG4vDLut1cJV/ZtzNLoPzebpvj6h+XVG66fEaZfBEZvXI25/oX8xJWCjmx3T8XUpCD+20dUpSEpPg2nm17tj0YE4u5pu7Dl2QD+2zMsfVZj/+YI1EcqtiOfY+nT96Lb+cPI2dUPYeHdcCMNsUv4ADxQW4rT56XXZZf4Ih0OGqisGxxvyrBu5Q0UYu+CqZjz26b8txc0mrpeFzyVlz+ConeCKk3+23PqX4crcHTzYfQN7wQLq8MFh/FNcG+EdW6N4MgN2EoWITHYQu/riWGrdoIqTfkxgRM+UJincPiTBxFOh/XNYt/EG4PekKcbbDnImt0NwdJw/050W/Q9StjtfFqC3S+dn52JHKnfc4TDpgnaTV6BtMLL8nlpOmIEolfEy9MIwU8hPrecPQRUbsGn/wymz7D41+M7603yeU149AifgeQiGp4yfXIvDVOZ4rMf8rSEPF3j+O1An9e52HDgWcQPSUEG3seM9l1pPr80CT8c0burDMI+j+Jdk+3Tjc1ik5Dy/ZdY+swzmLbvPHKjf+sIo/PrVLZV2Dunnfz7CTYFVMrlcy+GDWPnO0tTWbai5XgzpqV8n1peGmjcmwfLMmL3fL8dyx5ojuAl+brpzgAE3Mwa0VkULbxLKtNmsSuwpVJWWMZxWXBDQFvcIN1BoeW+e1U0YlrORdqlNLzemd7L7mdyOLGV/5ZlJONo5NpKyht8xD0Iu4U1cjVGdVFJRw2q9/7Duf64qKfa89/hVK6urNN+ckwV0zBfnTsUI+3pvxKUOOoCrRs7TyTiCSm99KB140fJ/V5zLtcbzMtQXTZSwSvlraCewtOWvcwp5C8cjEf+RV9WPxqG7vbpPYN6YdT+Wj3rqOtPrMaOnYmYNfA2Xhdoeaun45sMxINfF8Fm7xeUei+nTT7kNsCmduV6xX8rOOXXqN5Id2rQ5Md+sLy21clL3feo+zKFUzidJJdBk/AXkJh3FqdSe8nhGbZxXVvShM/CMOvbeB9jy8Y3K4YhqksNDTcYrSO3oLZ4KqKbNUHzWWuRqZEF58xufCDllaV/LTIqa1CV+xbmxrRGu2F/keNW+h+nvJ53kx/HM2p5y32jug9ohPCRpktc3laWRKb48+mxyg0kuSebbjhHsl/rRAKf20QOWa2kMiuGDvt7kbBNhaRwTW9iGfAGSa1k0zDsfBiJyjrDzyeQpMJqYi18h0wbYCGW0WvJjzuV6YjuJHThQVLBp14tU7aQElJA4+lALCOXk/SKi3x6gU/JsnRZ7qRxlhBrQQIZbbGQoMW7SZYyfRL2Jk0Dn9Kj6V4yNJD0SP1JmrIg1j1kTc9RJKGgWrpsxzCvypQJm9ag+TYIX54CYfmspL9qSPnmCBLEp0HktA2i10qlKa15NN9sOqSmJpXM9ffn08vl5PCiENVUzjFC32ilKaAT9umawXIYDBrO7MA+JGJzIbFyGSFoutMUphx3Fznf9O/hgYFkAJeZFj7tFDSaxOWU8fyw8qT3uYjLIZcax7SSkgcm8+EtpDI+YD1D9rzUWwpDyh6DT8duZUkuSiCxTH4r59F/WV553Hpclo9Z/TGqp4dNzpdo8sTKIX18B56WYpK7IILESGXse8zbIE3DpLa0bsvTbUxuS+5uy9NE69qmIVSu7G/zMnQqG+VeaYpRzn9g4ItS21TqKJNfMbvVjvoZimG9GE0m/aONc/tT13X69/wQVsZKe5HrOouvlLbLtbEtCCKXkYP2fkFV7/l0vf+oT2mdYr+rSGFKGOm5hrdrjlN+TeqNFp4Oqb6WSvEESdOaF+k1dd6rTfuyA9YaeVqWl4HSBmRZVJm2cSZPTb3zpm+jqKdj7VPDPB7nspenZeU+lfbRORPISBp+YMIrZKpULkHS0shpKSwqX9O8XjTNT6FH8r4ymLcrY3yjMC0RJCx5F+1c+Dl7pdce/q8tJsn3tXBeY6SNfGm4v6PRs4YuKRVWIas0CkZdOSXBW4bySsseUysZNXIlkBSRriLKyPFZIpZJHTTrTDqMT9d1CBSjvFL0nahT+EqHzztTx/2VcqXSpIWjyYu2kus7NK18lPD18nfEL8PDtCtSrpTtnYAaXWeoSpuruLRy0eeBypkr7NAxY0hEyo+87GU0jVwnP7mzV3eUHI/Kx5GXArN6+upcMtPoPK0/FzVhycoqcNJykqp/ufIxLH5jtHWXyWBqELhCKyVZMTG8fM3L0HX9qpD/1slCXY4y2vDN68Vx5/ahb7e68nagTqdzvZdQ9wm0X1ncYSrPvxpdfk3qjRZHHyKt7WnS6Mj7SZd9WaVzG7C/TJe6KANFnrq8Srjr28pJ/jsDVW1aX9b637p8ql7WM84wOQU7ysmrvDryI/fb7uR9ZWD10hvqPyXbegieWkn/jeuH7k0HIvyTfFSdzsH3x0NABctSYz8uTb0RlbuN5jrO4dxhK//BUKYgSlBSTnTTEQ6s+Rn4rDYQgQH6qTmFU8j7dyKW/PNP+NvHyp4v/XQTw4KAiOlYWD4FM9JP4ujWLHT+013OawYGeZWm7zQYhW9GDSpKK/jfdcVPJ59qlJw4juMYC9q4VPLfitQ+Lfk9Km5oi8AWrBr4o1Wb1kDIPQjr3Fy+5pZa7+LS4ddhMp5/z4rcxUVoe9uNtBQU1Gsuzvh1fQpjHkvHurX7aQmr8Kh8HPiZ1dPRF3DEsP7erUvPrejzzHiMyn4a0R078akr9+uqvoXW3XuGYtK2DUg7ch7lWZvw3Z2dgLe+xrrSH7H/cDhCW9W9md+AozhxiNbR2LWgnbBDHseeQ5RZs3NZL1p50T4UalGV8z4+eXcQRjy6n5/T13tO68fx9HsHsPiDnSg78hleGRKJIa3d5N+jenM7+j7SA9b13+LzKrYscAQ/WPoirKs2BU1c9mXOfZ9fQCBu4X97h4d9m3061tM2rYf3C5TTLQJxc9Oz0t8SXuZVoax1jFfttDFRf4VJ1crtw9Ox1XoIe5IvAzF/x+gf+uHOkOM4kn1U26H5tcVN/YHSsvO0Cahg5+8ASo4W6wR3O0I7mhe0X+tAhGAvth0q42dUVH2JpTFdcf+3HVDzzOfuF7L9euO+p9sgc9XbWPDqQ4jq05ZfUOOc1/h6zbc3Q0CbAODnMpT4rJ/1R+CtIeZy0XPhHEqkzTOFyNtzDJahPTHAtCPUY/EuLg2008lNxNid/0LajANIG/IiEpV1njo3cu/Kx9aum3E9NTvvhAUt70jEvO1lKNo5nCrO4Ri0cP+V347f6nZ06b8JGd/nYs/82/D44kmYhCMo/nwB2KapAfVo5Rfwe9zandbRr2kZl3taSetTL/Sw9dFeaDPuOLaHLMAit5tmAtD5/oG4/62leGH+FuMXXyc8qTct0P7hSZiF5xHdqhlaDWmGjtsmYIxOGRMv+7LaglzscNPPOeFF36ZsnKt7HahA0Q8FwP/9Dv30/UId+22gjY/70StH/RVmcSIiui3FlvN3oPfIMRjY5SBKLtyGsNEdUDt/LkZ+XSQrx/L3MeLtG9H/0Q44lTAfE5VNF+XLEP/xbzFwzB8QyO+32Q5iW1omTkyJxthgP1yoOEcbrkIFKs7QLokqmdKgAXhwwAGq5NYgpagKxd8sx1fV1ciNDkfnv07AnE8GImrM4xh3407sPaG8CfHnnQhAl+GTMSnlXaRNGIIoo7dSo7yWX+IXKbYirFt3AKX68Fu0w28smcg8WAhb5Rb8OyWTvn2/jxn3LUJJ/4GI3PwW4hfzzSb0ypfx66j6UqhG4brtKAtog6Dje5BxjNkkJiF1Q6m0waLXvD2o0MiHdlfdhmAslUvG7CR5MwAtgYovx2FiviqtVLH+pkdfRJ46iIz8Uqq8FmDF6grUZh/AsZ0vYWKWugLrZHa+BGesVunFx880rio+yqAKuYLVgGpUltIy5wraVpSMaVG3IC7pCfztxc+w9qHleO2FFGkziXEjP4yMT3cix2ZD1e7X8d7H3THgwR7aztCwfC6Y1p9jfhHG9XTBb3Cv0fk3c2F/n6ZlvW3bSqTc9VfE59YiuN9kRP/xFljPVNAcX2HYy96IW3Bk3SLMGjYOj906GAPHZ2DhrAK06XwzVV8M8zK06coGKJBHldKLXAt0DX8QYaeWI3FmOt+gdxwbRyzlNn3OtCz8ElktI03qxUWT9sdgdT0ThaUl+BmVctuqzcT6mbkIjB2NdwcRFO5RXmFsunJ14Nd1Ml6YuAELfxiLuP5GL766/Lpr1xLHseXliVg+4Qd5tFy8Aqv7B3HZOuR1HPe66Mu4xrmQh4wjNH6q+Ja/vQkVs59EfPCv0KKNWRvPQrGqLdXmLPewbzOaqdGXtf63jPVQDjIr2UvtTCx4qRei4h5AB6nOKJsqKX59XeTVRX4efxxd713mRt6NFFr4bnF5W9FsMmTsO+QNtnjNNlbM2i7PS1ekk7SJQXztIsixzmM9RHbNCiW0o5OuyYvL9AHNeXb/p2QrPa9ZCwmZSmYnqNZTYlNJbm4CmTKA2V/SZxJeIVP8w6W58YIyvqAupSmFLJkQQBAUScL682fp4ZinVzhGvh7V02ANj2OSV/ti98hE8lrMDQbhy5sRWN4sI98j21Y/TFoMn0MSdhQRK6kiRZmjSGwQT5eyIcB6gKQ/S+UXFEtidhQTq7JBQIp3PUlL7ERCZ6SSTBqWQz7KekENqbTLhV2j+TZcLygm+SkRJEy6h4W7kaQnh+g2DfC1Bx6Hdn2Prb2UGcZ1wr4pgx40Xdu3G61pyRu0tGX8EnlnjnrNhSKtF3UnYZGdeP2gcaTk0ZTpMCgfbTq09Uda9zGrpybnHWX9HlldmENWDXmepPB6K59rmLVMlg5XyGthyvozX9e026q6LsPx08Jcy0hTT+gRNpVM2FXE160UaD2WNt0p7cJqUC++JJ++og1bah/qup7xEZmtqV+FqrbzNvnivX707+7kkV6sjPl99nqvQPO/aSDpYF9b06Ktb7Ru/mTSh2lwtGF7vKxePLfGKU81Jn2ZBL22JzlM1eZUcXnaxs/t8Khvq7GqNs5JaOsBa38hEfRQfnM5WgtXk2VK3Vf6H816v2p92VVeTfKzI/NFA3nzDVH0t33z5RWA5ccbhD9MNexrGL1/wB3ZzyCs/mNvga+gI4An2m/Dxaz1Hq2NXo/8YtqgT2BfiIrGgsh/I6mrt9P6JtDR0+aH38POpe8hscOv+Mnj2Bz+NHZ+/DW3YxTUm/JkPDjs91iZ/pAHU+n1x9t2JdSCnfMoSnsJs8bVb81H4HtsFWyKLhCBrUWnJHCPrfBN/Gt+fTa6OFObPROPVNwEVF5UzqAqbyXmNY3DUCd7YIH3sI1dyZj/TAmGrrj/iijLuiBUA31L/Oa51vRNoy8if5iHjU91Vc33CxoDtvISWkptXeyGFghqUfH1g9LHAPxfCMSwrCd8OktkCY3D5zFZ2BZ6ozQqadJkMP6c3h8vrhuGHqIX9QEWtOwWhympCYhrr4zgGx9iSlYguAYQbVAg8D1iSlYgEAgEggZAKEyBQCAQCDxAKEyBQCAQCDxAKEyBQCAQCDzA400/AoFAIBBcb3iz6UfskhUIrgFEGxQIfI/YJSsQCAQCQQMgFKZAIBAIBB4gFKZAIBAIBB4gFKZAIBAIBB7gM4VpK1qON2NaSouoTcJncB94jYHzKN41GZPb3Ynoa8RJ6ZWjBHvntEOTJz5DDj/T+DiF/C/jafk9jcRijdvxBuBK15VTOPzFCMQ2G3sF8iYQCOqLbxSmbQs+HDkOrz+wFzWF7+D5yvlI2vk/fvEqUzwf0/u/hbdKbuYnPKUWVbufRPgnJ/nv65FA3D3tNMiKoejGzzQ2bPkzMXFwMi2/K/Dh9TrXlbpRu3siBv85BStrhdmWQHAt4BuFWXkYh7f3xoAeHWBpPwFz9lYhJ6ojv3iVCU7EiqIExPKfHlOVhqT4NJxuKjqzq4lf1yRsyIpCCP/doNS1rtQRS5/V2L85otG6MhIIBFrqrTBrd0ej843xmF+bibS+rdCk8+tIqy3H4U8eRDibnm0SjHaTVyCtkE3RKlNQ92LYsHb0Wmd0SzsqTYNNvbeZNJ3bLDYJKXw6VzPNG/wU4nPL5TB42M1i38Qbg96g8Um3u+EySnbNwxPBLE0D6cgxHyXS+fMo3vEkP8/CXIG9RZ9j6TPPYNq+88iN/q0cv3SEI3r391j7eHP+exwSiy/hVGov6XfzeXtRa8tB1uxukpuhJk3uRLdF35vGs6WSjmJz38Kc6JvQ9dVlPK/qZ1zhkIOUFmUavDIDm17pRsNfgq+V6+FvUfnvwaf/DFbFbYOtMA1p9N6Wc2m67WUzAtEr4uV02mWuj09dpm6o3GKPV3puymbk2Gxu8s18DSbyOnEnHno5Gxek8+6xFaXgAyW+4CcwYucp2NzJ6l6abymucXj3p2oailldUaeLhfM8JmYVo5q1ASXsJz7DSeU3awuX0vB6Z35Nqi+1cpuRfv8Da0ta4AYpbIFA0OhhHy5wh9vbihJILMJIVFYl/VFFCtf0JpYBCSSpsJpYC98h0wZYiGX0WvLjzihCRwo0vMH03lLpUWtBAhltGST/rlxN5tF7/edmkxr69+zAPiRicyGxkgKS/VoHgqDp5KOf3iFT/KeRpDIrvX8DSe45n6TWSEGZI6WvOwldeJCUkmKSl9yDBElpOEMqs2JIYOCLUlqV+C1TtpCymlQy19+fhKaepAHUkPLNEcQSsYxspdESUk4OLwqR7itmP8uSSETEZlIipbMTCXxuEzlktUphh6EXCdv0P+N4Jkwhk0OYPEAsI5eT9IoqKVyWTyl/rqBxTrHcScMu4TK0kKDF+0gue57JOCiWxOwoJjXsWhAL/z2yuvAiTxMrq2KSPTtQupfJ+2KWUjaynCqs6WRZhCyLYnLJtEwPuEwml5uFlddFKYwgRJG4g1+T+a7yTeUz564Ano4DJP3ZIHrvWJJQ5KagrXvI2scDSODsLFKm1JmQ+STjjJGsdpMsnn+EvUlSK3lGTOtKKX82Qq6TSrqC4klCwQVSmTOBjLR0IT1SfyJWmv4ZoTQvrKwZtJ4uGRooXZNyQNO5puco+lw1qZHk7j5vLJ0CgcC3eNuufK8waUe7NNyfdkh5cufAO02po8yr4n8rHYSseBC7lhyS7nUgdyRyp+o4aBxfrKKdXwQJS95FlRK/2R0ahU7hysB/7hayU+k01QftZFMvqhUmRVJQQ2keLtIfx8iWZwPsHXxN1lNk4KbTNNGpdkWgPlzFI3fmwfZ4PO1Atewjnz7mL79oKGlTZGrPazZVexSNLBzPXSK1urI5LStUGs5Jl2XK5OEh6rgleRrlu1pWsvaXE89lYs2LI5Fu73MhK4ZpXfmW5LC6GulIl5wHpnzz6Esdf1G00BeSsPGSMnSgfeFi6ewwPl162RIKUyC4enjbrnxvVmI7h3OHrfwHw4IbAtriBpSgpJzwvxWqUVFawf9WU42SE8dxHGNBOxKWI35sRergB/DUSnpLXD90b6qeLvMCvzZofUtT+sdpnDhE449dC9phOuI59hyi9HtMWg/EwPEZWLf9J9jKN+GzrzogpuQLpO0uxHF6hPy2FQ0uB98fDwFVAqo0E1yaeiOKTeK5v3Ugbm56lkfiLaeQ9+9ELPnnn/C3j9lUIiMAATf7878p9ry6o6mubBw0cVmmHsyHV2bgyw/GYeqjr+EjfgotzPJ9Hkf2HURt+xsR6GXttJWX0DpjhgeyMsIuvxqU6+sqzUO7W2txrrSKXm2B9n+bjffvT0MGbkO3G9UVyIKAiOlYWD4FM9JP4ujWLHT+011i7VIguMbwvcL0a4ub7gBKjhbrFNntCO3YnP+t4I+ANgHAz2UosfFTEv4IvDUEIdiLbYfK+DmFINw+PB1brYewJ/kyEPN3xHtrAlBLlfGnQMhtd6Jzdxr/1zSeck0CDAhEx9vb4FTmIRzenY78t1Px1PgiHD6+A5tXDENUF5q3dt1wZ8hxHMk+SrtnNR1xq8fxeEjVl1ga0xX3f9sBNc98Djpq4hd8D/GqTNWwNdqJiG07E/PPD8WTi6d5sKGmmVwn6iArP/ryEYJzKKnQKfH6yMpeVzrgJpau748ht9KRLluhP732G1pjqUJ+bz5Sn1qCWbVTMWLiv3FQnXy/3rjv6TbIXPU2Frz6EKL6tOUXBALBtYJPFKatogQ/o5KONi7REPti4Jg/IHD+XIz8ugg220FsS8vEiSnRGBvshwsV51QbOALQ+f6BiNz8FuIXKxs+juPL+HX4X7chGDvgADJmJ3GbzlpUfDkOE79IQES3pdhy/g70HjkGA7sclON1yxnk/PdHlNGOLX/JTPyr9ywk/rELuoY/iLBTy5E4Mx05Ugd3HBtHLFV1dtUoXJdJr8lpjVi9En9b+1e8GEHj/+MfULI8GbPDf4fbmSQt/RA2ugNqed6lbrv8fYx483/oYhJPTmUJzlhvYicotVw+Bp2+jtqc5ZjzyUBEjXkc427cib0nlBFgBSrO0BGU8hJiK0X5z47Roaas+DXrmQoao01XNo5wjuNeF2XqytyjFPmfp2DlAyOQEB+G1gX7YTfSOW+W7yYI/n/3UFmtR1LyThyrleM6jvcxo/0/XNor+nUZikcj1mHxrDXSpiYWbvn6qfjo8/ddy8oJo7rSGZ0HP47RJfN5GV5G8TfLsd46CfGRN6N40zj8rSwRK2NG4fmUfyH2o+mIsddpRgC6DJ+MSSnvIm3CEES1ZhVGmUlxX971xr4ZzNjmVt6IJG9KcnevKbVpmNe8ObqlFfATjRVlg1tD2L/6OGzNJsKBeFDpV64KwqadTQ26xdVtTmuNbD3IeojsmhVKgqRzQSRw0qdkawVb61Pdy9YJpWWbKlKUOYrEBvHzQaNJXE4ZC5lU5iaQKQMsPOxIad2y6ORsMmTsO+SN4S3oue4kdNZ2D9YyaRw7J9nDkjfAKGtMxSQ/JYKEKekKm0om7CpSbergm2fYrfq1PGkNS95MYqcinaRNZJtUWHgs78tJqrSeZRDPtsVktn3NM4yMnxamkqWbdS22kcQugxSyZAJbU6Uy6q88T4/YmWTuY/78dwgJXbXKcI3V6QiZSmYnqNZcXZSpa2gZ5kyQy5bJ8T9zyGS2AWloBOmvhG2Y7zMqWQ0mk1/sR/z7TZHKxfVKHy2iwg953WDPypt3Kj2QlX2N12Vd0dXVsOkkIbdMVa9Z2s/ZN1Npw2UcI1+P6mlf9zVuD8awe+oOX49m8ajXaw3x5t56ULmaTAtLbbjwXaAtL3c1yjt8Gzbf48HWzWt+lPujhiwTd0jr+yxvqjV+jygge+If8bmsfYG37areClMgEHgIfeFK7rnYsWnIC+rfBg02OJnizb11ge9gvmqdv7JpzfcK07dhy+Wgfem6yug3xbmFvjRLO/MbQtb1x9t25fs1TIFAYMB5FKW9hFnj7sUAn7U6/mlDbvO580QinpCm7ujxxGf4Efu5zTCzH76Bb3A6i6KFd0lTfIo9Lpv2270qGjEt53KbZv1mKCMbYvuaBYfeszMRswbexqfrzOx6TyJ/4WA88q9C4KNh6M6mgfMOylPAKnvYxLz/urTf7bboC36dXpuzC8Uqu12HPa+Z7bCyac2Bsc03O6+3692OVG6HLdld1yp2tsymnE1F68I2tENm551tgDVTuFK4nRHxRgWqn++N5lIZlhvaAdfS/5hc5sa0Rrthf5Hzyz53Scs1e2E4zz+Vy2y2tETDNrMVt6eVnnvnTQxKyIbRgoWpnbJTuN/hVO6ziB+SggxpSaUrOj/Ymdsg18Om3eA8Wz5xbUfuI7jidImHtwkEAif4aM3j5QNjzNvgMZI+qa1jmYCOYpfc3ZYvE9DRzqYhJGIz+5tPtfIlD9kEh9kIlzimEe3Twg6TokNEtic2slWWbJAV7CZV8ujDMTUpT4tr7XpLVeFXOKaA7faw3AxHb797aI8UBrtXniqv5NcU2Z6x296m1lS7tB2W08dHPTRPRjbfSeeOGNr1plbv15pquTOR0ucjr8Qgz0aozb5o0ZrZAf+wmcs+SErraelZxR7+DRq+MspjZXOS5sPYVpyl1V8qH3o+ZwLpOXOP88hWGmHKZaq1Uz5uEq5Sv5QRptbEynub9sOG54eO6umivpnjrW4TClMguAYwb4O6Doh2OFPZOjFXTFkxMfLHIDRKkD2mtjO+RIrX9DRRmCqFpj6M1lw103X6qUmDMJW0uJsCVoerU06y4lfiVOWDKjVXtsPqTtyh3NVHGBny+lgTu16tItPKkv7UKAgVGvl4Mu3tiOeyej1T0a+SLLgdsE4u0ovTfS0cvxVMbcV3k7OsHg1ws1dAPyXLFZP/q3PJTMNwlY+iqOQhpbWONu2m8cjpN65v5rBnvUFMyQoE1zQWBNwzFJO2bUDakfMoz9qE7+7sBLz1NdaV/oj9h8MR2qruzfwGHPXcVlmD87SnOSb2sB7Y7/oFBOIW/rcG2zEPbYdrzW2+B5yj532AUT48sQFW0cTIZl1lB2zT2zUz2+ndBvtpTW3F70HbvtOR0msVFvRrj2bhLyAxz4PpTMVOOf8gDhiGezeVvI762LSPvoAjJukP8Li+1R2hMAWCa51Wt6NL/03I+D4Xe+bfhscXT8IkHEHx5wuw9On6rZlewO99b0PslrrY7+rw6+yh7bDF1Obb1K7XY9iaaz3zwSGKzbqJHbCTUmK20/2B0rLzWjMUU1txSqsI/O3tYlgLV2PZXcsx489L3H+nW7FT/uMfcY9ZuE7Uw6bdVfqvANe5wqzA4QWDEJ/viZ3mtYwrv5Zu7MIa0HZO2TDBFvCNNw94irypQdrs4ZTOa8A2rKHtE9lHEUbcgiPrFmHWsHF47NbB0hv8wlkFaNP5Zt6Z6mxOJTtYq9Sh2mjpVJbS0cQFqhzOs864QB5VSra8LUxtlTN0+lNj40vLzMyuV/2RkpaFX2Jd4UWdPaw7+1053aw2y3EqqPJxsasL22HaYlT2rxYTm+9J1lGGdr0zi4PQ5hZ/VG85iF22Mhz+9H18VV2N3OhYWgdp/uxhV5jnw9QGWIXKTvoMs1k3tQNuz+Wi2DVTaJ2499EOOJUwHxOVjS/lyxCfEmJiK34AhWvulTbQnG3/KKJjwjDgxFleH/QY2Cn/ZaBJuLmwj/NtRVi3rpBeq4dN+4Lf4F7DeA6hyoP6Vm/ocNYtHt7W+LB6sI3/KtqDNRwOuyfH+ozRWkxDIq+/sLpjX+upK/b1jBDnNRlpTYVdU62rXIe4a4PyWp7ybV/1phnV+qUkJ/06kM4OVmeDy8quhhjbKmtqk2bNyXWYiP2YZG16mIbHNuusJ5++oo2PfdfYvf0urQszpvOyZ8dY8sHHj6jiZOuYBR7ag1sNbb7ZBi0ju97TfFOMPX0ZH5HXWgwnUSuzyAm7gwkW9mzyxXcG+Rj5Blk0qQ0P06R9OK3hsfZrbAesl71jfVFtO83iZY4OaKYMbcWrSPFHMSRqeZwjvYr9uQYXdsomNuj2DVfqe2nfXGebdoPzmasfdlHfzNcx2XVvaML+Rx9yCdvm68FtjQ5b/kT03vp37P57V+cpC4lC7J3VD70Pv4NDjdiJsnfQ0djuWPy5bwDuL3oPifRtuuLrQega2RljpN8uF558DDNr6I/HemSifOrd8HzFxoDiRDzRfhX2pm519rUqXduGi1nrkdqnJT95fXGttkGBoDHjbbvyyZSsxobJfjyF+A0pzrZBKDWwjcqx2+MY2TbZ/TY+txgp3KbJbgtmajtUgaObD6NveCeqLNX2WPSQ/CGedrYHkz4LprabGojwhVnwzv6L3qucC34Kr84dipF1mSq0y4DJJAsnuX2S3d6LKQn2u/PrSPnxS+7XcjfKdHZP3dJO8c0ONaje+w+dfZLOdk6xDRsxH59wOydjmzsvObMbH0j1g5X3WmRoyo3lSWWfxqdYFVsztX9UOyrZsDpVLJ30zoel5CPTld2WmQ2Y11whGQsEgoaHjTDd4fo2eVuwbN9Uyu1yolQ+D+mQ2ck2yMBXZo3ODZV9m/QebsdGwwpLpM9d5L4HLTTcnaRws4ntkHo6VjXcd/hDZC6ZdFuPFX+Kko1PNSni00Y9Vv+bLPbY/ut/JH18Bz61UExyF0SQmLpOFWq2X9Pk5cWRCPs02zGyOWIi/bvMPt2myE6/rV3+7WyfxHx+ymXEpnEc/jGNbPXqhjwtK08FyZ/JU5ebs33aRV4+Bv5RpalXNiV7VJoSGqP2Nyldk/PnqQ/LDz5SpnCc5WJuA1YHOfhIxuwZgUDgW7xtVz5QmDqbJLWdjtTha22DzG2j8lzYNuniUBRdyGzy1RfGtkPWPKo8k5V41DjCqtEpTO06EIPbCEUuI4fOafMi36usF6jt2KjCnNTWMd9eL9RG6YqseOdK5fPCwE1UPTC08jFWmCb2SRq7Kp1tmKYM6oK+3LgtmSQn6YSMPQ2nTf2jyvfQl6+hj5CgvyyT12IUNHmgcOXn2odlDimV5OkslwK7ktMejnx4iQ9k7LoNCgSCuuBtu/LBlOzt6PtID1jXf4vPq2pRVXAEP1j6IqzrDc4+D136Vazh5zwhAO1/x9axLKjsP9/Adkg9Hatg5A9Ri7M/RW4rdfwccn/tof0XbkafZ8ZjVPbTiO7YyTEFWSdulXePrdmJTNtZ7FlXgvv/lo/M9IMoO5aJjX/5LQL5nb7BO9sw7/FHqzat+d8UJ/u0WhP/qA6shzJRsmEvtrvyw+mRD8sLaG5it+VnaqtWz3VYiYaWsUAgaCh8oDBboP3DkzALzyO6VTO0GtIMHbdNwBjJfZEOl34Vf83/9gS+fTykLQJb/8HZdujycXyj2PMwPPSHKNtd/YDck7o1x//7Hfp5vFfGDy3vSMS87WUo2jmcKs7hGLRwfx3NKixo2fF2PLBlDzLyvsGcI3Mxb0xfYP/3+GqD/oXgWqACRT8UUHneijuPGNmnWUz8oyrcgFtmfIo1Iz7Cay+kmK/7eejD0kx2tqts6yUQCBonPlCYx7Hl5YlYPuEH+U28eAVW9w+SOyMn2yBzX5kTgpu4sG1qJj1e/dUGLCu6LG0yWrawBD2evg+d05xth/yzl2oMts19Rzpg9mD/+fUYjI3Nt9tjMTvC1A+tCHvsPnTw1P7r/HGk3fVXxOfWIrjfZET/8Rbub7JuMB+PUf1T8Mm4nej2Xhg6Sl91WYaJy3ujW9Cv5Js0fi1VSHZPJ1zaJ2lt58xt9VyM59xiPZSDzEpmSzkTC17qhai4vqgytE/7tal/VHljD6VpZ/z1tecQm/I0YpKyVS9e3vqwvMXUTvCYX4SpTVld5NBwMq62f6xaeyib6XSbpa5Jzqs+/K7eHHYVaWi7WkHjhSo5t7i+TdlkoV7vCSKB8fEktp3yW72+ZOZXUec7UWXb9INVXguzxIwkIyQbJGWzTY2B7dAxkvvOQNU6JMXQHyLbdPE/+8Ye5cPYWrurSBKWkkcqNWta7uy/okjoc3NJCs+j1p9iXdB/Q5JvsrJ/VJivvfH42TpbtcruaZsL+ySz7zI6XzOwf/QQOvInyxSbKbttl66s7fZpbHPQBWf/qN/9RyV/Wpe2b3T8ltZDq+vhw5KF4Wy3ddLUr6mXmKyHssMbGbN7zNCupzvyq3xo/FrGsa+gjLdVx9q819TZ5pp9vHwU7QtO8N9XiwZKx3Vpi+4ZrtqVEfVXmNYDZNPAZ0iCpjM5RjaFhdW9Yjuh3zwiEPyycNkG9ZueeHtx2lx1zcE/wBA8zwf5qIcPTqpQ5vQy+JD5laZB0lEPuVwHXHGFyd7U/ftNk784IZ+RvpoREZHqu7db1ZZ/V65aBILrFc8VpvJVHtlcRjbnMkY7m6IcdET/Be2YhwdIO5Klr/tInek51dd+lBH3IVkx03PsZbbGPpqWR8vWglSSOiOUtHj2fbKaj9btX5uxp5Ode4O8PvB1nVLUzpzY41A9px350/PrY8hIywAydCh7Tj1i18+CyaNUTf65mQ+p2Eo20jRbBtCw+IwFi0dJA/tKUeaOBPJaZCcub7m/U38lSHYT5pyekAh62MNhMlV5gtEoLFWYNF2vzBlCHv8qg8+SKc+/T77ShM/P08OoLBjOsz055JDT7KB8OIfxI6nMedO5XmhmDB11Tp7BUb/ENU5YXr2h3gqTVbBNC8J4BWZHJAlbsIlPs/oC/rbMwxejTMEvEZdtUFKYSvtjCmgeSdjhwkWTxNW0n84ilew+f25TXLmBJPc0Gg3r3Y65SIf9k3Sy/a0zOnMqOlpz9oE5mkz6B/9kndpPJVUcdtMfuxJRlIFjiaSU2XHHUqUWuYwcNEwPVYRUBo/5j7PPyDE74Z491+gGF8eMbblV6XAsKajCt5tT6cuCpluxMdf79qyp1MrFLIxVqwzqhQ/tla8SLtuVAfXf9NMqDJHjt2KrrHzpsQlbx0cirB4uhbT0xLBVl3jYvtraLxBcb4QhaucB0A4btekngN8qH103oxylP1ej6e2/xe1+N6LrX4bgIWbedaEvntuXhCmWJggMCZbNlmxZ2LjoIAJjh2NM+1/Br30cpr98PwI/+ATzj7XnJjwcuynZLXjg9a3SjnT/Pw7GU+2bo2Xoi5jwahuULN2OfWyHkzUbaav3IOeGh/H3fe7chVFcpaPNh9i/OQJB6IDQju4/j1ibsw5LS3ZjS2QHNG3SEb3ZF79O/YDCx/eCKkAqv1sR2tKgD7NE4blvE1ReR0JoPstRM+8B3OjXA/0G3y6ZoeX3/sQgPRYqgwl4Mi4Vi7/6ATZU4Oj69QiY/QB66KOyXEDOxg1IK7wJd4xPx2rdJx8tfVY7h283p+KozPpsR5bj/VUxiIvthdb0mbtfKOAu2i5K1+2YhfGr+5zrRe0uZHzwE0peH4juTZuiVV/2hbF92PXdT3W0Cmj8+EqrCQSCq43f76QdxKNL3kfyqv86dhCrPyXIjs6vY3Nt96toPw2cbv0YnlpJ/4jrRztb9acMXeAyHYT/7QkufGD2aVUHO1kqv5z38cm7gzDi0f38nJ9JekIQPmY4QuNWYFHpcXw760FE9WnLrync6oEttzf+RqnonGzM64C+XjSovXLjRChMgeA6wq/DFLzy8R9gmf4q4ndz/45sVHTM0aGxkUWk5VdX137arzVuH56OrdZD2JN8GYj5O02vm28uu0yH2selO8x9YHrPKeQv7IU2445je8gCLFrTk583h5mKDb8nGUnTXkPCsEgMcZI5HYka2HLXx7Sr/r49DfgF2itfRwqTveUlY8n424R9lOAXhdbOswXa/y0J78VmIG3IRIzYecqko72a9tMRuO/nRER0W4ot5+9A75FjMLDLQZ5+NWr7ZjrCcpGOscF+Ortac5jNdVbLSEMfmBPz9b451VSjcF0mCktV8q7NxPqZuQiMHY13BxEU7lFUh808PX73IzqxN0oXX8KAmF4I4qcd7De05T7Pr8rpSMfRUn34rU3LYnjp4ya+PR3z4LJv0pvNy3PTZW29MPNZWUd75WsC2ljc4uFtVxe+WK3eFXblcPif9B0NZHMluCYxboN8U4y0+YMdqh2R7KPziu2poXnJ1bSfpo8VzSZDxr7Dd6mqztvR75LleTNJh9au1ii/VTqbayMfmF8a+Oak2D/aL+dvtrT5hR1MPoV2OVpGvk2+eK8f/bs7eaSXakerUXrKksj4Dma+eveRVUOed7blVqXj5ZdDSTun8M3Lwty35yVnuRiFsSTKuF6Y+daU6mV30iP1Jzebz64uLN3ecP0oTIZ6N9sVgyk2tjusHgbVRjQW2y9Bo8DnbVDYT19VzJ1DXEfQl4KIiM301azx4m278sGUrMPXZLPYN/HGoDeQxsbjZv4E6fnsheHcNyU9PzuTf+pK7bNS/WkvN34LVX4Vm8Wux3f2KQMjH5g0PMUf4b00TMVHov2QfWLW7o5GZ9VvB/q8zsWGAzr/k4u+NAk/XPKH6By2gf/H77/E0meewbR955Eb/VtHGJ1fp7Ktwt457eTfin9RST73Ytgwdp77EFX7KFXLSyCg1GbPxCMVtK1UKrska1GVtxLzmsZh6C3utqt6iNknG3/p2LKx9tGMa/Bb0J4iL4/Nf6YEQ1fcbzDlfA3DFadLXN7G7HSc7KnOmdjnFHI7qjdIaqUyMmPD+zMe2FfJUwjOfgs7cGPoi3xqgU/dsHQ5+cDcTbKUaR61nRX7dN7QQMf0gXUPWdNzlO7tm2KYVzrGlKaD2AiT5tsgfO2nyxQ3Xdx42sz/o2a0rHeL5XARdcLIHsvQxmy6nG7BNYmHTdVzhP30lYf2H1OVqU7pE5GCq4237co3CtMSQcKSdznWIOzGvdrD/7XFJPk+g2lGqgTN/WRWaRSM2gC5UIrb4WDZfErWMTVUo1I26i9rSJ/gipC/18oUXIfx6c5TCUZ5pTgUJkufQfi6T5c57q809/+oyYvegFtthG3VyUcJXy9/1bqD4JqDlaFAIPAt3rar+k/Jth7iZE9VZWqfcyMqdxvsn6qjfZU1PwOf1QYiMMBsYsPIB6aRP0ILAiKmY2H5FMxIP4mjW7PQ+U93OU8lGOTV2XbMG3+HNW79P7pHb+9V7cLGzL1Bt0AgEAiM8cEaZpCTPdXoH/oZ2+cwO6r+cHZlVEf7Ktm2yMSWykMfmHb8euO+p9sgc9XbWPDqQwbGxAznvLq1HXNJMzf+H+uCvw9tzAQCgUCgUH+FWWxgT3XhNmP7nLdvRP9HO+BUwnxMVDahlC9D/Me/9cK+yuG3sDRoAB4ccIAquTVIKaqSfB3KNkPh6PzXCSY+MHX+CO0EoMvwyZiU8i7SJgxBlJEBt1Fe1bZjkv/JAyjVh9+iHX5jyUTmwULYKrfg3ymZdAT4Pmbctwgl/Y39PxZKfzOYzdV2lAW0QdDxPcg4dh5VeUlI3VAKfDQMvebtQYXO3svSbYiJjZnezk0gEAgEHkM8wOVtZvZUZv4ENXZUKu8FHtlX6f0WppJcuy0VfSbhFTLFP1xaYywoM/KBGUnC+vNn6eG8EeEY+XpUT60vTTUmebVvUhqZSF6LucEgfIfNm+KjssXwOdIHsq16f42K1wS17deOYmLV+PRcT9ISO5HQGakkU+PvUmWP5WRjpl13FVxbsHIUCAS+xdt21YT9jz7kEmaa4MFt1z62LVjY+wfckf0MwnwwWS0Q+IpfTBsUCK4g3rYroTDtnEfRmofQt+ID/PhM1+vUPkpwrSIUpkDge7xtV2IcheP45rnWVHB9EfnDPGx8SihLgUAgEDgjRpgCwTWAaIMCge8RI0yBQCAQCBoAoTAFAoFAIPAAj6dkBQKBQCC43vBmSlasYQoE1wCiDQoEvkesYQoEAoFA0AAIhSkQCAQCgQcIhSkQCAQCgQcIhSkQCAQCgQcIhSkQCAQCgQcIhSkQXLNU41RqL2mnn3x0Rre0Anp+P9Y+3lx1fhwSi/WO28+jeNdkTG53J6Lr5dPVBZUZ2PxuONoNW4scfqpuVODwgkGI98Y9nT7u2jTMa96cy8dbalGV+xbmRN+kfd6Wg6zZ3RAsyXggnorrit8YyvoU8r+Mp7J+2uCaZ9iKUvDBP4PRfN5eWuoNQf3TaIc5sei1BBlufPzW7o5GZ0N5eUG9yrUOMLMSd3h4m0AgaCBctUFrXhyJRBiJyqrkZxjl5PCiEIKg6SSpzMCvW1ECiaVhwuk5X8HjZ3HEriWH+Nk6YU0nyT0Xk60eu6fzYdyMmlQyP4TJKoSEpp7kJ3kckcvI1pofZVd8JnHJ5cOeH0sSiiT/e16yj3z6mL+UH2eXhL6h/ml0YM2bQHom55H6hXJl8Fa3iRGmQHCN4xcQiFv43w780apNa+CGtghsYdDMgxOxoigBVGk2EAHoMnYXsmcH8t91x3bkcyx9+l4M8Li38l3cEpYoPLcvCVMsF/kJRgkKj5bAP6IH+lk6IeL1YpAVQ9GNX1Xj1zUJG7KiEMJ/e09PDFu1E1Rp8t++p/5pVKjA0c2H0Te803XpxEIoTIHgF81llOyahyeC5WnF8E/yqSpgnMLhTx5EuDTdGIx2k1cgrfCyfP6LEYhtNgLRK+Ll54KfQnxuufSU5rngMXhj3wV+vtR+vlnsm3hj0BtI82gmzpsO2CzuyyjemYhZA2/j08+O+5S07DyRiCekvIZL98jThew3nzJsEYibm56Vg6tNw+udOyPijQpUP98bzdkzuw5j96poxLScy/NVi6q8REy9txkN40489HI2lNRI0+E7nuQyZ2lYgS2VbuYvFc7sxgcxLXmZrEWG8lzlFnz6z2ApPKkcF2Yhh12qzMCmV7qh2Yj5+IRPHzvic5FGe3h3ots7b2JQQrZnU8G2bHyzYhiiujTnJ0yw5biQF81D+POYmFVMzzqmw7u+ugxvSnmnaVr0Pa2n1bpypdBwsxeG83pL75udKcvBRwiFKRBcF2QgrW8rubORjuYIfnQ/v+aKCpxuHoV3iouRl/wzDsc8h/jd/0NR6l/QPWkAogqrYS2chqeyn8aIhC/w066JGPznFKys/R45F8fhvcJ0LAv9CIuX76NqyIaq3c/i6ZG3IjSnDNbscHT6We5mbyxPwbJRvRFVZkVNclfcUMJmwzzA0w6Ydawmcbeu/Q9Wx87AvzZ3kn6jfJ1TWoraJ+LDvDhEynfA0mc19m+OQBD/rYGNOI/tk0Z8/nOzcYlsxWq/l/DYyDR8cktT+Z6qNCTFvIUNj+1HhfVjvHhnNZUPg8noGfy/IR3QJ7sapHI1Zv34NAa9msGvu8b6c0t0WVyGypwoDHp3OKKTslFJZfRZ3FDENVuOQ9ZqFG2irxZxz2DE2u+xOymaKrtc1GbkY/tfdqKQ5vGBle9i5q5zLtNYkTUbj/9qFYrJAex+6ARKfiVdcIunswG12TM08rIVzsTEHpnY//JPsFoPIL3XSiwYOgszf9yKRY9MxvS0czh+1IK7Fv8PhxddRO4rKUg7u11brsyn8adPov/qPyOusgaVWXei3QsvYUa2D9fo+dSsSzy8TSAQNBAu26C0Hqlfi7xEitf0JAiZT1LNFpP0z1nTybIIC/F/bTFJDvcnQYuVdagaUr45ggQhisTlVfG/lbWu0yR7diBfvysi6ZPaqp5zXCssSyJTLBEkLHkXOeTxWqQ362HHTOOW1hXVeTVLi04eNVlRJETJZ00qmevvr1rDlNcVHWuKanlbJRlZIpbZ110dYZ2T0yWtF6oOV+UkoY+Pr6HS5zIPsvVHVjYXpStMFlueDZDXV60/y38rcrDn40cXaayWrw2YQibsKvJA9grlJP+dgap0uEItr4uO9WClPKQyskjlaZX+DrbLXlMu6jKj9XfJfS1UZeQel+3KADHCFAh+ATimGOWD7basRSt+lePXBq3ZG7+tFGcPW/lJhgU3BLTFDShBSTnhfzvTunYH9iWfR5sbWzhNn5a1jsFTK+kfcf3Qval66tcVXkzH1u43jduJ1kPqkBZvuIAj+w6itv2NCHTqYc/ixKEKUAUGqsBYby0fx55DlPs5ZxV8jZpCyktwXPpLIQABN/sDx8+hxNZC/tuJ8y7S6IeAvtOR0msVFvRrj2bhLyAxT5lyd4HHswF6alFRSmWipkUg2t1ai3OlVbCpp8NdYTuHc7vrsePWA4TCFAh+AVj6pOKYqoO+NPVuqlgq+VVO7XEc/xQICQlF8B1AydFinSK5HaEdzTtD4tcWNw+w4kj2UYPpxTa4fXg6tloPYU/yZSDm74h3Z87iTQfsMm49Qd6nxSssCGgTAHy9F9vK9QtoN+HW7mbXvKECRT8UAP/3O3S6ORAh+AG5J3V5oNdCLWwQZUQzF2mktIrA394uhrVwNZbdtRwz/rzE7Zqz95uzFLi8vj+GXNVarq3QHyG3/cb9C5ACrQM39QdKy85TFdww1FNh1sMOjC/O9m8+z8PFf2+pRVVOMpaMv+3K2egIBFcBW0UJfuZ/O6hGZSkdFVygo4zzrjrmM8j5748oo2omf8lM/Kv3LCT+OQIDx/wBgfPnYuTXRbDZDmJbWiZOTInG2GA/XKg4p9rAUoGKM9XAz2V0lPMH9HjgFtSuWoFnd55CbVEK1m4oBT4ahu60H7CMXI4t5+9A75FjMLDLQTpadW1X6VUH7He7edxPfIZCSUaVcpzFiYjottQ5LS3a4TeWTGQeLIStcgv+nZJJ8/Q+Ztz3NnYW5SCnuq2jM6aj8PKfrbCeqcA5KQFqeTdF8P+7B2Gn1iMpeSeO1cryk8Jq/xy2dbiXXluOxJnpfEPKcWwcsdSt3SLDeigHmZVsI8xMLHipF6LiHkCHLqMwNjYfGbOTkFx0WbLZTP3QirDH7kM3nJbLR+F8Cc5YrTQftbjFNI1P46WX7pE21pxt/yiiY8Iw4MRZN/XI292xann9Cp0HP47RJfO5TC6j+JvlWG+dhPjI9jzNN/Hnann9o89V1PK6z8vVrzfufbQDTiXMx0RlE1r5MsSvPCn/7Qvo26Zb3N3mvR0Yn7+m4bqfu68jfD1GazslEFybGLdBVTuSDqWuO+z25ENZb9RTRYp2TiJTBkjDEGIZ+R5ZXVgtX7IeIrtmhZIg6fkgEjjpU7K1wsrXj3i4IVPJ7ATVelzsWnKyIp2kTQySf4dNJ7MnBdJnl5MdmS+SIWPfIW8Mb0GvdSehs7a7Wcv0Zj2MYxJ3+o8fcjtKdtB+auV7JmkpJnnJPaQ8M1lsW/0waTF8Dkn4JoHMVj+/faMqPHaMJR98/IhKLqxPKyP5KREkTDo3mEx+sR/x7yevCVppPI5r9Aib6tFaIR3tkWVK/oJiScyOYvsz1sIPeX5YmJEkLCWPnFbWcXk8/q/OJTPt6WZ15YBJGk+Qgo9iSNTyOBIbRK/p4jLES1tZbT1i8qomRZmj5PjYOVp+Cbll0pqruuzGTwtzPKc5lHVMdb1l5UjLn9ZbM9g93uAbf5j0je2J9ttwMWs9Uvu05CfZ6LM/gl+IQWq+0fy8u+s+gH0FouVIrFh5FDlRHflJgeDaw20bFAgEXuNtu2oEa5incDrpLvnzUprFZRM7MJd2RRSVPVKz2PX4ThnK19WuSCAQCAQCig8VZh3twC6UIfehb1FcuQFLblmAGXEfIK3qookd2Cqkvu3CrgiF2PvuKMScm430ios4MeosTtX+mp631tmuSCAQCAQChg8VZhiisiql4a18XELxmp78mgtuuANhXVoDLR/G6IQnEJnxOdK+/w4bFx1EYOxwjGn/K/i1j8P0l+9H4AcbsS1qL7Y8GwA8NBhxoa3h1zkMEf6HcLr8IlD+OVIT7sGYFx5FRCuqsB8YhT/6F/KIqNrctRFzsn5G89B3sO9fvdFwH5oSCAQCwfXGFZmSvQlV2DunnWr0GY6ndqu/yyhj/yamtQLnTO3AmpnYFQG1+Rn4rDYQgQH6BdGmdbMrEggEAoGAc0UU5lm0xN3TTqtGn1uxrA+bKtVSW5CLHczW69Z2uKkOdmB+rZk90l5sO1TGz6iog12RQCAQCAQKPlGY9bIDu5CHjCP0vqovsfztTaiY/STiO4aa2oFNCD5nYld0HugwAA8OOIDMVWuQUlQl2fJ8VV2N3Ojf0lFtNy/tigSCxk9j9pNoy5+IXgvzVUbkjg9p18s22md+NtUoH5Uf610+3diT18nn45X28VgnSuRZwyc+82EZXAPQEZ9bzG+rpx2Y9RDZkxzG7YB0tlmGdmClbuyKfiSVuQncrow+k/AKmeIfTsKSvyVZy7y0KxIIGhGsjjvTmP0kGthRGvqV9BYf+7rkOOwCvcnnFbAnd0sB2RP/iJdlU0cqV5NpYak+k3ljwLhdmVNPhSkQCK4E5m1Q/1Fu36P52LWnmBmy6z6kXTd0H1b3CcoH5r19MVB/RJyfumLUkMqsGDrg8DbNdaGAZL/Wwccyv/p4q9uuyBqmQCBoYBqZn0TTz9opH9I+m42lKt+GVZKPSWVToDyFqfVJedbcz6Y0lXovhg1jGwvZ5zl/MvStaGN+KJn/xEc6Ivzdd+35k30rKhsLa1C99x+u/Xxq/IMqGNiTO/l8dEyhS+kKfgIj2Gf85Escnka1705D/6OlqMp9FvFDUpAhfc6uqzSFaytazn1GqtOvhKGS0aIvVPWC5mfKZv6ZPhr/rsl22TWLTUJK0WnkLxyMR/5VyD9zOA4v7sxAGq0/LecqSwHqOsNkoMjcLP0sXapn6LlX5w7FSJZnXhcabpmhHnDF6RIPbxMIBA2EeRuUR5jyJ8DoiCNnAhlpsZDA2VmkwrqHrH08gAQ+t4kcslaTok0P09FId9Ij9SDJUpY2gkaTuJwyPvXai4RtKpGm3ubcFUBCFx6kYRwg6c+yz7GxUYzs9sl/yhZSTKxSXD1n7jEY2br4rB2flpXTW6X9fGblBrJkaCBN30/ycglN/5qeo0hCwQVpJDXAwtNa+A6ZxpZd6GjnhH0qdTCJyiqVorAWJJDRlggSsbmQWJX0B8WThAPLyVTp02tBXCbn+Kfw5GflkXR3nm/505oWKa+XSOGa3sQyIIEkFVbb47eMXksOWGvkESaXo5QH9om6sDdJ5qYhctqU0adSHrRsypQRm35kap+2lj/15pgqNkqXbvRPy212YB8530r4VLafb+DpsMtIHk1bLNOo3C9KeZNdt13kshsk30fDm0fzyWYvajSj+gr70pgys2Em8w8+etg0/WeZS7bxHeQ6R3OTuyCCxGg+r9rweKvbhMIUCK4B3CnMRuUn0dV3Re3xyFOy2ule3pHzuJkS7zA+Xe5YTX1dyr4nHVOpPP9mvhX1PkC5gmLyu6hJiyOOkzQ/S039g1Y6Tck6vq1dqrkmn1fCd4EmjfqpYu10tFp+DuWqPlg4ZbowdNjjOy3LTqkTGvTT4I56d9mlzHNIqWn6Zf+p7Hu/qQX8G8ZXGG91m5iSFQiuK66+n8R6uXmKmI6F5VMwI/0kjm7NQuc/3YW2Ln1d+un8c1a79q3IT9mxhOC2vq4/YdKE+Vk0tQt33v1qtyfXYXMqD09Q4nJHLUpOHKfhjwVVTEwL8GMrUvu0Ng6jMgNffjAOUx99DR9JJwz8UnpAE5cyv4Dmpum/BX2eGY9R2U8jumMn7VJCI0UoTIHguuJq+0n01s2TDr/euO/pNshc9TYWvPoQovq0pee88XXp751vRVspyoqBtm1a0o7fGObn0xu7cLs9ue6abCcuu6XyPRYE3hpiboeugZn3TERs25mYf34onlw8DbHSee6X8ucy+kIlnfAI4q3M7fih5R2JmLe9DEU7h1PFORyDFu5vfOuWKoTCFAiuAxqNn0R3Tp9d+DaUCUCX4ZMxKeVdpE0YgqjWtIty6esyDUc1/jkDXPtWlDiMjE93ytfS38Ty7aMx5o+3otrUz+e9LvyDcnVgZE8ebNPYovt1GYpHI9Zh8aw19s1V5eunYqbORlPj49EuIwVHujRKzVaE/We74KkBB+zlzZ6t+HIcJuZf0IVRivzPU7DygRFIiA9D64L9kD1G/hqd7x+IyM1vIX4x2wjFOI4v49chB47ybFn4JdadOGf3B3rGpcxvcZH+Y0i766+Iz61FcL/JiP7jLSr/oo0UaWLWDR7eJhAIGghXbbAx+Um05k0gPZOVtT4d9g0t7ND5NtRsfjlGvh7VU7tpyMTXZeZqZVOJOowqY9+KDGm9rjsJi+xEJBtvnodL6vU/nZ9PadOLiX9QCRN7cs2aorKOqSkPeSPMaTkUGZcyMvA/qmxAknyZXlDZobN7aHkn7yIndurTIW/Yspfhf+aQyfRveSPWBa3slM1MTKZ801jorPXk01e08rlsInOtDPTpf5WMHvI8SeFytftjlcqI/pY2VcliaShYOrzBN/4wBQJBg/KLaoO2LVjY+wfckf0Mwnw9B2bou1fQ+DiOrx98F0fXvok4NsvQQHjbrsSUrEAgaEScR1HaS5g1ri6bhtyjne4UNEoqM7Bx7kv48LkpGNOAyrIuiBGmQHANcP23weP45rmeiHjjtwidtRCpzw9AtwYZXc7gO0KZO0Ixyvyl4227EgpTILgGEG1QIPA93rYrMSUrEAgEAoEHCIUpEAgEAoEHeDwlKxAIBALB9YY3U7IeKUyBQCAQCH7piClZgUAgEAg8QChMgUAgEAg8QChMgUAgEAg8QChMgUAgEAg8QChMgUAgEAg8QChMgUAgEAg8QChMgUAgEAg8QChMgUAgEAg8wAuFWYuKrx9EcJMm0pd/9Eezqd/gFL+z8VKCvXPa0fQGI3hJPs1RY6Eap1J7ybIMfgHJ5WpX6oLGRy2qct/C3JiWtMzuxF1pJ65QXVLVkybRiM+vq4uq/Vj7ePN6hnElaaztVkdtGl7vXN+yETRmvFCYpTi8HRiSUwZCjiF9fAeEbSqRPitECt/EmLAeCOJ3Nl4CcfdzSZjr3xdD7u0ECz979fFHUPRWHF4UAsvjD2JII/MBd71gy5uOERtL+K+6YyuciYl3LcJH96djz6IalJRd5Fe8pQL5M8d58YLE6slulG+OgCViEKK6NOfnPcOR/54Y8uJTCPe/G2GdvQvj6tBY260OSxT++XEU/MMHGpZNfeqf41nlpWkcEouv/KuDr9qQFm/bwVWEfRrPa8qSyBTLUBKXd5GfuHaw5sWRoKDFZKuVn2g0HCP0JYTQlxD+W+BTKjeQhaEP1L/OWg+Q9EkdSOBzm8ihetWhGlKZM4H8uYO3dZHWk0ltSdDiPBqCF2jyX07oyxmxTNlCiuWrjZ7G227VlJP8Rbcbl0196p+v6m59aZB01LUdXB3qoDBrCH3DJZaIZboM0owfSiKLJwaxb9MShE0nCbll/JoWa+GH5I3hLeh9g8nkF/uREHa/dASpKhvtGOJDSFRWJSFFCSSW3huVVUrPV5GizFEkNkiOYzbtPCxTNpOTNE10hEvDiCJxu/aQNJaO2LXkEKkmRTsnkSkDLARBI8jEuCCTjsIoXN199EVhKruOMBK1M5ekP8vySuPLq5IKfaTFQgJnZ5HT0s1G4X1EUp8NkPMauZjsOJRAnu3VgoSmnuQvIYNIPM2zLAt6hMwnqUrLs8fNZLST5KZEkDCMJQlF9AbrIZK1MkqOC91Jj9SfiJV17FL65LBYXs5kRcmyHjGfpMwKleRlGb2WHFDKsWIr2bQgjIbLnokkYSl5pNIeL8vnzyRfilcuJyvL46aH+f30CJpOksrkwKwFqSR1hhwHguJJQkE1Lfd3yDRWDtL9vXQvB3K9ku6n+d7yE783ktWzUpKX3INeY3XgOMl+rQN9Psgha2s6WXJ3Wyk85zj+RyqzYhxpVMuU1rEtZuXB8rYjgcyR6imTUyo59JVSx9hB6wCrm06yzyKbTcNUKOB5kMPyn5tNc19M8jbEyfWU5W3Sp2RrhUEPItWTLiR0zDA5T2GJJKmwml80CuOyQf5/IJ8ODaSyOaopT30nb1peBvVNepae35Os1B/VeS/rlZwOKn/TdutZ25osxafEwTr5S6R4TU/ndi1hFKaqX6H1MKssnUj9ij08iirPlpGTyD+6yPXQAe0XDeqfU/s4sNygfY8mr68cqnp2Jlmzsqf8t72tuUk3SyvtD9dO5mGoZUz71ZGWafY2q+C2DdkPdVrDyVBap6R6Z9Au5XBXk2WKfpD6hFOadsCe7cX+DXuTpFayNCkvdi76Tad2yvoz2ueb9Ev1pQ4K0+gNV35LGGmhgqONoYx3CEYVkxXG1LsCSOjCg6SCCnRZBC0YSbEVSZ2X/IyVFxDvlJjg3utH/z4jCWKAZTSJyymT3jojEWLvjNjvCAt9bvJ8smhmCC24bSSf3h8Y+JykvOX79R01gwrdRbgaWIfl/ygJC4slcd/9h8z19ye3v/wyiRj+b7InhVZmRUmbhscrwcgpZMicOWRWUH8pX46XkJ9JOq1UobO2O49gWAXsT2U35mUy741HSPfAebRilciyHvkeWV14XuoQWBqKpJcMVcOWUBREJInYXEhqChLIaMsAWcb07XHJ8ADeycqNfIDSmGhYj/knkFUrwkiP5H0kn8fxA9lH1tKK6tTZVq4mc1gZ0zz8YGX30L9Tf5DTJilAfp8TstL0f+yfVL7vkwObhlAFP4L8Y/JAMnDTNpLKwnn3XRIVt5nsoTKUZa2UO0trtUkcp0n27EDD+mhWHnL+R5KYHbQ2SrLkLyeaTobXc53sD5GLBmGylz0VNam07tzB6yJVdPSFwDJgmvySSeU326njZSgvFXL5Wel9c/v5S/K3ugxDl3+pDk8hy9ePImELHOXJZOlAVi7OsjTO849W2ik/zurPcpJaUEkKP+lHOrB01aFeKe3HuN26aqsGZbkzgyy5z/HCYqV1vkcP+vIj/VJwFaYsB//XPiYrew6l17/j9ZleU2YbpLxVSXEbd846+Ru2DxaeUfsu09VduQ3Lvy+57LfkdqHuD7dq2g2hZZbaY6Rcr+2YlbsuD7q0RjLF9EK6Sbu0SnIfzfRD8i7yYw2Lt4fcN9nbwSGyMWoW2bFrLA1LGQioFa437fSocb/kA7xXmDQTi4OC5E5WQWks9tGV2ShUVraO+xwdrpULRGl8af/oRAVxpyws+nv1wKXk0Dl5FGbvfCQBKUqBP28fiVKkt3HH/eoC1KC7TxuuGqXD4m/PUgVV3mqK7RW5zFV4VH7SS4L9LYrBX0KSN5Pt/4ghE3LK+XktcoNQvcHR9Gg6IF4OkjxZhxnYR1aM0r0UKV1dHG/+UmWVX0QK1/Smne0bjjRJ97Jp9yq5LO+JoA18F5Wyo8GWSJ1nJ930pPZlSW4ocjgsrYGBL6pGRHq4QpfePst4ecqytkrpUepDOlkaLiuKGl4mlpGskcovWk5xaBqeDqPy0CibKlk2Ul2mtVQXl6HsDctYi3NnoqovSn1wavD69iN3YmyEWu0iDJYeR/6VOizXI3V5yh2ygly3tLI0q2/fkZP6+iPBZedlvdK3H0271V1z37b2kU8f85dkdIn+suZNIQNX/6iVq6swuRzbdhlBYth1ez38n5x+e954h+4kR4pG/mbt46JB+6ZonqXY46e/XabboD9UlKEyy0LDThqY6phhkjAqd4ouHWZpNWqX9pcp9b0cTdkqaVaUtZS/MXbl6Xk7PWvQL/kGrxWmNoMysvDUCsa48jg9KwlEriyOwkwkK5YNITHb5dFbKO0sy78aRStrsS5MnVLmheUoFH0aeGEob1d29PfpwtXAG7WkIGvk9Cr5tlfkApfhybJSV2KK9KyFNsq2xKKTrQOefiNFSzusgu2zpelwy8jlJJ1P5bHGOMp/lPT2yajJiiL+/Rydl708zu1XVXQZR1mdkpWYEq89n7wB08bw6fBAacZAkrtSpjnHyK6VY8mzfDZBLhO5Uvs/5kijBulZWaFbeUcnNx6uqLhsNPVNpajktDvHId/P31p1OJeHo7z2n0glqQvCqIKQ3+A1SsiF7J3D1KOui/JoVPNGr+uc7DD5+I+Tprcl7PfJdc4sDG3++UuJWXlq0MvSOM87yzYap5e3Se/qlb79OMvKq7bF8ytPex+TRjGO9sNw0/6ldClLLap6SNuMJs9M3qqRrBqN/KXwjNrHeTmfmvate1aRhTSKle83TTeXvVZJ8XuC6ci1huZF6leN6qi7NmTUFyn3OLfLy/S8XmfIqMuWoqovbLnHoQCVsD1tpxR9v+QjvFSY+solI3XE/nPta0PyW5O+EXKFaFdYfApJJUgWTrDlHhI0cR0dtvMKuHAFeSkilRxWT10wpKmeFva0MIFqC4V2uNI6jZwGOU0WTeOVcR2uBnujZmGq38zVHfoxF+FdMJCfo+DlEbTyAqFD1QHaoSPE+SHyPL1l5Dzy4r9zSVnBBvKZ0qFqKp2+s1F1/vaRJp81YJU9Vk6z/Lav5JmnVVf51W/JrAzlNenuJHTGKpJ06DQp+Ew1veyk4BR0YZvKWpahrByqpfwFaV7WKJo4HPK1KxM7RvVZHrXJax+xJGr5ZrK19Efy2WcF2pGaqezlkbE2TD1qxesYJbIRkL3MdDJW5ONvD1cZCTim7YzDuKzNvwflqUElS1ZPjPK87ccPtfVHoU716phpu2UvUd61LYYylbiZFO4aS6I26rtPV2FqX9TU9bCMjuYcU/OyvJ3qoYS2/pm1j5Osv3N66dDVXY1C8bY/lJH7WHr+5EYSF7VZJysVrtqQUV+kKD+DdqnXDw4c7YBdUitcbbl7106VaNT9kq/wzn6hagM+e7MUAx7UmpD4tQ7EAOtPyPn5MmxFy/H2lNfxUWwi3nnwZn6Hip/LUGIrw+GVz2Jx+ilg/O+BQ6dUtlW9MOa5h9HJ0gZtOtYi95U98Fv+F3SRUmpFadl52Cq34JPX5mPzfn/0/e1lZBWW49i2Tdg26SGNSQZpasW58vOoLVqAJ0duw6/bPIABvz6DzEr99mWzcC/z6zK1+Rn4GIMR1actUL4JG9+5lcviLI7sO8jzcoTmxSS8Ezvw7VK9/E4g+6v/IvDR/rij9e24/d4NWLf9v/h+9tOYqYrfduQzfPLdGDluBb+2uPE3AaAjMlz8aBKe77IGM3q+j/xPh6LjrN0oUTbg551FSW0evl39M7r0/j2CbDnImv0IBp9+EyuHd4EfDadtrxwcPnkWNnZt7ig8ujoW/5rQD032fIa37v8nEqSyLLXnM/jgK3il4zykVSmyPI2S8lqpLnSy/B0JBfuQ8/IDiPg+Bj1fzsS3L/VC9O4y+VY/Wi6lVVRKanjYUhkCFSxeRda1+7H3vfa8TI7jUMbPCPpbX/TMS8D7m4EQSycEnt6ChU/f5RSHQ753oPXaXCoTFbZsg/LwR0CbAFhGr8WBwhVIHeqHMy/fi/gzNL3qMjCRfXr5EYMwddC6s+ndMAy5sxprD9ZK8VkPn8Rh22UU7/gHpj9WjtDV4zBGY15E87H+MPpJ4Z6n9z2DuAGlCFv/DKJaNjENY1zrk5r8l5/KwarA8U7lqW2DJchOdC4vm0me15zvJtWfnP/+SJ+0oSpvJqLjN6EA3tcr1n6sJu3228pf03u9aVsMuTxrs5fj4Y8i8eJDgfy8GrP2XyjLLvkJuSxU9fDIT+fpc+U4XXkBpzY9ielf0Mvd76T18KS2junq33nD9pGPisMG7Vv3bDmtf6lbH8Ej7c/hP4W/ote96w8ZrH12r81C0qh0BL55v05WxuVulA7ntB4zaZcHcJi0ofrhMDKOlNP7TiF/5UiM2FgEm6odrDt4Bv87mIXNkYPwVNA3WPRWFm74XQBub1WC9O8+97ydFq/HLIN+yWdwxekGPjqU3ozYod8QI48WaWbotUhpYddo7ljS+Gw3F30jiNmRT7JmBZG2d08nr/IRUQ19Y+7wmjKFsI+kRoSohuDKWxx7u32PfCm91d5Bgp79jzwadXrjkRfy5d1ry8n3J9+hb7TqXawK5uFq5/bVbzn6N0/2tteC56XCNLwThwze+qQ3beUtiL+lBammFiSM3rAYdJSRM4HvVgwigZOW0DfWU3IYUlkosi6WpkWkhXnpYPeyjQpKOvThsI0brEzkeB0jF0c+l69/QhUefVu2b1LS1YUFm0h22UZ5/YHfL28YUa2PMDRvreoRJUVam+llL+ulbKopfhqJemuvvFEkLJaEvfkWmWcYh5zmwKHPkbhd2ukns7dw5W1dCitsKonbkEfrjPMUmLPs5Y0XxtNPKqT8hJHQMUvkKS1dfBN2Fdnfkh3Q+qzsGpXy9wZ5R11HTMNQ51+/rKGut6ryoGVhXF7GeVa3NW1d8L5esfZj3m4vede2JHjfpdlNrMZ1v6LZr6GqhwcuK7vQaX4X/pcU0v5A3sWtn+LU1z/n9qFsGHJu3+pnS+R8BP2V9JjxubQT1Lv+kCPlgW/646fsmJa7qzrE4aNfp3a5YA+pUO/Y5/2RFLemHfBNU2HxJGLqcnIo90X7tcxdYzxup2Wafs5RF+WRvbKJtO40Yf+jgQuua9hXmgah3dcv4Md5D5iPfAQu2I+0biORsXYfkrpeC8b+ApkKHF4wCgse/BBJoa35uV8utvypiPz6caSM7wGjsbbANdrxuuD6xPZfbF6Sy6fzBJ4jf1Wl+bwdOLn5JUx8aAFeFMryGkD+jGfzqWnYsSAaE7u+i3d+ycqyPBlTm0/Fkm8nImJ2ON6JF8qyrgiFeb1DG8vzHe5BVNopZAyMQvRutiYh8IymaNGmDdo+H4W7N47G6lfDxQvHNcEF/PzDT6he9QWS7v4QX0S2b7yf07sC2E7l4ED1V3h7RxTe+/CP6CZ6/TojpmQFAoFAIPAA8a4hEAgEAoEHCIUpEAgEAoEHCIUpEAgEAoEHCIUpEAgEAoEHCIUpEAgEAoEHCIUpEAgEAoEHCIUpEAgEAoEHCIUpEAgEAoFbgP8P8fDbTtCS0OsAAAAASUVORK5CYII=" alt></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>form of non-competitive inhibition;</p>
<p>(inhibitor) binds to a site that is not the active site;</p>
<p>causing conformational change;</p>
<p>changes the active site;</p>
<p>so substrate can no longer bind to active site;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Many candidates forgot to distinguish between the secondary and tertiary structures of proteins. This command term requires showing the differences between them, not just a description of one of them.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Allosteric inhibition was well understood by a number of candidates.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>One method of inserting new genes into plants is by gene gun.</p>
<p style="text-align: center;"><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how a gene gun inserts genes into plants.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Marker genes are often inserted together with the new gene. State the function of the marker genes.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the characteristics of an open reading frame.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain, using an example, how gene transfer to a plant could help increase crop yield.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. metal/tungsten/gold/bullet is coated with DNA/gene&nbsp;</p>
<p><em>Biolistics on its own not accepted.</em></p>
<p>b. &laquo;this DNA is&raquo; fired in to a leaf containing the target cells</p>
<p><em>Accept any plant part, plant suspension, etc.</em></p>
<p>c. DNA is released and incorporated in to some of the cells</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>marker genes can be detected easily and show the gene has been inserted</p>
<p><em>Allow a specific example (eg, green fluorescent protein).</em></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. a length of DNA that codes for a polypeptide/protein<br><em><strong>OR</strong></em><br>length of DNA that can be translated</p>
<p>b. begins with start codon/TAC/ATG/DNA for methionine</p>
<p>c. stop codon occurs after sufficient length <em>OWTTE.</em></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. name of GM plant <em>eg: Soybean.</em></p>
<p>b. source of the inserted gene <em>eg: (Cry1Ac gene) from Bacillus thuringiensis.</em><br><em>OR</em><br>organism used for transfer <em>eg: plasmid from Agrobacterium tumefaciens.</em></p>
<p>c. purpose of the transfer <em>eg: increased resistance to glyphosate </em><em>herbicide.</em></p>
<p>d. how it increases yield&nbsp;<em>eg: reduced competition with weeds killed&nbsp;by glyphosate.</em></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question">
<p>The enzyme hexokinase catalyses the reaction between glucose and ATP to form Glucose &ndash;6&ndash; phosphate and ADP.</p>
<p><img 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RRy2wQySQhaNUb+8s6ObDMF3FY+1iEV35DrctDvEKiGQvShMJxExFBCh0P3aiYjcG5OWtGaHao99UpTAdgmaE6avD8iBr18sletz5LzrrGBFkQZUAE6cu1/kogYSuhw6F7NZAT+iznp7nq1KR/tkyFk8+bkAHJBqk02hzRDGAKGHhvrrFaKk1hfE3IFEe+O4lBCh5eIGErocOhezeTPdG5OWlW7a5WmAnBMIpcBVER66yQjVggAmD1mCpgCHhuMd8vlKUp9DnqtwBVap/2TJSKGEjoculcz+TPVVs/O7pPuqlWairhjGjkdVUn+HIXgiCqCwgMudapfrsuWsmJYrwE5Q1ABFURG67R/mkTEUEKHQ/dqJn+mAu+dk+ZKV61iKATntEBV92sjF5woOHAJ3FbWUSkXxit9BgBZG9AGVDkAINBah58mETGU0OHQvZrJn6kQiPCDOWmls05tKkDTkJD94u5sot7XSc4z/+noRoEh5OB1sMk+uSpDrcsWHsvcSc8AyAEBEYSghP6JEhFDCR0O3auZ/AWcG/FWlfZaOfeq2lPHAy4AhXZhkT9ydvnC9zIIerh5RKnLDaZeUHsaERWaKPn3JCKGEjoculcz+QsoEBEAgHNg3DXNDPlqdy0PuGnVGPkjhUAAQJg9AAO8NrWzUsq/pvY2ITDgDIHmm/9NiYihhA6H7tVM/gIKgaida6DpNHFjPuupE5JP92sj55UCAYBzzrjHxqcHlfo8tSodbeMICnKt/btKa7b/PYmIoYQOh+7VTP4CihCgmJ0sFAgAjDtnmKGA9zRoc9KC5qSXuihCGBKIwHjAzW3jSl2ulHqB9TXfO+KNyBCBEvrfk4gYSuhw6F7N5C+sEADaWVjOKWbIV7tq5+akacR7iarNPQOqIHm4ZVzpqJQK4pWeRlqmcH8kIoYSOhy6VzP5C6u1nkBUERl3mdSmfLWrmgfclNBLVhQMmARui9pVLeXHKVVpYBunvmD3TSJiKKHDoXs1k7+wQgAgADJAFYCh28wM+WpXDdKc9NJUAEpeMA3KFXfk0ltgGwfkgBxRpXvo+yMRMZTQ4dC9mslfWBECIbi4u5kVVO42M0MB76oTkk8I2ti6mP2+t3YIQyEQSgBtE6y9XK26zcY7AVRtylkgE3T6xf2SiBhK6HDoXs3kfVQIAFQRVHSbWFOe0lnN/C7gKr01L0oRgXHGgQlkgkvgNrOuGik/Tq5OB/sEgApIv/pfQSJiKKHDoXs1k/dRIUAbz0Rk4LWqhgKlo5IHXPQ2vSgVAhEZcBWCbpjqkYuuSyU3wTahnVUKwAA5rdO+/xIRQwkdDt2rmbyPzu2T5ogMgKPPzowFakcVBmlOehEqBIDk4eYR1lam1GeyyV7kktA+n4EKwABoJ9WvIBExlNDh0L2ayfvovXPSiJyDyr121VDIO2tQnp2TFjQnvfBEoe1vDqEICRFCIQBVGZwWtasmmBur1GaiawaRI4JA0ApAINDc868iETGU0OHQvZrJX0ltThpAQa9NNRSo7VXM76Y56YXo3NHggFr/Tq5AwMnHOuXCBLk0mVvHgctCMN2vc6lKRAwldDh0r2byV1KbkwZUERgEXKqxSOko5wEXDXsuOGdnL4AjcJB83DzG2spYUzafHkAWRFSQ7pX1lIgYSuhw6F7N5K+kENpYt9bMhGPAzYxFanu1kPy6XxsZkUIgAgclyBwW1lMv5V5R6nLQa9V+uQAqAK0I01EiYiihw6F7NZO/kvfMSSMicK5yv1NtLmadtSLgFqAKgULviyTDiyKEQqAIISLDoAdG2+WCBKU0GW1jQnCBXCCgABRMhBhteddPImIoocOhezWTOqj17gZQ0GdTjQVKfTa3jCAL0tDovFW7b0ZQMejl1nHWXq42ZPGpXsEl3a+N/KFExFBCh0P3aiZ18G5nUASGklftqFCa8rltQgAtL5qnokBQguCcUTsqg+kX5fo8DDgRqHPnPJSIGErocOhezaQO3p2TBlABVARF7WlQmvLRMRVCesefj4qAhw+1ymU31ZYyCHgRQQgOoCLSh6r5JhExlNDh0L2aSR28OyctEAVCSAAisJ5GbigQjqkQ0iymrr8dgbNb1QUIASD5uW1aqS9QipJgsldwRQguBAjBRYiJEE1MzDeJiKGEDofu1UzOGwWqPY1qU/5cSOt9PUtSIQQiR+2EbzUIbqvSURVIOSsby2gOYoFIRAwldDh0r2ZyPimA9TSoTQXonKbhbp1+BYjIABj4Hepwi1RyU22rRMWHyGil/QKRiBhK6HDoXs3kvBJDAlh3g2ooFM4ZCulfXyEQgh5um1QaCuW8ODbSgUxFYAI5TT0sEImIoYQOh+7VTM43MSSQddczQwG6TCHkIep9cT8UqDUGu3fKWXAZvXa1rSKQfFJuKRegCMGEABGiU70XkETEUEKHQ/dqJuepale9aigUWkjrfTGLTyEQkSMwRIbIEFTwOfhIm1J6XemoBjWIoNBOqoUpETGU0OHQvZrJeSuqXXVqUyG6zSHqZPJLq60Imz0aMujitmm5sUjKjWWj7QgKggJcoeadC1MiYiihw6F7NZPzWIFqV51qKBIeK4X0L/7cCgRkEngtirHYn3xCbi0XTBKoHeSsIqqCphgWpETEUEKHQ/dqJuezGAoh66xjxmL02kI0FfpvP5/awZFCcCE4BDx8rFMuuSG3VaIqhWZ3OYMQGBKzLbjpCV+AEhFDCR0O3auZXACqXXWKsUjMhrT+17NQFSiQI1fA7+L2adlQGMyNZcPtCAp1RF9EEhFDCR0O3auZXBCi2lmrGouQhrv/DYVAVCVwm1VDYTDltNpShrJfWyZGi8IWkUTEUEKHQ/dqJheKqHbVM2PxPXPSNAD7U5+6UAhDwITPCaOdcnmK2lrBJS+gKpABcKS9zotKImIoocOhezWTC0hk3Q3MWIRus0AVBUfUTuCg3br/5Pe9tTmCCgE3n+xVSpPlnFg+0TvbVfv7ndD01C0miYihhA6H7tVMLiyR9zSoxiIwj4LkB1QRVQRApIT+gYgckCFyZBLYp5W63GBurDrSQfPNS0AiYiihw6F7NZMLTCFA7a6TsmPUzlqUfIgMkKPgITpk6R4REZkMHgsfaVWrU9W2cgw4ERhSQi9+iYihhA6H7tVMLixRhDgA526z3JSndlRD0AOgIDIaqv1e5CLohqleqeh6MCeWTw8IVBFUpA4kS0IiYiihw6F7NZMLz9l9uj47bypQOmpZ0MtBW/E0u9l3CY14C5ydiUftvG0QTEb7hFKfLeVcZsNtAtnsJL3AUIjmApaCRMRQQodD92omF6wC0WtTGnNZZzUE/RxUQBVRW/e0ZHIIATlDUBFkZBJ4HTDarlanqq0l6LMhqAg0urDUJCKGEjoculczuVAVIURk4LWojblKRw1IPoS7c9JLJZMQkYMCTMKAC8yDcuF1KTcOLCMIKoKCnBJ6CUpEDCV0OHSvZnLhCoAcgIHPpjTls45KHvQAqCi4mP2GxX8zLQRHNQCWEaUuS8qK5gPNiLOj/YgMgCFQb+2lJhExlNDh0L2ayYUuhkIYCrq5oVBtr+FBHwBf3HPSQszOOiNXuNfBh5rl8mSltUQEnHNPiP4XSeonETGU0OHQvZrJRaFADDjVpnzWUQWSXzuaabHOSSMCcBmCTj4zKOUnykXX0TGFwATSTipS6P2WviChhA6H7tVMLgZFCAEY+B2qIV9prwbJh6AissV5Dy0H+MywWp8tZ0WzPiMCQ1QBVKSEJkNC77f0BQkldDh0r2ZycQiAHIFB0CUbCtWOSi55/2lOWveLjNjvxwAEhkIomIxeh9pa4c+IVlorUPKg1jgMAWd3Vel/zaTeEhFDCR0O3auZXExiKIQhycONRWpnLUh+AA4A98xJ636FESgQABiA1rxTgYCLDxqk1PNqTVZIcouQEPf/GsgFKBExlNDh0L2ayUWnNidtKGBdNdqcNACD2dM19L62SBQCEFQEFWQvNw0pddmqoQDd5gX3UYP8dSUihhI6HLpXM7nYnJ2T9tlUQ4F2Jz3XuGOBJTQiB9kLHovSXhFMv6C2lqPsBWBIu6fI/0kiYiihw6F7NZOLTsEBGQJDv0MxFqqdNTzo5aDOrRrDeb8/GEMhDCFHyaP21QfvnJWr0sBrRwGIHIAvuI8a5K8rETGU0OHQvZrJxawIOBRDgdJVC7IPkQlkCAw4m1/LngUiAgBH7YMFMpR9YBmW67KVplx0zdAqMDISiYihhA6H7tVMLmZFCNBvV40FrKsWgl7kCqAKoAqcT1O5AgVwbcoZFS94LKyzKph+QWmrQOZHVABVSmjyJ0tEDCV0OHSvZnJxC4gcfRa1IUutywTHOIKEqOJ8WmwlhODIgSsYcLPeukDqObksBZwzs/fT2l5nSmjyp0pEDCV0OHSvZnJRK1AgR2TIFaWjRmnMBdc0gjp7IKOem6S16fDZeXGhBsAxIddlq7WZ6JxC0I6rUgUygQyA0+ow8idLRAwldDh0r2ZyySi42lGrNOWDawa5ok36/rrhh4gcgSNyBMa5CsBQDYDPxnrqghkXlfZqAar+TxS5sCUihhI6HLpXM7lUFIIjMqWjVmnKA7cZQZ2bk/61BpAFIiIgAKoIKnDGA27W2xjMjJZLboJ1jMP8Gn4nF6ZExFBCh0P3aiaXikIggoKgKNqdtHsaQcZfcRGWCCEiF6AKUCHoBadJqc+VS66DZQRRAVTm3RI2ckFKRAwldDh0r2ZyqSgEIHKBTKCitFcpTfngMc91MsFQCBE4Av9BK+yfMQAuEBHm7stx9p9aV+0QInIm+7nXKtfn+hIOy+11s2dlAkPgC7GtCjn/JCKGEjoculczuSQVXG2vVgyF4LYgKAAMuGqZGpsY7A34XIgq54rP4wz4fQggAH5KVCMCAlfloHlqwmm1AGcIDIFxzoCrCApwhQU8bKBJzrmidtaEBNP/eSAXoUTEUEKHQ/dqJpeic3PSNYqhADwmzlTGWGFu5omDu1saawHY9PjorfjLdZVlnKkAP2kkXCAicOvU+MUT3925mSgFfMDkgM/r8TgVxQdBl2qflmtylMIEPjOIgokQ3S6T90MiYiihw6F7NZNLUSFQ286kdtZJhmLFYWZSsKul6bs9O29cix3u740+e/KbLzYZG2u1ddc/LaEBgfncjounjx89uKe3s9U8PZGfkZKRdHmquyVQmeW7flztbUJUtSMjaUCbvD8SEUMJHQ7dq5lcigoB2m4rOeAZrytqy78zNtBtmRw5vH/PC0899varL7zz2ospN+JVOaCNXQv8X0a5RUgAgqpIQ70dxw/sXvX261s/Xrtzy8bt61flnd7nTDmrdNQAkxCYQFUIJmh/M3m/JCKGEjoculczuRQVAhG51+2sKMj55ovNr7/47Ddfbq4syD64Z+cHy978bs+ODR8uv3j6uMthFVpC3xuoAoXAkMAfHc8sECaH+09H7Tu0a1tJTlrcxTPrVi5L2rHBk5/ATUNMVThnQs8eKeQSkYgYSuhw6F7N5FJUhIQqS3lpt7dv+uhU1N6tm9atXfH2prUrN65eseGD5R+vXrHirVfWvPdWVWmh1mDkRwkdEii0Bdv3fB2Bd7U0Htq1LevOLVWRzZOjxw/uvXrprNNmUpQAcAWA4/92L06S/7ZExFBCh0P3aiaXogBsbLA3as/Or7/YvGvrp++9/vdXnn/qwK7tA90dLqspK+XGN19uXrXs9ZSbSZypiHBvQgtEWQoGg37O1Hu/jsjNU6Nnjh64fO7k1Ohgb6vhwM5t61e9m3z10tToIGMKIp/3B1+Si0AiYiihw6F7NZNLTgQ+MdR38cR3H7z71t+ffXLZ639fu/zt/Tu/7Gw1AFcROSD3Ou2njx46deSQeXoCgQmBQsxumJalQH1FcWlOqt0yfW9nb4GgSP6ctFufrv9w2ydrP9+w+sA3W88dO/T1F5uz7twKBvwCMST0//HJxS4RMZTQ4dC9msmlohAokAvkfrcj+drlI/t21pUVxafYoPoAACAASURBVEWf+/C9t/Z99YWxvlqV5bv3xAKhKDfz03WrrsfFuOxWpsgel2NieGB8eKC2rPDbr75Iir3ktJvuXY+tbbdSFam/s/XbnVv3bNvS3dbMOQt63ZLf+6MhcZK8bxIRQwkdDt2rmVwqihAKAQIBuOq0zrgdFuCq226xTY3LAd89DcWE1lZMlaXMlJufrFmZcPlif2fb1YtnVi17Y8Vbr77+wjN7tn820N0O8IMl2VpCA3DgLD8z9dTBXR2Ges4ZChQh/L5VGUneX4mIoYQOh+7VTC4hhUAhQMtpBK7tS9ayWWvVKe6eCBkSQqAcDGSn3Vq74u3XX3h6/ap3b1yNLslJ27FlY9TenWODvcAZ4o/uoTkiF4iDPR3ZyfG97UZtldk9D0shTd5viYihhA6H7tVMLilRCNC2SyECIiCiEChCIEIwF6Wz3yyQI3K3w3b04L5nn3jkZkKcKgcB1NKCrF1fbiorykOAH25rRiG0h0MAxpnCuYrAQ8hD/7o5idasWwjt/j507/Yt7a8U5+TPkIgYSuhw6F7N5ELzXxxocV/uTRE5Ihvp7zp39MCqZW9cj432Oe0IzGk1FWTcbmms/fE+6dDsVumf0o1ES+XQ3AI0VZFkya9IAa4qAkEIEIJTW1DyZ0lEDCV0OHSvZnKhqSX0zzt4KhIFAiIHripBv2Vq3G6eZoqMwBCBc8Y5Q+A/Plv6n67tf5p+FghMlaWg3WLqam6oK81vrimbHO6XpYAQGJo9cUvvZ5tceBIRQwkdDt2rmVxIauu8mCqrisQUiTNF26ws7kOeCUSt5ScCQ+Szo+LAEQEBADj+aHm2QASmyFIw4JelAHBVzEb1v7gwITDo944NdNeX5RemJzeUF5omxtwO+0Bny8RQH1MVWvhN/lyJiKGEDofu1UzOL4VAFCBCiALnVkHPTvdypjotM4OdzW115c1VxW11Zf2tjXbTJGOK9j1idi0YCgHAFabKwNV7jmqOLPO0s6oQuRBcW1ymLSWbQ+sG+v09NHBmmRqvLspJT7xSnpM6PtAT9HuZKs8ekvHDm/6Az1tbVnTr6sXC9FstdRVTIwN+j4spsmV6fLinzeOw3P2p/+n5ASEAQPuYIsPcXm1aK07OSUQMJXQ4dK9mch4pEBBAWxGNwAA4CkDBETnn6mhfV1HazYzrcVnJCSVZKXWleZUFmWVZd0b7uzlTZv8r5Ag84HWN9LZ3NFWP9nd73U6YPZzq/gaYaWI07uLpAzu/vHruRPr1q5k34ooybnUaas2To36vm6nK7IpxAYypLQ21dxKuFGbcqivNK81Jy72dWJWbPtjR3N/Z0t9u8DmtP0poERIoAIEBV2UpOD021FJbZqwpmxgZkIN+7WEpoclQSOj9lr4goYQOh+7VTM4jZ3cUMzXo8zgtJofF5Pd5tKFs0+RoSVZKZnJ8cVZKU3nRYFfr2EB3b7uxvCCrpjjXZpqcG5Hmboe9oby4Ij+zo6m2obywqaLANj2OwO9rgAmBZfk5u7745GbsxZmxQcnvtk2PdzbVluakZdy4Vpxxe7i73e92ykG/FPBNjQzm3U66cfncnYQrF49HxV863WlscNrMfe3GvJSk9sZaRfLP3nbf8/jaTTxw1tVqTLx0NvNmfFtjTVNlcX+HUQn66bAsck4iYiihw6F7NZPzRSGQMTUYDFhmpkpz0uPOHou/cLIo4/bUyKCqyH0dzSnx0UmXzxWm3+prbx7sbG0ozSvJvJ19O+lO/OXO5kamKgJRDgbryosyb17raKyxjA2Zx4dbaso6G6t9bsd93bwEnGWl3Ny3/bPirFSP3YLAlKDfYzW5zNPWidHRnvaWmvLa0vzGisL60vyqwqzCzNt3Ei5H7d6xffP6lIQrpokRYKrHYaspzms31DNVEoLfu1hMCBDIkXPrzFRK0tW48yc6Gmpc5hnb1HhbfcXYYC9SQpOzEhFDCR0O3auZ1Fnt7hCB+zyuvjZjZW5a7q2E3DvXq4tzi7NT486fTLp8rqfN2GWsjzt3PPrEd2U56bXFubVFOcN9naapscqinNizx9Kvx430dfu9nr6Olltx0amJV7qNddaZcZfdPDM+0lRVPNDVxlR5tmPJ3OZjERL/7k6tuZXbAqGyOO/g11+mJFwxjQ8zVQ4GvG6nze/3BPxej9Pmc9oCbkfA7fC7HF6HbbS380bshU9Wr9iy7oMbsReHejqkgC/g87Y0VFfkpk2P9ANXtEvVLg8FAHCv21WQmRp75mh5XvrkcL8U9CtSsLulcbC3C/HHp2GSS1UiYiihw6F7NZM6KwQiMJtpKv1GfPLVS/0dLX6PizEVgCuy1G5sSLp87nr0mcr8zLiLp84fPZiWeKU8N31ieEBVZEQwT45l3kq8cvZYWsKVtMQrMScPXzlztDwvwzQ+rMiSIktel2Ooq625qnh6bAiAC+QIKiKbbS72703fihCi0Dqf8O7WpgNfbz34zTZDdanPbQ94XT6XTQn6gj63wzwzNTo4PtDb0VRTmZ9RWZBZlpt+5siBzzes3rll48UTUVWF2RMDvSM9nUWZd25evViSdWdmfAQ4m9sbDQK5FPCXF+RcPn0kNyWpu7nB47Bp/9+h3o6xwb5/ap9CLlmJiKGEDofu1UzqrBDo97pz7tyMOXW4pb4q4PNoE67IGVeVoe6O6zFnz0TtvXj80LEDu84dOVCclTI53K8EAwI5ArebpkqyUsvzs9oba2qKc0qyUyvyMnpbG30uh0AQyJkcdNstvS2N7fWVM+PDAb9PndumpSXcvxNsIoSITFs33tnStHvblvUfvHvrWrR5clSR/IrkR+Cy3zs+0JN358aFI/tjTh7OuBl//crFLz5eu/WTj07s33Xs22/OfLcv/uKp1PjLKXGXrp0/EX3y8LmjB4qyUi3TE1LAh5wJAQi8t73l2sXTt+NjWusqzBOjTJFDIYEIQz0do/3dwBklNBkKCb3f0hcklNDh0L2aSV0VqChSS2Pt8QO7zh450NpQ43M7tR3PUsDrtJr6O1sLM1KunD2+/dMNH3+4PPHy+anxEc5ULcU5UyxTo7l3rteUFlinx6eG+8b6OicGe0xjQz63A7iq3X0yRXJYZpoqS1LjYwpSbzSVFw60G502iyxLTFUQf37rLs5Vr8sxOdTX0Vhz+cyxdSuXrVu5LOb0kf6OZq/LLgW8waDPabcaayviL56OPnkk+Wr0nYQrJw7s3rttS/TJwwmXzlw8fujUoT1H9u48cWD3rWvRTZXFQ12tvW1N5XnpGUlXawqzLVPjnCsehzXtxrVLJ76rzM8c7m7ze5wCeUigENDTZujvbPs3P2qQi0giYiihw6F7NZM6qC3aFgiKFGhrrLly+sj2TesOfr21MP3WcE+7dWrcND481N3WVFmUnnT1VNS+rZvWffT+O3u2flqWl+myWxCYQEAEzlWP09bWUF2Rm97b2mSdmfC6HEGfx+O0eZ02VQ5qzUaYItmmx5uqS3PvXK8syGprqGooL6jKzzBWFY31d/m9bm2I+KcvJdM2XgOw0YGe9OtXj+7b+eXHaz9aueyjFW9//MF7h3dvryrK7W03NpQXFqTeSI2Pvnzyu6P7vj62f9fZw/svHo+KPnkkMeZc8rWYa+dPnY369vj+XccO7I4+fbQw43Z3c8PEQM94f9dAh7GtoboqP7OuOGdisK+sIOf4/l1JMefa6qvspkmmSNoTiAj9na297S3BgI8zZXZv9A/P86BdWEtMImIoocOhezWTOigQEBiC2t1qSIw+u3f7Z2uW/+OLjWuunjtRVZDV2Vjd01xvqCouSLuZlhSblnT16rkTOz7dsHntyviLpwc6Wlx2q9/rloIBzlQ1GDCNjxRn3i7OuD3U1e6yW2Qp6HM5LBMjNtOk22Hx2Mz2mYnhnjZDVUlNcW5rXcVwd9vUcL9lasxhNfW3N3cb67wO6+yZFz8lzOY6hLispsr8rJLs1PrywviLp7/asnHjB+99tv7D2LPH81OuR5/47sT+Xbfioktz0ioKssry0gszbqdfj0uKOXf+yMHDu3ecPLg7/sKpnFuJFXkZBWnJ6TfiCtJvVRVk15fmN1eXdjZWG2vKKguycm4nXjh+aM+2T08e3J2feqO/w+i0zCiSX2usJgW8hqqy2DNH7yRc6Wlv9rgcTJERubbEjDqZLEmJiKGEDofu1UzqoHYDyrlaVVoQtXv7gZ1fbP3ko01r3j9xcE/O7esN5YUtdRUNFYUNZQWdTbVjA90t9ZVx509++tGq7ZvW3bxyobYkb6Cr1TYzGfS6lKDfYZkpzkmLPhmVFH2mNCulvbG6vaHKUFnU3Vw/0tsx1N3W125sb6qtKsrJT0uuzM/sMtaZxoclnwc4C/o8bQ1Vwz0diIA/7dCLkEAhhBA42t+deyuxIje9s6k242b8js0b1ix/O2rv7pzU2wXpybevRWclJ1TmZ1YVZFXmZdSX5jeWFxSl37pwPGrP1k/jLpzobq532cyS3+NxWEZ62qsKstKvX02MOZsYfbY8P2NiqNdhMfW0GfPTktOux104EXX6u32ZN+MNVSWD3a1jg909bU0t9RWG6pL063F7tm3Zumnd4T070pJiR/o6gwEvIgvNNiCjeF5qEhFDCR0O3auZ1EOBAjkCq68oObznq6hd2w99s23L+g+/270j784NY3VpW0NVe0PVQEezdXpcCvgs0+PZt5N2b9uy+r23vti45ur5kw0VRabxISngVeWgwzJTUZC1f+cXh/fuzL6dWJx5Oy8lqbY4d7i7bay/y1BdmnEjLunSmaRLp2/HXcpOTihKT26uKbNMjUsBn8Nqqisv7O1shdmGXxHcQ/e2GW9fu1Scebu1riI++szmdR9u3vzF/qNXb94pqiwpLstNL866U5B2syD1Rm1JbkdjdWttWXZywokDu09H7SvLSTeNDytBPwJT5aDDPNXT3JBzO+nEwd1nDn9bXZTrsEwDVxG5z+0Y7e1orChMunwu+kRUyrXorOT4hIunD3z1xadrV25Z/+GBb7YmXjpTnpPWVl/Z09pUW5rXWF5oM01qjcHpHnrpSUQMJXQ4dK9mUgfvdshymKaux1488PXWqF3bt32y7vj+XaXZqV3G+qHutvGBHtvMpBT0AfCgz1NTkn/y0J7PP16z+aNV544cqCvNnxru9dhMStDvddra6itvXLlw9NtvkuNi2hqqupvre1ob+zuM7Q1VNYXZFfkZ1cW5VYXZNUU5bfWVPS0NjeUFJVm3GyuKGiuKMm9e62o1AOdzW5tQiP/p4CwhtClw3mlsSI69UJh+q6oo59tdX732+vt/W7bvrc0JR2PLa2oNrfWVxVkpN69eTL8e21hZ2GWsaygviDt/4qstG84d2W+oLrVMjEg+N3DGGQv6vNMjgyXZqYd2bTt1aK+huszjssPscR1ckQKW6fGOptrSnNSU+JgLRw9t/fijNcvf/mrLxzGnjqQnXS3NutNSUzba1+GyW0yTY4UZt/NTkmZ3lwnaJ73UJCKGEjoculczqZtCIFOk3LRbB7/e+u2Oz7/YsProvq8LM251GmrHB7pt0xNBnxuAhwQignlqrKIgK+bUkX3bP79w7FB5XsZIX5fTMh3wuXxu+2BXc0lWypWzx6NPfFdXWmCZHrfNTJrGhsb7u/paG9vrK41VJYbK4oGOZo/TDsD9XldFQVZSzNmES2eunj3W2dI0t/OKz+4/Dn/fKQQAV5kSaKwqjTt/Oi0p/tzJE28vW//0a1+9/EH06+viP9iRejaxtqiwMv16wu24mIq8jPaGakN1WdqNa4f3fnXxRFRdWf7M2FDA41QkvyIFAh6ny2qeGOwrykg5HbXvRuyF/o4Wv9sJTBEI2i27HPTNjA0aq0uTLp/ftmndJ6tXHD+wO+d2krG6tEv7ONJuGO5umxjuGx3oqS0rqCrM7jbWO60zP/G8anIRSUQMJXQ4dK9mUh+10VeBUFNWdPrQ3q8+3bD1k7VnD3+bcyvRUFk80t3mNM8oclA7Tgq4Kgf9frezv73lTvyVaxdOZd9KbCgvGO5pt01PWKfGR/o6jTVl+ak3Lx47mHUr0TYzyZmKwBUpYJka729raq0ta6uvGB/sCfq8AoEpUpex4frl85dPH710Iqq+qkwOBhBmNyzNNh0Lc6ilQABVmhgeOH3i3Idrdnywbv9ry/f8fcWJN9bHv7Ux8fV1115afeXVNZfeW3d4156TWelZzXVV9aWFd+Jjj+zecfXciU5jg8tqVmVJm/bmTPY4LOMDXcbq0tTEKwkXT5Vkp44PdPscVjXgE5yFBAKwgNc5PtBTXZR74XjUlx+vPbRrW1ZyQmNFUUdj9WCHcbinraeloa4kryw3LTclKS3xSn1ZYXNN2cRQnxCC7qGXmETEUEKHQ/dqJnXw7uSoENhpbDh3eP/Ozz6+dOK7wvTkqoLMpoqibmPd1Ei/z+28e3qjEMAUaXyguzAtOTH6bGL02cL0W72tjRMD3UMdxt7Whr72JmN1SVL0mUvHo2pLC112KwADZD6Xfayvo8tQ22msHenrdNstqhQIeJy9rU1Jl88nxpzLvHktJT7GUF3mcdo4UzhTFDkoBQOKHLx7tuO9Fw/AnTb75Zjbr6849Mrq6Hc2X39nS/KyT28u23zjzQ2Jz6+Ifvz1k4+9dOipN48t23L92OWi5FtZx747vH71qoO7dtSU5NlNU0yRESEUwhACMMXjsAx1tVTkZ6bEX74ZeyHvzo0OQ611elwO+AA4Y6rbYe1uaUi+eunQ118e/GZrYsw5Q3WZdXoi6PcGvW6XeXpyqK+5puzW1UvXLpw6f/RgwqXTxqpSY1XJ+HA/zUMvPYmIoYQOh+7VTOrs9Njg2SMHdm/dkn37ekdjdXdzfXdLfVdz3UCnYXpswGU3B/wepkpMDjos08aa0tvXoq+cPnrz8nlDVanTalKkgMM8PdzVOtLbYZoYtkyOj/Z2VRVkNVQWuxwWIbgccE+P9Pe1G7pb6gY6m2cmhpyWKdv0+ORQX15a8p3E2MqC7MTos+eP7K/Izxob7OtrM9YVZdcUZBoqiyaH+1VZ0uantcXeiCgH/ekpGe+s+vbFlRdWfZ3++eW6L681bjhS+P62lFdWX3n8teMPvxj16MtHn3j1+JOvHX36zQNP/n3jU39btuXznYVZmVNDfX6vWzsNU4SQyUG/22meHO1ubijJTkuMORd37nhRxq2R3k63zeR12bwuh2V6wlBdduXssf07vzh/9EDGjbj6svzJ4X456BcCEbkU8NpNk1VFOZdPHz1xcPfVcyfKctKM1aUN5QXjQ30/dfkbuXgkIoYSOhy6VzOps0yRs+8kf/vVF7fjL7c3Vo/2dZonRiyTI1MjfRODPdPD/dbJUdvMxEhve3luetz5kxeOHbp9Laa1vspttyBwERKqLLmsZqdlRg7MnpRst87UluQNdLYCZ0wJ2k1TIz1dgx0t08N9bpvVbbe6bCa/x+Uwz1QXZifFnL18+mjs2eOpiVdKMlMaywqGutvcdptlaqKltnx8sE+bDEbkiAy4aqyvX7f20z8/s/GF9y8s35a6+WLN19k9m2Lr3/ki+fm3jvzl6c8fefLzR/+689Env3z0yS2PP7f9mdcPvr4h9mRSXXfvqMtiUoKBu7PLXJUcpqmBdkNDWcHN2EtH9u6MO3e8y1gf9Pu0sX2fyz7Y1ZaXcuPs4f1nD+9PiY8py01vqauYHO4L+r2IyBTZbTePD/bcio85um9n3LkTFXmZHQ3VtSX51YXZkyOD2giE7r9l8leUiBhK6HDoXs2kzgrkbrsl81bS+aMH8+7c7GlptE1PeF0Om2l6bKBnoLNlsKu1taEqNTH20K7tR7/9JjM5obfN6HU7tE7UQoCqSJLPq0pBrX+nEOhzOarys+tLC70uO3Am+b1jA11dzfWjA70+t0ubn1akAHLmsJiaa8ubqoqnhgf8HrcsBVVV0Y6sAKb2thn7OppVRRIhBOQIqnVmKurQ6b88/s6f//rJU28de3V17LsfJ6348tayz5P/vvLiI09t/vPDHzzy9FcPP7fvkWf3PvPGydfXxq3YlrL9Yk1O08SM2ea1W+WAX0torWen3+Mc6Gwuyb5zZN/Xn29cff3yuemxodkm2wK5KpsnRurKCm7FRV+/fD43JakiL6OhrGCgs9njsDFFDnic06MDxpqy2HPHY05+V5iW3NtmHOhszU+9WZWf5TBP351cJ5eMRMRQQodD92omdRaRA2c9bcZj+7+J2r09Py25rbGquig751ZCelLsjcvn4i+cjD4RdeX00YwbcU0VReP9XV6HVZufRuRMlZSgnyvy3VaXQoDHbinJTk1JuNLZ3OhxOVx2a11VVcK1W8lplT2Dk5IUkAN+JehnTFWkYMDjlvxezhTtAbU5bwQm+X0ttZXdzY1MkYXgiByANdTWrFmz7aFHVz38+PpHn93+xGvHnnv3/N9XXnp+2dnHnt/2wJ/eePDRtX954eCjz3/72PP7n1929q1NieuOl2690Rp1py2vqmdkaMRuMUnBICJqa9RlKTjc23X72uXNH63atHZl+s1rM+NDqhLUhsGBqy67ub+jua4krzwvvaYot7Y4t7Y4R+t2ospBl8002NmSeTMh/sLpksyU0uzUtoaa5vqqxJgzTTUVTFW0EXXdf8vkrygRMZTQ4dC9mkmdRQRgakFW6ierV+z87ONrF05fv3yuqjDTOjXqtM6M9ra31ZUZK4vb6isHOoym8WG/26lKAUXyK4qkKrLWtOTe0y8Egs/laKosOXv8yKGDh+OuXj97Nn7txqjn/rH32Xejtu9PyM2r7O0ZdNjdsiQxpsylMnLOmSKriqTKwaDXNTM2VJJ1p7O5UTsFCxAAeH11zZrV2/78xEcPP/nxw09sfOTpLx9+7uuHn9v+0OOrH3jgpf/6/bMPPbL6see+ffSZrx99esdTbxx99cMr73yStGzz9eVf3t5zrjSj0FBR190zZPH4ggFJtrkCw+Mz1eWlUbt37Ph0w83YC8bq0tG+TqfVxFRJCORcdTusYwPd/e3Ggc6WvnZDW32Fsbqkt63JOjUu+b1Om7mjqe7q+ZNxF08bqkoaywuLM26nJl0tzk41T44BUymhl55ExFBCh0P3aiZ1VtsVnX3n5ua1q/bv/PLMd98mxpwb7OngTBEhRASmSJLf63c7vU6712kPeN1+r9tmmrRMjblt5qDXrSoS/vCsCFnyTQ33Zty6uX3HgTc/OPD88pMvfnDp5bWxr62NfXVt9Ivvn3h3w/mElFqzzQ2cCeTavazTZjZPjJjGhyzTY5bpsZ7WxpLsO0N9nVrLbgQGXLWaZo4fu/jUc6sffnLtw49/+OfHVj706PsP/On13/3+r7/5zYP/7zcPPvDAa488tumRv2z485/ff/jJzU++EvXs22eeX3buheWX3tqYsG5X+seH8g9da7pROnAtvycqvmHP2dw9ew/v3ro5+tTh0uzUzqaa0f4u8+RY0O/VjuAMel3W6XHL1LjdPGOaHBvsau0y1o4P9NhNk36Xw2GeaW+ozrqVkJZ0taW23DI90VJXdSPmXHLshbb6qoDHBZwhjXIvLYmIoYQOh+7VTOosIshSIDPlxt7tW66ePxF79ljchZOdxgY54BMh1OZrZ9dVMcXjsM6MD432d3c317c3VE4M9XndjqDXyRXp7gMKgcBZwOMa7e+qr65OTKnafCDnH5uvL/v0xvs70z74Nmf5l7df/uDKum/SSxtGg7LCmRL0ecxTYwOdLZ2Gmu7m+pG+zsnhfmNNeXlu2tTooBCIiAK5QIagTowMXzxzadWqzW/9Y+1TT7/6+/9+7P/99pHf/v6J3/330//527/89j8f/+MfXvnjH179798991+/e+YPf3jlwYeWP/L4J395dtcTLx959q3TLyy/9Ma6+GWbkt7aEPfS+8ffenfLji8+v3r+REn2nU5D7VBXy1B36+Rwn9ftROACQZH8Dsu0bWbCbbe4bJbpsaGhrpbJ4T6Py85U2Wmd6TTUNFYUFqQltzVUK8EAU+SA120zTXUa67VDQSihl5hExFBCh0P3aib1VAhkTB3sart9LSYp5mxp9p2ijFuXTx/NupU0PTakKrIQQktoRC4H/dNjAy01pRV56SWZKVWFWQNdrXbTpOT33LsYSggQyJiquB02y+TI0PBkbGbHum9z1uzN2XmjeW9O9/qjha+vu/by2rjT12pHR6ftpvGR3vbOxmpjVbGhorCjsWpsoNs8MdJUWVJXmu+wzMwee4UckANygZwzWfZ7fA7r9bhrzz33yu8feOYPf37tT39Z/qfHVv73g6/+52//8h//8af/+x9/+o/fPPSb3zz4H7958Lf/+fgDD7z68COrH/nr1sdePPT0G6eeeuP4Ey9uf/OND77a8sn5oweybycO93QE/Z6gzz0zOjjU1WKeGJb9XqYqbrtluLt1uLvVNj3utlksk2OTQ31205QiB4UAn8ve19bU29rUWFHSYaiT/D4Erp25KUuB3ramkd5O4Ez3XzT5K0pEDCV0OHSvZvJXUlt3PStwriqKFPS5Xf3tzakJV66ePZGScKWyIKuhovjcsUPHDuyqKcmzmyaZInOmqlLA73HOjA/XlxclX7147fyJ9KTYhvKCyeFev9fJufqDhEYAUIGrUsDnstsnTc785sk91xq3JhmjKoe+ud2yek/26+uuvbQ69lRMUVdbZ3+7sbOppqe5oa+tqa+lvqfNODk66rJZG6tKO1uaGFMF8pCAUOhug2vU/iwEGhvr13/0yR8ffuVPj7334JNrHnpqw0NPbXjwsVV/ePDV/3rgb3/408t/evjtB/782m//66+//+1Tf/zvl//80LuP/GXDI09+9vBjq55/5tUtG9aeOLA75uSRwvTbUyMDqiIDcsnvNY0Pj/R2jvb3DnS21Zfml2TcaiwrGOvrcpqnnZYZl3VGHLzv4wAAIABJREFUDngReSgk5IBvqLutv8M43NNeX1440t+DwIAzzpksBYZ72gfajX6PE4Bps+lCfD8soXtJkPdHImIoocOhezWTv55afy4AbjVNGqpKCtOS069fTYo5e/X8yYsnvjt/9MD+rz7ftGbFqndeW7P8HxeORxmqSycGeyeH+4e627oMdZWF2YkxZ88fPZCaeMVQWTw20O33ugAYAtdORBYhgcBUWVKlAFeCAZ+nZ2j60h3jpgMZy3fcXB6VtuFi0epDuW9/lvzy2mvPvh+9LSq1pKSqy1A71N1qN08G3E7LtLnBOFDRPGrsGi0rLuvv6QLOkDOB/3KxFQ73tB/4+qunnn7lwcfeefDJtQ8+s/GhZz556OlPHnxy7R8fffePD//joceWP/7cBw/95aXf/+7J//7d83/4/fN/fOC1hx5a9vhjL739+ivbPl3/3d6vTh3ae+taTEdTnctqUoJ+pkiqHLROj9WV5iVcOn3pRNTt+JiK/Myu5nrz5KjXaVekAArQPi4owcD4QPdQV6tpYqSurLCloUYK+pEzgVwJ+LpbGkuy7nQ01XocVmAKIlAH0CUgETGU0OHQvZrJX0kRQiEAAaZGh2qLc9saqqdGhnpamvLTbsacOhJ/8XR9RVFDZfGF41Gb165c8dYrH69ecfr/s/eW33FmWZ7un3Onp6dnuqsr2U6n04yyJVkWk8Usi2UxSxYzMzMzM0NIipCCmRUc8dI5r+ZDOKt6Zspzr29VplZnxrOe5U9eXmFpr/WLc84++2SldDVUdjVUNpYVVOVnleWklWSndNZXUPY2VTKJUa8lCBySAMdMiFGHoSYAcAw1mXQaxKjFcUR1pewfnHTyyrxrnfXEueKpU/n9Nx8fOxW/9q5/8a7hvmO1U1hbe+8CnXp2JRNhiF5lRJYpovz2vciiRZ+08Zi05q2tHYCjABB/8yiXJKFSJuxoqPJ1c378+OXXt2z+/KPrV3e9v7kX+O390G9/9v/6ttt3d51f2rx78dL2qz//9C///OO//POtf/sfj77++s3dn6ztrF75ujmE+XlGBfpkxEe21pQtTwyfbK5Q9zdE7Eu1XMKjn5/tb9JPDyV8llTA4dKpQg5Dr7kiCBT+0p5N4KiYz2ZRj8U81v760uxIH4d5SeAYIHACQ/c2V2uKczvqKjYXJmUCLoFj5mW05Yb071oLX4wloT/HjVezxd9I8/42gWPbK4ubC1NqhQzHUBGHsb0001pVMtrVwqFRFGI+5/J8fmygICMxyMv1nbOdt8tbPzeHcD/P7KTYmqLc1urSpalhCZ9NYCiEgIQAEKheo1SIeSqpyKBVGbQqo06DIUatTjc6s+Hsk3X/VZqVZ519SIdLRI9jcPsz59J71jkPHEoeulS+DW5t6l4V8PiIXoMhJhr/qrhrzzm677lP8wvvZueAisGRRaNeBwjsb15YIkkIAH55elSZn+Xu+ObuT/f//dsnf7719us7nt/8HPDN/ZBvfg64/dDd0dHd1cHu1nc//td/+uaf/ss3//avT7+95fXTQ0+rl9a2L5++efn4zYvHb62eejq9CffzTIkObSgrmBsb2F6ePdpaph3viLlMk14LCAJDEe2VXK9WAgK7/vSN59OGBPPsUMSmS3js2ZG+ib4OAfNCrZSKOYylyZG02IjIQO+cpNjhrhY+m24y6hGTwWTQoYgRAOLGq8Lir6CFL8aS0J/jxqvZ4m8kSUIAAY5jq3NT8+NDSqkIR01apexkZ6OmOK+jvpJxfqxTK40GrUIqoOyuTfS2VXzMzE6KKc9Lb6suHWxvmBvtO9hYPD/Y5FxQVDKxXqMy6tV6zZVCzOezLmRCnl6tUstlUh6bfnrY3TPsH1fzxLXsiVOVjXeTS+ygb/5CUM2G98dZG7+GB7Y5zsEVBXWT+0cXJp0OABzDUZZQWde/7xDR89CzwSaowyG0IyCmYXp2w2TQf2bRad4VICQCdnlB9qtnT+79/Oj7H1/8+YfXf/7e/uvbrt/e8Xjw2NHV3v7ta6uv/vzdf/l//vWf/ulPf/r3Fz/8FH7n8fs7j12/v/3kqz/f+vqr729/9+2DO98/vX/n2YOf3rx8HBPiV5mf3dNYszo9yqKe6DVX5m18HDMZtSoMMZhffYYQEDguF/Goh9vcyzOdUq4Q87cWp4faG/pb62qKcvOS46rys+pLPlYVZLVUFbfVlLVVl3bVV/a31M6O9NLPTxDE+H9/DNvif0ItfDGWhP4cN17NFn8jSRJCCAAgFqZGO+vKGadHBrXySipanhpNjw2vLMg6P9wxqJUEhqAmo1YpE7EZlN3NzYWp7cWZnaXZ9bmJrcXp4+3Vw62V1Zmx+bGB5akR6tG+hM873d+eG+mbHOicHOjsb60bbGtYnhre2dzsGt32ie995FT93LXGLqDFLbY/qHw1snXfLWX0mfPHzKzqvfU1uUiAoSgJCQzHZvf5gdkzz72brH2bfDInA0pX7KN7g2PrtraPPjP0A0KIEwSmlksrigodbK0DvdwCvL1eWtl/e+v5n75+8MOPj6xevHRzsHG0s7vz0+N/+Zd//2///Kev/vzqh58ivr8f9+1tr6+/sv36K9s7912cnT2DvdwCPJ29nO1ePv75yb3bHg42SZEhzZXFm4tTUj6bQE3m3jQCR3EMgRAAAkX1ap1SJmRebMxN7G+uqK8UKGrSa1QKkfDi5GB9dnxzYZJJPVGrlFq1is+8ONlZW50eOdhYkgg4cjH/bHedfXH6v/XZWfzPr4UvxpLQn+PGq9nib6S5lxtCsLe+3FheuLU0p1crBayL4c7mxMjg4qwUyu6GQaPEUROKGDUKiYBJuzzZpx3t0E/2zvc3NxenJ/o6htobpga7Zkf7+1obshJjMhOiy/PS+9saKPvb7IszNo0iYF2qlQoMQwkcP7kQxuVP3X9bdvt57l3rwuduNXYBrU5hnba+za9c8svKO+mnhxqZCEeMBCAQAoxssDwTh594NrzwaXaOHfJMm3CK6HHwqxyd3oLk39gQJq9JQOBGnXZ2atbdM8D2tW1MaGBWUkz6h+iggPBXr52CfX3bakprinLiwoOc7e1/un3r7r0XD20iHjhm3bPPu3U//NtvXb6/5f78dWBYaET6h6jk6PCIAC9Xu1dWj+9ZP3voYW+d8D6oq7GasruhVkgBwMlr0uy1uWWdwDDMZNTrdteWRrtbLk8PEaMeMegwo0GnvuJcnDJODxRiHo4aISR0aiWfcS7hswxalUmvwRG9mMtgnB7o1ErzdbIbrxCL/yAtfDGWhP4cN17NFn8jf7ltRYh5rL72xoWJYY1CyqPThruaMz5E1pXmXxzvGbQqxKjTXsllQg6Pcc6inXAvz7iXZ8dbK8NdzYWZSeUfMyb7OzfmJ9fnJmaHe/pbaufHBoRcBo6aoPm+MjDPFcH1esP8JsM/Zfin13m37oR+f8v31sPY+zZ5D+1L79tkB4d9XJiZF/M4XIGYylNcijUitWlwlemTPPrcu+mld+ObwNa3Ie22Aa32vuWjYyuEUUcS2P/2PwIA53NYrU2tLl7v7zxxefribVRoSFFmamFmclpCTHJsZH9n8/Hmck9DVWJkiIeDrbeLfeHH3NaO/vrm/pSP7W+8C+4+C39iHewbEJ2REJ+bEpedFJscFRrg4WT74rH1s4eO1s89HKxT496P9rTSKfs6tQIAgrwmf7krBUkSQohDQEjFgrG+jtWZcZ1KiWEIihhkQh7tePfiZF8uEmCICccxpUzMop5I+ByjXmfUa416LZ9Ju6Qc6NRKkoQkefMVYvEfpIUvxpLQn+PGq9nib6R5lxsCXKtS9Hc0D3Y2ifksEYc+NdCZ8SGqoiD7cHNZIeKpZGKZkCviMsVcpkLEu5Lw+Uza4sRQaU5aXenHtbnxy5M9PpMqF3IVYj6fQeUxaGqlnPjLUA4SkhCY9Dr2xdnk2ERkSvP919nf3fL/87+/+tf//uDf/vT0u1uObu5RsxOzuivlOVNWN3YeV7kWWbiY1r6f1LbnnTL6yq/pZ7u8288Sf3qecv9F0mOr8JLQ98fJIZKFURxHcBwlCAxCAkKMTj1NSsm/bx161yb659cRd555vfWIjv6QH/Mhx9MvKvp91Fhfx87yXH1pftA7F5vnjxIiQ1ZnRgUsGpd+vr6+1dY3W1nfX1/X2FxV3lxRXF2Y8zEtISkqNNjbzc7qifWzhy5vrJzfWPm5OxRlJs2P9nEuzkx68zVoeH1NktckJAEEBCBwtVK+uTSzv7GoUUoRg1ajkLCox8dbKxdHOzIBR6++Uskl9NPD84MtMY+NGA3mOW7Hu5unB9soYrQk9O9LC1+MJaE/x41Xs8XfTggBIHAG9SQ3Nb40J412tKeQCJenxwrSE9Jiw7sbqyg7a5yLMxGXoZQKTXqNeaoJ4+y4s658tLedS6epZGLdlRwx6gEkICQ0SpmIw5AJuUadBvxy2RcCXMJjLU8OdTbVxaTU3LfL//bnmK++cfrn//r9v/zL9zZuqe3jJzyZRoegB+yr9KZtl5gBp/Au1+g+r7QJ14ThFy4FD18kWTmXRHlllToF5j+0CbGPdQmvq6jp4TDpGIpAAicBgSLGzs4ha5e4e/Zp951y7r35cMcq6oFL0WPPyp/fpN5+EuDq6tPZULUxP1GZn2n7/NGTez/mpMQdbC6r5WJEr9UoZDIBj0U93Vyc6m6oKs9NL8tNz02OS3gfFBHg5WxrZf3sgfMbK3d763eOtgnvgzpqy4531rRq5V8TmgQ4ajRpVQatSibibyxMnh3uABwjITDpNBza6fHWMuP0QC7kSrhM6sHmztIU9WhHo5QTGAoJXC7kLU8Nnx3tAYCTEFxbEvr3o4UvxpLQn+PGq9nibyQkAYRAq1KO9LQnRgSnx72fGe4VsC6Xp0brSz6mx0fEBPtWFWStzIzxmTSjTg0IHEJgNOiXpsa66sqPd9bVcimi12EmI4Gj5KdRoOBKKhKwLhRiPmLQmi/7ooiBfUGZ6uusqaj1i675ySrnhzvvv/na8b/98w//40/3HtmlBKSP53UetKyye0+lH2fofkWLTvH9zpHdXh8GXSM7bF9FRT7xaHT2Lclr9MubemSbfs8qzjag2sEnpyCvlHFBxVAEAFSvUVRWtzy0j/7ZMeu+c8GPr2Pv2qY89ai+b5//w/P4bx8GWVm7VxTmjfe2J0WHPXvwk82zh8XZqSc769orGW7SYyaDyaBXy6XMs8O5kb6awpyMuIiYYN/3/u/CfD3c3r42J7SXs52Hg02wl2tRZvLCxKCYx8IxhDQnNASYSa9XKw1alU59dba/ST3YNmo1BIEjBgOPTrs42ZcJuWqFjHF2uLUwubc6x6WfaxRS1KhHTcazw52F0T4eg2ae/n3j5WHxH6eFL8aS0J/jxqvZ4m8khBBCcLyzWVOUW5SZnBgZ0lJdekk5WJocbijNrynK/RAR7O1qX1uazzg7NunUgMAQg456tFeUlVxZkHWytyHlsZRigUYhMxl0AODmbXOTQS/hs/lMqlouNjc5IwYd9XCnp6UhJqn8uUvpree53z9K+e52wL/+6+N/+9rqvm2abWCbc2Svb85M4uhZ8QE/e+HyfdmC74fejOjCSpd3KY8cPWyS34Z0vMuZdUkYefIm89ZD/5deBbbBtY/twhMTM86OjkxG/cHuXkRM1n2b6EeO2Q+ccn98FXP/TcZ9h6JbrzJuWaV+/yzm8QuPjMQPBRnJLm9fP71/x9PBtqmymH56ZB7YCQCOoQZEr1ZJRZeUw9WZsaaKoqSo0IhA70BPF/vXz9++ehrm6xEb6h/4zsXL5W18eGBXfSVle00lEwMcvTbvcgMCQ00YigAcN+m0h1ura3PjTOoJ4+zocH3xZHtVyLqQ8dmnuxsb8xNHW8vMsyOFmK9TX0kFvImB7rW5KdRogBBAElpmjf2OtPDFWBL6c9x4NVv8jTQ3H6/OT5flpFcX5GR+iGyqLGGcHe+tL7bXlVcWZCdGhng722XER24tz6ukIpVUSD3arS7KC/ZyrSrM3l6eOd/fZJweCtiXciFXp5JjiJHAUUSvUQi5fMa5lM8yaFUYalIrpXtrCxWllU4Bxfcdyh86VNy1LfnhUcLX3zp9/yD4iXv12+B2x/Auj8Th5K7t2l16w8J2a15Rb1BQQWHTm9ja208in9h9dHzf4/5h+G1g2/2Xad/cdnvqnO4aP/gmuO6JfZSHd0RqUpZfQMxj29AH9ikPnHIfOmb9+DLs1svYOzaZt61Sf3iZ8u3T6Mcv3EP9fZOiQiP837k72KTGhm8tTqmVUmge8U3Cv4z3whCjTqWk7Gw0lBWkxIQHebnaWT0J8nKtLc7tqq8sy02LCPAKfOeclxI31tN6srMmFXIRkwFAwtyATX46k4ZGneZwY6mpvLCmMHe0u/V0Z+NKIpQKOcvTo30ttcOdTbPDvfvrS+eHO8tTI/Oj/SIe68arwuKvoIUvxpLQn+PGq9nibyR5TeIYMj7Q/TH1Q21RblZCdPnHTMru5pVUTNnZ6G2sSYkOC/XxiA31726uPdlZ3VqY7KyviAv1z4iPnBroPN5a5lycapRy1GRQycQc2gmfSdNcyVCTXqeSi7kMAZMm5jHlYh774nR+tO9jTrGjb8kzlxorj/qHDmU/PIj69kef+6/SbbwbXUPbvCM738c21yRkTaRG92enpWc1e+XNeBZMPXVL/e7h+xfOlW4p425ZU1Z+zbcfRn39nd3DNwlOkd1eiSMu0T0vvMseuWQ98yx44V/31LvmgWvRA+e8H19FfPvA67tHwd89jfruWfStB25Odo5pcRHF2akfIoITIkJGe9qEbDqGGkkS/nKQ/OlVTZIkIMT1mqvNhenSnLQQH/fAdy4tlcX7q/Mn22sr06M1xXnvA7zC/DxzkmIbywom+zpox3vaKwWBo788zQkgwDHEqFVf8ZiX63OTcyN91OM9lUzCOj8pyEiye/nE3d46PiygLDejMj+7sazg9HAXWmaK/T618MVYEvpz3Hg1W/yNJEkoE3I7G6sKMhLrivPS4yKSokInB7vF7Eu5iHt+uNNeW56VGJMUFVaUldJZV9FWXZKTHFuQnrg4McSmncpFPMSgI0lAktCo15wfbO+vLUgFHBxDUZP+SirgM2ksGoV2tLMxNz7U0dTR3BKT3vnKp/n1u4bHb0tv3Yv44W7oA9tcO5/aJP/s1qD3LbHxiSkNvllTPllT9pHdD+w/fvcw/Nuf/H5+lW4b0BpQsxZYs/bKu+G7uwF//t7u1ssIq4Ba17gB1/gBp5g+p5h+z+Qx55ieZ96VD1yL7jt/vO+Q+ePz4G/uOn/7s9e3P3s8ePgq1MezLCc9Jzku3N+zujj34uTApNd+unb810evASQBQWAmg1YpEdCO95qrS/3dnbKTY/fWF2UCjkLEZ5wdz432F2UmRwb5xIT4JUeH5abEdzVWH++sK8R81KiHgMBRxKhVa5UytUKmkooErIvlqeHF8UEmlXK4uZrxIfrVk/vu9jZpcRElOWkjnc0iDhMAYOnf/p1q4YuxJPTnuPFqtvjbKWBddDdVl+Zl1BV//PA+KOF90Oxov5B9KRNyqUe7Yz2tlR8zY4J9k6NDG8sLGssLs5NiuxqrWNRjrUqOY+gvi05g0KkON5c25iakAg4EOIQARYxalUIq4NApB4frCwdrCztbOx9rZ238Wp44Vd6zyvrhtvvDO26xrwJqHH1T/LPDimeCqzfeJY46hXU+cy2+9Tjim598vvnB5faDiBfOlW5xgxGdhwGVK89cy364G/DdT+9uPwl45prrENHjFN3nHNv/LmU0oHjePr7zoXvxI9fCh8559xwy7tjEfvfA5ZvbNt/etn708GmQt1t2clxUkG9cqP9oT5uATccQ06cFNAlJCHDUZNJr1QoJn0k9P9jcWZrub6mLDva1fvYgNT5yd21BLuKpZWI+g3a2v7k4MVxfll+SnVqWl1GclVJblDvV30nZWROwLq6kYoVEKOQwuPRzHv1cwqXLRVwu43x7cXqyr6OxvDAmxDfYy2V8oMdo0BEEZm7BIyG09G//TrXwxVgS+nPceDVb/I0kASHhMvta6kpz0qoKsiMCvHKSYinbqwa1wqTT8JkX82P9hRmJCe8Dq4tyhzqaSnPSQn3ca4rzzvY3lRIBjhpJElyTgIRApZRtL89uLU4rpCIIwTUJSQhJSBAEatTrxALRBUdE4SjqBg6cQ1qfvs5+d98/4tbLmPsOPo5ZbwNancO6HMK7HMK7HMK67ALbHlinffWd3X//t4df/+h937bQ2qvJI2HYv2DBNX7osW3Gjw9CbP0qfT902Pvn2fiVOkV2uMb1+ia2R2bV+UfnvXJPf+Ra8NAl/75d0p2XId8/cPjuxye37zx+dP+B8xurEB/3AE/n5OjQyYEuAYuOIqZfBqsRJASoUa9RSsU8Jot6RKfsnR9szQ71JrwPsn/1NDLQu7+1/nhnnXayf7q3QdleOdxYWp4anh7qnujvHGhvHGhrmBvt21+dP9/fvDjauTjaPtpa3l6ePdpa4dPPVXKxWi4WcRjUw5360gJ/d8fa0o9iHuvT+9A3XQkWf2UtfDGWhP4cN17NFn8jSRIiBv3M6GB+6oeshGhfd4eMD1F7q4tKqVirVAjZ9KXJkYwPkdmJMcOdTfNj/Y0VheF+nlmJMbOj/SwqxaDVmK8CQ0DIxYKd5Zn99cUrhRQC4vqX2IMQJXCELbrqXWMW9eyWZtZVuwVXvPWPdU2xcfx41yrtsWOxbWC7fUinQ3CHfVCbXVCbrX/LQ9v0r757+/1PPvffFDx1q7XxaXYK63aJ7LMLar/3KvW5Y25mzfLC9sXs4l55TW9QWIq3d1jJx/zV6bHDzZWG2kZn37QHDml3rWNuPfX54b7DnZ8ePn308NH9nx/+dMv2+cMAT6eizOSFsQEB6xI1GQAgUJNep1botSq95kohFgpYl2IOQ62Q6tQqIZvZ39YYGeDt5+aYGBFcV5w30NYwOdA5N9a/Nju2vTi9uzK3uTi9PDW8MjWyszx7srN6ure+t7awMDbQ01TT31J7sLZwJRUBHMVQk1allIkEGwvTBemJUyODqMloiec/hha+GEtCf44br2aLv5EkhASOqZXyycHeyEBvJ9uXwV5urTVlW0sze6vzG3OTfS11caEBKdFhE33tBxuLCxODVQXZeSnxzZXFa3PjYi4LRxHymsQxVMxj7q3Mneyuq6/kpHkNTQIAcAI1YSrp6fbe1MeCgbCw/Ihsv7Am9+g+r5RR99h+a4/qJ06lNr6NdkHtNv6ttn4tb/xbX3vW/Pws9qcncU+dK16/a7D2brLxbbEPbHcMan/t3fjILi23uJfFUSBGBNFplCLB1vJ8SU5afWnB6f6mWi6ScBmtDa0OHvF3X4Xeeux+/4nNqxfP7W1eWD29f/fW1w9/+iHE17OlqmR7aUYh4gMcAwA36jUKMZ/PpFEPt/dX5w7WF1nUE5VCihj0erWKfXE+3NmcHBUa4Ols/oJSU5TbWl3S11w7NdC1ODG0OD64NDG4vzbPODvkXJ7RTw+3l2c76ipyk+NqinL31ha1KiWEAMcQhUTIpVO3lmbrSj4uz0zhKEJa1tB/CC18MZaE/hw3Xs0WfyMhJPRqBe1gc6itvuJjZmJEiL+b43v/d1mJ0SXZqTVFuYWZyb7ujtHBvuN9HdSj7eOtlamB7paqkurC7KGORtrRnl6jhhBiJqOYw6DsrtFPD3UaNYSABDiJI0DB1a4NCuvSL8oSV3vaRycW+kbWmseP6xeZH2cuA4vn3wa1PXYse+pc8dq70epdg5V3o5Vnzb2XiT89S3jhVm0X2O4Y1OYQ2GYX0GYf0PbWv/WZS7WNU8rw0CRq0gPCBAEKCNSoVR1sLPc2V6/MjEoEPJ1azTg/riots37z7uGj19bPn9m/emb38on9q6dONi89HGxzkmNHe1ppx/sGnYaEgAQEZjJor2R8Fm17eWakq3mkq3l7cZpDoyhEvCupUMxjXlL21+cmuptqqgpyqgtzmiuL26pLW6tLOhsq+9vqO+sruhsq12bH+AyqSiqScJlHmys1xXmhPu6pseETA50CFt2k1yokgqOtlaWJwYbygvjwwOGeDu2VAhCYZTjJH0ALX4wloT/HjVezxV9TEkISmp+dFLLos0M9w90tc6N9y5NDk/2dNUW5SZEhId5u/u6OoT7u0cG+wV6u4X6e3U01J7urZ3vrO4vTE33tLdUlnfUVm4vTYh7LoNPq1GoRl8mmnUi4TL1KgciFevq+ortUVJXMGW6gLIzvrswdbSxStlbpp0ciqWyLoUhv2nKO6Hkb0GrlWXvfOv3Osw93rdJ/epny45P4e6+zrL3rPVLHfXKmPWL7HYLb7fxb3vg2W3nU3XuV7huYvrW+iaMmAH65fAyBXn21tTTb21y7MT/DuTgXsum7a4sJUeEvH9179eTei0d33756FuDp7O/hlBb7vq+5dn12TMC8wDETeQ0hCXAMQRGjXq2kUw7G+trbakpHulq2Fqaoh9tsGoVLP2dfnNJPD062V7cXpjbmJjYXp9fnJqYGugbbG/taaivzM0tyUqcGuzgXpxqFVC7i764ulGSneDravnO0zU/7MDPUs7syO9LVUpGbUZ6bXpiZXFua399avzDaL2TRAY6RJDA/YWK+9GXxd6eFL8aS0J/jxqvZ4q+p+b4vhLor+ers2NLUCPVw52xvg3a0zaYdn+5vzg71lOWkhfq4ezm/CfF2jQnxC/Z2zUuNnxnu3V2dP1hfXJke6W+t66ivmhkfvqTsyQXMKwlfJeHrpEId60zVWyEpiOQ25V0ujl1S9ljnhzzGuVzCN+rViFGnlAp5bNbg7Il/yshr3xZr3xaniG7H912P3+Tduht+52niM9cKx/edQWXL0f2nQVXrrtH99v6t1t4Nz1yqf36RceeBb2H7QrU9AAAgAElEQVR+tZDDNWjVRq0KR01/CWmtWknZ3xrsaKoqyOlqqNpcmFgc76/ISw985+L29nWAp7OPq310sG9dcd5oV+ve6rxMyCVw7JqEJCAI1ARwFAJCd6U43lod6WweaK2fGerZWpw6P9jiXp6JuSwBm04/PaTsrJ5sr14c712e7B9tLG3Mjs+P9NWV5GUmRLXXVxxurnAuz5jnh4vjA0WZyUHvXO1fP3OyfRnm6xET6hcR6JUW+765onBlatj8pBXj7PhgbUHEYUISkNeQvLbMEfu9auGLsST057jxarb4K2qemXVNApmAszQ1vL4wRTveYZzuC1kXUj6Le3m2uzLbUlns7+H84tHPrm9fx4T4vfd/F+zlWpCeONrdurU4vbM8Oz/aN9XfsTU3wjzZlbAZatqhcWVAV59m7C5GmSdaheRKzNXIJUadGjHpMQwBACchQUJCrZQe7mwVVo24R/U4hHQ5hHfbh3a+8Wt+aJv//dP0hw5ljlG9IU3bIY3bnkljTmFddoFtr32bn7jW3n2Z9fUPLnYOgSOjMxKhUMJjS7gMjVKKYwhJQvN7UiajTsxl7K3MddSU5SbF5SV/KExPTI97H+rjZv/62dtXz+LCAspy0zsbKreWZ/nMC71aiaMIajIatWrUZCAhAASulIrOD3f2VuYP1hcoO6v00wOZgKtXq1QyKYtG2Vtb2FyYOtpaOT/cNvds0452liaGGsoKmiuLF0b7jzaXT7ZXF8YGqgqyP4QHhni7+bk7hPi4ZSRENVcVz432nx1sy0R81GQABI4iCOOcQjvaNWjVJGmZ9Pk71sIXY0noz3Hj1WzxV9R8ueiahGqlbGqwe7C9YWd5hnq4zWdQBcyLy5OD1emxstx0X1cHP3enMD/PcP93caEBId5u/h5Oxdmpy1PDZ7vrJ1sr+8szJ6tz/NVxRUuevq+coCxDtQRCgoQ4jiMYigACJ0lAQkBCcE2CaxIQOCbiMOfHR6obB/La1zIHjpOHKMHFC3aBbfet8+48zXjiUP42uN0tcdg5uv+Nf8tbv2Y736ZX7+qf2JfffZr8yi6uvKKZRqFI+Swe/VTAoColfKPmisAQc28agSEyEf9kZ3VmuLunubqnuWZ2uGdzYWp6qKcoIynI09nPzSHYyzU1JqytpnR1aph+sicTclUKqUIiUEoFiEEHAIGYDGqlTCkVyYU8Hv2cQz9XSEQGrUYpFVMPd2eHe/tb6ib62jfmJ872NwRsulIq4jMvdlfmlieHD9cXL0/2GKeHlL2NyYGu+tKCqoLs1qqS+dH+88Odi5M9xumhXMhHDQYIgPndT7mId3mydyUTXZOAtCT071YLX4wloT/HjVezxV9R84AOkoQkwPfWllqqioc6GneWZhinh2zqydHm8kBbXUdtKWV3w6jXCrnMtrqK6GC/UF8PV3vr+LCA+eEe9tmhaG9F0JDLzQ4R95QZOackgVx/Gpz5vx6j/jKo6/oaQojr1Erq0e7scO/MzHz/DqP9RNh1LErv3PdKHnnlU/vzm+JHDhVW7nWvPOufu9U8ca154V5n867B5l39E+eqtz7lVTVdR9vrPAZNyLoUcxl6zRUgcBwxYiY9gaOAwBGjXsJnUXbX1mZHV2fGjrZW+AyaTMhlnh1N9LbHhwW8fPyzi92rmqLc9bmJw42l0911zuWZTMSXifh8Jk3AvLiSCLVKuV59heh12isF8/zodHedcXbEo5/TKQfrsxNtVSVV+ZlDnU1Hm8sSHhMx6iAgTHqNiH1JPz2QCrmIQYcY9SaDTikRXlIOjraWzw+2BGyGQiqWCrhiLlMpERj12l+ujAOlREg93JaJuOQ1uLY0df9utfDFWBL6c9x4NVv8jcQxdHd1qb2ufHqoh3a0y6ZR9jeWO+orl6fH9BoVBASEBGLQCFi0k53VqYGOuo/pM6Wp7MIoaXOuZH+Zd3HCp59fSUUmgw7HMPPS/NPsTAgIDEEMWpNegyFGQGAYYlSIBZS9jfW5sd29wy22bI6tXGXINk+4i+uU2s7Vd7F9T91q778puf08+4eHKXde5Dx1qXob1O4dPxidN17fPrm3uS5gXUi4TBH7UikRYqiJvCYBwBGD1qC50qkUComAc3F6srWyszh9vLkiYtNNOg1i1MvF/OXpsdiwAHcHm5qi3IuTA4NWY9RrpQKOkE1XyUQ6lVIlEwmYVOb5EefiVMJjyUU8Hp16uLG4Pje+v7Zwvr9xvLU81tNanJ3aUF54sLmiVsoAgZPXJElC1KiX8Jgs6rFSKiII/NPbGyajhMu8ONphnB0JOQwh65JFPeZensn4HL1GBcxXxiGQi/h7K7NcBtWS0L9rLXwxloT+HDdezRZ/Rc273OQvrzlhiGl+Yri1umRjfvLsYGt9frK1unRvYwUSmHnLmiQQQq/CLna0nQVHMR6rBcnUzSUh+1LMojHODii7a2f7G2wa5UomwTHE3IZGEJhBq5Lw2ZyLM+7lmUzI1WvUeo36SiLi0c9oJ3tcOlUulYhE4svzM+rRtohJE4uki9vM3JoZl/fVP79J//FVinNQeWb5eNcEZedUwGRwGKdHlyd7AtalXMQTs+lXYiGOIiQJcRzRXcnlQq6Iw2DTTik7axtzExvzk5cn+1qlDOAojpokAm5LbUWYr0dBeuLq9KhCzIcEDgGhUyuUEr5RpwEANw/iVogFQjZDyGHw6NTz/c3txantxWnq4Tbn8px2tDva01ZTlDvW285nXmIIQv7yXcRk0Iq4dAHzQqdWQQiur+E1CSCBX8nE1IOtg7WFo43F482li+NdIZsuF/E0SjmGIuYjAJmQuzU/waJR4C+/lBuvEIu/gha+GEtCf44br2aLv4UkCSEkACBYtLP2+srm6pKRruaWyuLRnnYxnwsJDOIIIaRhm4P61mzjdBuQcTYXp6oKMgfb6jcXJnZX5tZnx8Z724faGhbG+phnxya9FkKAIiaZkEs72tlbnVufHducn6DsrvHoVLmIr5ZLTVo1ZtApxcLz/e2ViaH54Z691TkB+9Ko1xi0V2sbJ/G5ozY+TXYBLTllA8vzCzwGVae5Mmg1Eh6TeX4kE3ANWo1cyJVwmUatGjMZNAqJiH3Jph1fHO8erC/ODvUMtTfOjfSdH2zLhVztlUwq5A51tcSHBRRmJM0M9TDOjow6FSQBgaMquUgp4aMmg/kAmCQhwDGTTnMlFYm5TD6Txjg7vDja4V2eyfhs5unh7EjfYEfj9uKUVMDGMcS8ZwAJXKdWmieZY4jxLzNECQLTqhUsGmVvdX59dnx/bYF+diTmsaQCrkzA1amVgMAgBBI+Z291ns++tCT071oLX4wloT/HjVezxd9IEuI4juI4ImBdDHe3VBbmzAx1KQRMaFTj52u6+lR9Rx5+uga0SkjgEMf21pejQ3zD/DxrCnN6mqp7m2saSvMzE6Jyk+NGulsvKYdyEZ9zeTY70ttQ8rEsJy0vJT43Oa6lsnhxYuh0f1PM56ikIqPmSq9WMs6Odlfnj7dWWecnIg5DLuQKWPTh2d2QrDH7oI7g1LHWgfXt9RXa0Y6Ex1ZJxSL2pYBB1V7JMcQkE/HO9jdpR3ss6snFye7p3vrR5tLG3MRAW0NtUW5TRdFwZ/P0UM9kf2dPQ9XHlPj4sICC9MTRnjba8b5OfUVgiHnXXSUVquViHEM//UDMF7dIQOAYajIYtKoriUDCY8q4F4rdOdb84OrE4PrMOJdK0amUGGqEAIMQoCaDXMRj0yhiLgMxaCEEBI5hqBEQGCBwvVYtEXD5jAshhyEVcuQiroh9ybk4FXGYOvWVyaClHu7urS1eKaQkNCf0zVeFxV9BC1+MJaE/x41Xs8XfSAgBJFCSwCCBAMxAIEZccGkcr9cWRyILPVCvhBAHECUABggcNRl6Whs8HWy8nO2yEqLba8t6m2rqivPiwvydbF/4uTsWZSY1VxSlx0U4Wr948ehnO6unHo623i5vw/3fFWYkDXc2H24sith03ZVcKeZzLig8OlUllxh0aqVMzGNQqYe7szMraSWTblH9YTkz/XMnxwd7lJ1V5vkxn3nBvjjlMWkqmUgu4h1trTVVFKXHvc9OiqkqzO5rru1pqinKSsn8EFVXkj/Q1tBRX5GVGBMXGlCcldpSVdJUUdRRV748NSLiMDEUQQ06zGTAMVSnUhh0Kgjw/+3HQl6TkAQoatReyRVinozPFu2v0CvTjvNiabMDChEXQ4w4hgBAEASmUyv5TNrZ/ib1aFvEZeo0V0a9BjXqAMCvP21UmNu2CYLAMMSolou5l6eM00Pm2dHp3sbscM/pwQ5B4J/uqVvW0L9PLXwxloT+HDdezRZ/I0lAQBwBqBETXSKbQ7raZF1jGkLdJBADJHAC4ADg5rUdhMCo03Q11733exfs5ZoYEdxaUzo12DXS1ZKfluDt8vblo3sP7vzw+OfbNs8euttbB71z+fA+sDAjqTwv82NqfFFmUk9T9c7KHPvijH1xRj3Yph5ui9h0k14LCEwll9COdjcWppamR7tHV7Katz527G9Q+FKxUMxlSvkcGZ8jF3B59HMW9Xhndb4oKyUpKqSpsnigvbGhvLAkJ7U4K7k6P7unqXpqsGu4s7mqIKuqIGt6qOdgc2VzcXq4s2mwvWF3dV4pFQECAwCDEAcEZtSqzDvzf+Mncw0JHNWrlVcSgYTPvDzdnR7uHK3OP8iN4tZmyI43jVo1wDHzO9DaKznn8ux4a/lsf1PMYejVSgJD/va0bRISOCoRcE62V5YnhzrqypenRvWaK/Mb29CS0L9bLXwxloT+HDdezRb/wZLX8C8ZACFhPvIkAU5gJuxs3dRTYOrOx05WoVFNAsz8FyAEJAQQAgAICHEICYVEVFmUGxnoHRnoE+Tlmp+W0NdS19NUkxoTbv3swZOfbztav/B1c4gM9M5LiaspyinKSs5PS2ivLZ/s75gf61+bHd9enN5fW9hcmFqdHj3YXBKwLkx6DYEhSqlwe3muv61xor/zZHeHzhKJlXoEwwgcxUwGAkMgBBBCDEXYl9Ti3PToYN/x/k4pn2PSaTVyqYTLEHEYUj5bzGUyTg82FyYH2upHupqPt1Y4F5Tj7dXRrpaB1vrd1QWlRIhjCAA4hASGGPQqhUmnAQRmXr/+9SFIEpIQYIhBLZeIuYxLyt7caF9NUU51QfZkb/vxeDenNk3VmI6fb0BEDyGBY4iUz2bTKEI2QyUTY4jh/5w9Qv6HLvcrmejiZHdhrL+vuZZGOTRfGSc/3Ye2JPTvUgtfjCWhP8eNV7PFf7AkhAQgAMAgwM0tYFDGQWfbdCWRpsUBQisF2GefQSRJSJIEILDVualQH3c7qyfOtlZ2Vk/evHzi7fLW2+Wt/etnr57cs3p8z8PBtrIge2V69GB9cW9tYXKgq7Yot6WyeG60f39t4XhrZX12fHqwe6y3bWqgc2txikOjqOUSg1Yl47PnR/srPmb2NtfSjnZ16isICPPCXa+5Muk15mwjcOxoZz0xMjg3Oe50fwsx6K7Nx8YERpg7z0mAYyYhh740MTTW3bq5MHm6t74yPdJaXdJUXjg/1s9lUDUKqVGrIjDEqFUJWRcSHhMx6iEEEBLmtbW5V4skoUmvFXEYtKOd5anhqsLsrISolqrijdnx0+1Vyubi2doMq71EWZuMHa9ARA8wE47oMNRAEAgAqPlLAIT/y5gw8pdGetRkEHHo63PjC+ODQi7T8rbVH0ALX4wloT/HjVezxX+wJElAgEIcgYQJo6zoapN0dcnY+QbEEQhwAAkAic8mNIQQEJjJMNDZGhngFezt5mZvbWf1xOXNK38Pp1Af9zBfD393R29nu9hQv9nRfpmQqxQLhOzLw82lluqS6qLc2ZE+ys46ZXdjaWKor7m2q6FyqKNxeXLo8mRPeyUHBK7XXE0P9xWkJ0wMdIl5LBQxkb+c4AJImFumSQjUCllXU42bvXVK7Pvd1UWt6oogCBxDEaMeNRkAgZEkQAxaBvV4pLultiSvva5sqLOxviw/LiwgzNejNDd9c2lWJuQhBh0gMMRk4LMuDzcWuQwqhqHm0+K/dFOTJDBo1czz4/W58fba8rTY8NzkuJGuloPN5YuTvdO9jc2Fyfmx/r3FKUFXhbo2CT1ZgageEiiBGxG9Rnel0Mql2iu5QafBEBOOoRhiwkwmAkVxxKS9UjDPj6cGuhYnhhUSoeVtqz+AFr4YS0J/jhuvZov/UElAEjh2smroyteURJmWBwmjChAIADgEOIAYBBgJic+NyzBfysJMxpGejvS4iI+pH7ITY5IiQiIDvILeubi9ff3W6klFflZXQ1V2Usz60hyOYYAgcBSR8FjDnc35aR96mmt3VubMq+r60o/1pfm9zbUT/Z0HG0tKmRgQOI6hR7ubY71tZ4c7Os0VgaMQAoJAccwECMy8PwwBcSUTdTfX+ro5hPm6t9eVn+ys8xg0zuUZ4/yIz6RdSYQauVTAoO6vzfU0VmcnxGR+iCrJSslMiPJzd3z56K6j9YvyvIy9tcUrmch80wkxGmjHeyuTQywqBUNN//FpKQiBSiE93l7ra6nLTIhOiAiuLspdGB+4PN4TsBl85gXz7PBsd3VjdmR1eoRN2VdPtKmL3hsGyxHmsUzApR5u7yzPbC1OHawvUo92mdQTzuW5gE2X8jkSHot+ejja3dpcXkDZ3yZwzLKG/gNo4YuxJPTnuPFqtviFmtuASUCSBPx0pAohJEiAk2opvj5kqE7EVgZJgxIClAQ4CQgIISQJSBIkBBDC/8tNXPOELACJraW5qvysqoKc/PTEuLAAPzdHlzevHG1eVBTmCLksAYfR1VS9Oj+JIkYIASChSimdHe5Nj4vISoxprSrpaayuLshOjgrNSYqtLc5tLi+YGuhk0SgGrVqvUqzPTQ11Nh9trUq5TESvxRCjTqUwaFUEjv5lDY2Y9Ltri3kp8X6uDuH+70qzUzpqSvuaa8Z6WtZmx05315jnR3zmhYTHYpwdLY0P9jXV9DbVVHzM9Pdwevno54d3fvBzc+xprmHRKIhRDwEBAaGSy462Vk/3NnRqJYQEJM2H9JDAMSGbPtrdmhYX8eF9cHlexkBbw9bStIBJ1atlqEmHYwiOYzq1mna8v782L+FzcNSEMI/kbR/PSj6MV+U1luTVFGQ3luX3tdRNDnQtjg+uz01sLU6vTI901le015TRTg4JHLe8lvHH0MIXY0noz3Hj1WzxCzSfE5ufYYAAh4CABApxI05Z1jek6aoTEMoqJND//6MwzCM4SGjUa1emxwrTE+LD/D0dbR2snzu/scqIj6Ds7xA4Rj8/6W+t31yc1muvzP1lAvZlT1N1gKeT9bOHrnavgt65BHu5utq98nZ5GxPi+yE8IC8lfrC9cXd1fm12vK44t72ufHFs4GBtQcC6kPBYUgFbo5RhiIn8pY2LIDCJgD030pcUGerw+rnD62c+rvbx4QElWSm9TTVrs2OMsyO1QopjiEmvkfBY7Msz+vlxf3tjRICXl9Mbf3fHd052WYnRW4vTV1KRSadG9FqjVsNn0mgHWzIBFzEZjAatXqvSqa9kIv7c2EBiRHB8eGBHXfnCWP/WwiTteFchEaCIAUJAXpMkCQDAVQrJ+cEWnXKolgmvJFzK9tJKc9lu5vudnMiJmvzuhoqexoq+5uqOuorSnPSM+MiitISZoR6FVPjLm9CWKSV/BC18MZaE/hw3Xs0Wv0CShAAQgMAgboIEAnQyZKlHWxqDzHUBjZgkEBIQ1+Tf8+9/ChLyGkIIUBRVSETr85OddeXzw71SPgcSBAkB5WC7vrRgerhXJuKZDDq1Uk7Z22quKokM8gnz9YwN9fd1c/BwtPX3cHK2tbJ6fO/5w7uvntz3sLcO9/NMiAhury0/2Fg63V1fGuuf6u/YWphknB1eycR/SWjyGgIC16qUO6uLCRHBLx/dtXn20OWNlZPNS7e3r1Nj34/0tFGP9pQSEWLQIQYtYtDiKKJVKRcnh1NjwkJ93OPDAyMCvML9PBrLC052N1QKGYoYCQxRK6TUgy3qwTabdnqys7Y2M9rbVFOVnxkb6h/o6dxQXnC4uUyn7DPPD4WsC4WYr1UpEJOBADgkIYCERqU42VlfGB/YWp492lzemp/YXV1kX5wp9heldRms7NDd5pLWquKSzKT5sUGZWIihKIR/zWaS/D+eG7H4O9TCF2NJ6M9x49Vs8QuEEOI4CvRqdGVIVxWvq07ATjYI861fgBMAAxD7e4ZV/XWONwlJSEBIQEAAAocEAXAMEDgAOCCws8Pd7KTYgozE1dmxo62V5amRjrqKpvKirvqKlorC2sKcnKTYIC/X9/7vzGfY4X6esSH+SZEhtcW5B5urMiFXIxerZGLa8d5Id0t3Y9Xa/ASPQTNoNeZLUCQJAI6K+eymyuJAT+cI/3eZH6JKs1ML0hMDPZ19XO0r87OWp0YuKPsiDkMh4pv0aoAjOGqkHe/lpyf4uTnEBPumxb4P8XGPCvLpaqii7G6olTLzCDDWxWlvc01yVKi3s52r3avXzx789P1Xt7/5k5eLfX9bw+XpoYjHkgq5UgFHwmOJeSwpn62SihCDjsAxzZVieWa8ODu1uaJoaXxwd32BST1UK6RGjUYm4rOpJ6dNpfPBjqcjnQRqJAGAn651AfL609mEJaH/AFr4YiwJ/TluvJot/lWSJMlreH0NyL8eNpufkAIkJCDAiIstY3ehrjoRPVklSZy8JkgSJyEBITRnwDX8ux5N+rTIM9/lvf70tvT1tflTQZKEEAAIcaNe01Jb6e/hlBwVmp/6IfNDVFrs+5rC3LWZMc7l2drsREVeRkSAd3F26sxQ92R/R1ddeX1xTl9zNf3sEEdNEOAQEgSBi/mcif7O4szkmsKchbEBzuWZUa+BgCBwVCHiLU4Mfkz9UPExs7uxqq2quKH0Y1luWlSQj+sbq6SI4J7G6pWpkf31hYuTPZVcAgAOSaBTX430dIT5eQZ5uX54H5Qa+z7M1yMpKnS8t13IYRIYQuAYh07LT090snlu//qZ1eN7z+7fsX76wOHVMx9X++qi3J3lWfrZEYd+zmVQ2ReUS8oe9WCLfrIn5TH0GoVSKhrr66wvy1+ZHqUd7XJopxIO40oqUIj4bCplf22hr6V2fqRXNtKoq0pAj1YggUICIyFuvmX+6fvHNTA3EFjS+neqhS/GktCf48ar2eInzW8wAAggCSCEJCQgwAGOEzhGYCbjypCuPM403oCLWZBAAYH/zfFYv/qHvIYAEgAQYh67ujjP9e3rt6+eOtu+DHznkp/6YaSjaX99cWtxqqowJz4ssKux+pKyLxcL9DqtUa/FUJN5BxuSAAACQ41iHnNhbCAnKTbUxz0rIWq8t+3yZF8m4HLp1OWpkZqi3LaaUurhrlGvRTFUwKYPdTbFhvp7ONgkRYV21FWMdreMdjUvTw7z6Oeo6dNFZw6dWpqX4efuGBnonRb7/sP7oBBvt7K8jOPtdZ1KadRptpZmw/3fvX76wNPB1t/d0cPe5vXTB47WL1ztXoX5etSVfJzo71ieGtlemtlbnd+Yn1ycGFwcH9xdmbuk7FP2Nlpry9pqyo63V4XsSymfxaFRthamyvMyooJ8Mj9EjXa1iHlsSOAQ0ZtWBjXlMch0M5SxIY4SBA4ACiEOAQAQQIhbRnP/TrXwxVgS+nPceDVb/CR5TUIIISAAwCHAIEAAaiAud029RfrKePxozbwOA4AAgPjrSKzf+EOS0PwcNMAxDEWupGIBg8o8PVgY60+NDY9/H9hYXjjU2ZyTEpcaE740OSIXcjGT4a8ztkgAcBTRa7RXcoVYIGLTGWfHc2OD2UmxgZ7OCe+DmiuKhztb2usqirNTmyuL9teXNVcKCAhAYHqNmnq8X/4xMzLQqyI/c6yvfWqwu6+1rre5Zn12TMSmo0YDBDiBoyuzkzHBfiHe7klRoTnJcTEh/uH+nnUleaszo+uzYwUZiU42z18/ve/w+rmfm0OYj7u/h5OjzQtHmxf2r57ZPHv4zulNclRoWW56bXFeeW5GUUZSYUZSVWFOS2VJcWZyeW7ayvSImMcyaDUapWxzaaY0J604M2ltblKjUv71twMJCHESYDh1y9iWi063QTkX4L9MOCEIcwPajVedxV9BC1+MJaE/x41Xs8VfJCEJCEBgBGLCGUeG7iJdVbxpvBaILgFEAYH+0r+NAwgghH9PR9jf8yHNN5fMI0ZICMx/qpWyquKPLm+sYkL8shKi48MD6ko+nh/sGDSqT+84kZCEkMAwnUopZNMvTvYvjneFrEu5iC9gXW4vz1bkZ/q6OXg42AR7uSRHhbTXlB1uLKsVMgAIHEPUcjHv8vRgbaGzvrK2KHeir2Nzfmp1enS4o6mxrKC9tmxleoTPpCEGHQC4kMusKMgJ9fFIjX1fkJ5Ymp2aHhcR9M45wNMpxNst3N8zOtjX183B0fq5s62Vj4t9mK9HVKBPuK9niLdbRIBXZKB3oKezl7Odh6NtTIhfS2VxV0NlTJi/j5tDZUH2zsqcXMTDUROEUHOlWBgf3NtcJQgc4BgkMPMGvnk7BAIcQpyEOAA4Qt00tOUY6lLQvXmAGCGBkwR+DS273L9LLXwxloT+HDdezX88zR1D5jmREHw6noQESRiBTm6c7tSVxyKj1UDM+HQYfA0h+Zcu60+3ocjrG+s5+uWMHH5qgLqG5DU0GfVdzXXu9tbvHG29HG2zEmNWpkdFbDpq1JMQmOPcZNDLBLyz/a2lyaGpga7VmbHz/U0+/VzEpgvZl4yzo7WZsYHWurbqkuGOxoO1OQmXjpoMkIQ4jqqVUhbteGd5ena4e3V65Pxgi3l2eLa7tjQ+0FhWUJCe0FJZtDw5fHG8J+GxLk4OSnIzQn080uIi8tMTG0rzp/q76kryU2LC89MSS3PSy3IzcpPjo4N9g965hPl6xIcFZCfGlOWk1xTmViWRjDsAACAASURBVOZnFWUk5aXE56XEZyVEp8aEL02P8ZgXVUW52Ukxc6N97ItTk0FjbqNTySVHm8s8xgUJAfwPDdvmHQ5IkvDTmPRP+wekQYWuDRuaM7G9aYhoSICTkIAkQZLEp98sANDSTfafXgtfjCWhP8eNV/MfTvNBLAQ4hAgAKMBxoFEQ1A1TX4mxJROn7UCAkvDvujR1A/8pEs5NjEQH+7jZWzvbvizLy9jfWJLy2RhqvL4mISAMWhWfebm7Oj/U3tBWVdLXXDs92LU+M3qyvcKmUaQCrlIikPDZzPPj462V3ZW5o61lxtmhVMDVqVUmg06nUgrZl2f7m5SdVT6TatCqMMSouZLTjvd6W+oSIkPC/TzT4yJqCnN6Gqvaa8rS4yKjg33MY9EaywsrPmamx0XkpX4oy0mvLsiu+JhZkJ6YGBEc5usR7v8uLiwg60NUaU5aTVFuTWFOeW56cVZyUWZSflpCWmzESG97W11FbKhffWn+xvykkE1HEQOEBARAJZcdba1wGRfX/5/7tElIQJ0CXR/Wt2aiOxPAqAIEBgEGAPb/OvHN4n8SLXwxloT+HDdezX9AIUkSECAA1UEl3zTZpGvOQOZaceElATAAEAgwksSvr/8ztRGRJFRKhO31lWF+nt7Odnmp8Rv/s73zbosiS//+yxhfxvPbXZ3ZnXXy7KQdnRlhHMOYIyoKKiiIYgIMoCigGFFRwYQBTIhKUFFUEAUlKtC5gc4VTurnj9NdW1Z3Iy0qrXN/rvvywq7uqlN33ed8T6pzrpWZdc8xEiklbnv/82ePK8pKjuTvOFmQX3v9cvPD2gc1N26Wnbl+4fS9qmvPHtXpOloMXR2dzx433qupvnLhSklR2cmjV0qK71WWtz5+2NHc2Hi35l7l1cf3b1sM3Xz1Mbejr+XR/QtFh9evXDpjYvTEcT9PnzAuYdHcvMyMnC0b1yctXZ+0NDVxSXL8guSli9Ykxq1PWrZpzcrMdSnpKYmpCUsSY+fFTJ80d8ofi+dMWxW/aHNq0s5N63O3bNyRsW7bxjVb16dsXLU8LSUxOy01NWHJxlUJpw7ve3DrhtXQjWSRMYoR6ulsq6ss13W2Md80+Fd7iTHMqEwJok6LfPusa1eSULofW19QJFAiESwTimF8+j03IGxAoUMx7NH8lzPmpdRmEi4WOHYudx/bIj+rI7KHYsyozwiRiX/bpffF+FIqgstxrbRkacyspLiYy2eKLPpuPi7ba9LXlF88ti/33PFDj+7d6jXp3U6b1dDT9KD2eumZigunHtZUdDbVv3jW+OT+7RsXSw7kZK5cPH/etAmLZv6ZkZJ4fP+u80WHivbnHdmdffVs8fNnTwS3U5aEPpOu5VHd/eprt8pLLxQd2rlp3doVcbuy0iuvlNZVV5wqyN+amrQpNWlbWmrqivg5U/6I/vn78WN/nDr+t9mTx8+fNnHe1AmzJv8+4bf/jv/lxzl/jl+5eP7G5OWbU5O2rlu1de2qtOSE5LgFR/fl5m5NS4ydtzszvbT4SOPdav9C39hlt9XeLL9bWe6y9bHBTtyjjPknE/iWSUeo9YHrULqndD+xvqBEZBS9X90nYAEGhA0odCiGPZo/NOMbKRKKKEWEEEoxo4jyEcd+I2mq8RzZ7Dm4DjXfoZKbzyryDy0z5iXMS97HN2WZl/HZ2kgS7t+6uW1DSmH+jhfPnsiCE0nu1qaG4/t3lxQefNZQZ7eaMJIYo4QgR5/1WUPdnRuXHt+/pe9s7WptrqsqL9yzc9mC2fExs7I2rN6elpq4aO6cKX8sWzh73Yq45LgFm1KTLp053t5Ub+ruMLxo7+lsMXa32/vMzn5ra+OD88cLCvN3lp87+bS+rvnhvaKCPYf35ORv37x0/sz50yZOG/9b1M/fjx/748yJ0QtnTlkyZ3rsrKnzpkyYNG7Mbz99O23CuOT4hVvXJm9Zm7w+eXly3MLig3s6mxv35+2Ij5mVnb72dOH++trqfrMeyaLgtD97dL/iwumOp08YY4Nv9fLJ8Mz3ujllXt9iJrj9oftwmnQ+n1m7CEWMYsYo37qbT1aAV7PeHwPCBhQ6FMMezR+aUYYplQlBhMiUyJRgKnuo/pl4Id9zbJN48zgytFOMKJH8Dab3TIwHMF63YIzerbqxKzO97PTxjuZH7U0Nxw7s2rI2qar8osPWRzBiXsq7hZEsWgzdL9qazfoXrv5e/fPWqivnD+/O3rdjS2H+jv07tuRnZexIX7dyScyU8b/OmDBu0awpsbOnbklNKi8p6miq7zPpnH1WwWUnGBGCbb2mB7dunincX3L04PWykrIThft3bCncszMtJWHZgllpKYmpiXEbk5dfPXfq5sWzuZvXpyxdtHjutLj5M3akrz11aO/mtcmrl8VuWbsqfU1SyvLFB3Iyu1qfyqJw4XTxkrnTEmPn5W1NKz93sqXhvr6jtenhvctnix8/uIuR/Eb8xqhMiYw7G92HNzlzV8q1pdTVxxdgZ0SmFMH49PtjQNiAQodi2KP5QzNGMSESxYgQjPt06Eml69gWz+mduKOeCnZKREokSmVCESaEfEATdxV5pox63K7rF89tXZu8beOa9SuX/vn7L6uWLrx17ZKt10yJr9uAYNll7zN2dVgNPbLoQZKg62ypvlp6vvjIjYslnU8ftzY+vHjyaH5W+oakpXHzps+ZMj529tTlC+asXhZ7smBPd1uz5HERJDF/P4TH5Xj26P75osOFe3IK9+TsyFh3KD/70pnj6atXrFwcs31jatqqhOJDe8y6F4wgjJEkCR6nTfS4CEGEoCcP72WnpS5bMGfZwjnrV8TVVl7DskgJ7jMbj+3fNW/qH3OnTViXtPRg3vaj+/Lyt226de2y6Ha+maYto4wSQhChiFGZOUzo9nnh2BZ0+wJ1WBhFhGAKbej3xoCwAYUOxbBH84dmjGFGBNrV4Dmc7tq7Rq46Sc0vGCWMIsowpZhQjAkiBFGCGcUfjEJ7FZH2UsoIRpKp58Wj2uq8zPQ5U8avWDz/+qXz9l4LliXGCEGi4OzvN+tN3R2OXjPFsiS425sf3Sovrb5y4VFtVZ9FTyh22vuf1t+7UlK0N3vzuhXxqQlL1q2IX5MQV3QwX/e8lWDEF74mBAsue9ODuwV525PjFy6Nmb1k7vSVS2KKDuYf279r8dzpS+ZOT09JzEhJrKq4jLHsewGMEoIRX52NEkyQbNZ319+pvF91zfC8HUkiJYQSTDES3a6u1qc15WVnC/cX7c0pLT7S+rhe8rgIeTPrgjHGMMEYI0r5DqGEUkwcZvn2Wc+xLWL5MWxqowzBDLL3xICwAYUOxbBH8/tkfB1sSvgyHZgSTCkmjPCebUoQ6WqWyvY7shM8Z/dQa5eXr9Th0y3GlPFa/of3/RtvDsdX/NVt0m8xHj+Qn5qw5FzRIVP3c4xkPlQvCS671ejoNcuSwLxUcLtaHz2ovX7pflX5k7oai6EbI1l02nRtzfW3b1wuKTq8K3t3Zvq2DavXrYw/cWhvT/szWfRQSrAs9ZuNF08XrYpfOHvy77+P/WHCb/9NTVhybF/u6SP7tq5fNfvP8TMnRS+eO71g13b9i3ZVCl/6g/melOqP4PfFqPJG+Jt0F6/fEOYPCd+75i4za7vrKcryFGdTQztjmG8/yphvXxM2HIu/gg1oQNiAQodi2KP5fTLehUspJlSm1LfREyWI2oy4qcZVkC6c2026Gqirz7ee1F9+4JCvrmUx6Ar37crLTLtXVWE16iTBhSRBEtxuR7/D1itJgtfLRMHd3tzwoKbi8b2ap/V3DV0dbodNcDv7zIbWxw9qysvOFB4oyNu2c9O61IQl+3dubX5Q67b3Y4Il0fPkQe2OTesSF89fvnDOiti5B3KzKq9cuFFWcurQ3qP78nZu2Rg7e+ru7ZuN3c/fLz1jjK+CLlMsY0OL+0SWp3gb0bfw6qA/xt6nO/prGBA2oNChGPZofp+MUf+i2dj3zgzurHcf3ODMXSlXn6R9PYxgRhDheySQIW0E+WEYX2CLYHSt7FzK0oW7tmXcunax6UFt+5OGF8+e9LQ19xq7JdHj9TJZ9LxobWq6f7v9SX3n00ZT93OLodui79Z1tj2+d+t6WcnRPTk5m9ZvWrMyZemibRtW37x41tjdKYmCKHpuVVxevSw2OX7hgZ2ZF08drauueHz/Tu2NK5WXztVVVzQ/rL1ypujmpQu2Xsv7NdmKMUopplji67Rj5EH6VveJHZ5jW1HLHeLq9786P/xJBVMZEDag0KEY9mh+n4wxwhs01KaTqk7Ys5d5Sg/Qvh6KRUpkRhH1LcjsW9ET2tCMUkoxZaS7s217xroZE8bFz5uxfuXS3C0bzx4ruFdZruts5QotuB1dbc1tTfU9HS1dbc2dzx73tD8z9zzvaGqounz+ZMHebRtWL4uZtXjOtDUJS3K3pJ0vPvzsUZ3L3o9k8cnDuwfztp8pPNhQW9Vcf7fl0f3H92ru3rxyv6ai7clDi+5559PGR7VVFkP3ezaswPhWKjLGkv/VAJkiAVteCFePeAoz0MNrTLAPfzrBXjIgbEChQzHs0RyJxhjmE2gJkSkVGZEpxYwh6jSjhnLXvlTnzkR0v5yJzlAa7B9mHv57GWZP8uFVRj0O24nD+5OWxKxNjFu9LDZu3oykuJjThftf+DaORE6b9UXLk47mhp7OludPHzferWmoraqrunb17IlTh/cd25eXn5WRFLdg6vhfE2PnFeRuu3zm+NP6uy57H6PEauypKD3z4HaVs99q1r1oabz/oPpazdULVVcuNN691dPeUn+3uulBrcdhe+8WA2HBhsMZJRTL1GmVKk64j2TIDTeoYKf+ld4ZxZTKjOFhT/xf1YCwAYUOxbBHcyQaY5QvM0KJTCmiVMZtdVLpHvfhNPHWBeIwUSxAD/agPOn1rWSCkXTp/Om1K+LTUhKz1q/esjZ52YLZWRtS6u9U8Xawsef5w9s366rKH9VW3assv1xSXHay8Ebp6eqrF26UlVwtKS4+uHvrulXzp02MnT11d1bG1bMnWh49cNttjFJZFBru3npUW+1y2Gx95qcN925du1hckJ+ekpCzef3pQ3tKjxe0NzcOy47ab8WrjE9gxwgh7LSIFUXuw+lyxVGqe8a30iIEQ//N8BkQNqDQoRj2aI5EYxRTKlEiMVeffPu8c0eCp/QgMbQxwUaJRAliVPaCQg/S+M5OlLQ1N+ZsXp+waM6G5OXbN6ZuSFqWHBdzdF9e88N7nU8fV18tPbo39+je3BMFe47uyTm2N/fa+ZOdz57YrWZTd2fbk/rrZWd3Z2WsWrooZsbk1csXHz+w+8Gtm/1WEyUIY7n96ePGuzV9FqPD1tvR9Kj6alnxwfySYwU3Lp6tq75m1ndhJH8w4w588MD3MhghFGPq6sUd992nctwns0nPU5hBNqwGhA0odCiGPZoj0ZgX4fb77sMZzh3L5bqrVHRRgvhKYZRiSjGUgGE4U1nJhKDnLc0Fu7JTli1amxiXnpK4cklM/LwZG5KWpackxEyfNPG3n2dPHp8cv3Dfzq3XS093NDd43HbGCJJFh6334e3KI7t37MhYlxg7f86U8WuWLz5z9GBbU4PT1mvvs9yrqqi+cr6n/alV36V/3l5/p/rqmeNtTY8IRoQgSgmj5P2aJjagSzHlq7gz/wamRKZEolggPU3uUzvcJ7Op7tmwp/OvakDYgEKHYtij+Z2bb60K/qYKppQw/jfFlGDU9lAo3evYmSic30PMnUQW6Pu2iUXkGqOMUYRlU0/npVPHtq5LTo5bsHzBnOUL5ybGzlu+YE5qwpKDuVlXzxbXVV9raawzdreLHiefDC6LUuuTR6cO783bunHbxjUrF8+fMTEqMXb+8QO77lRcrLxYcmBn5pnCA0/qbuk7WhwWk/FF572bVzufPn6/Xq8aojFGCZGJ6CEvGt3HtzryV8tPahgRKcOET2AkmBBMCOFL6EAt8+0YEDag0KEY9mh+58YoI5gPMDMi8UWPqeRGdZc9+9aIpXtJTzMVnQTJCGOCsZeCPL8ZY4wyRpiXUkYJxUiWLEZ9+YUzGSmJCYvmxs2bGTd3ek7Guorzp+9XX39460b97ZtP6+8ZuzpcDpvgtJm6Oi6dLspOT01LSUyOX3hoV/b5YwfTVy1bPHfagpmTVy9ffGjXjpuXz3c8bey3GHSdbfdrrvd0ttA3uq5IhBtjhFKZUokSmWKJig5PxSnnnjXo8S2K/KvEE0yJTCgi5APp8488A8IGFDoUwx7N79oYY5hi4tNmibx4JJzc6di+TKq9QgUHRR5KEKGEEkQxIoTQ9232bySbWqQpxZQggmTd8/as9LVTx/86Y2LU9AnjFs+bkZoYtz5p6aqlC9NSEs4UHnhcW9XScLeuuqJg947UxCXbNq6pLr9k7+slWLZbTeeLC1fGxcTFzFq9fHHulg1XSorq79y8ebHkQc0Nl73vr6bQhBJCMaEyof7+IcktXD/lyl8lP66mRKIYU76tC6yo87YMCBtQ6FAMezS/c2OUMUSpJN695Mhd6S7ehrseU1kgRMbK/G2CVePN8NbKmzGfPDPiWxabKGOoqOnhva3rUhbOnLJg+qT4edPPHCswvGjvbH5UduJI5vpVaSmJ2zau2Z+9peryeYuhG8mSbyk3SijFCEk2q+nFsycNt28WH9i9bcPqXZnpF08dM3R1MEoGvXPzh2DM/zo+JgjzJccJogRTLFHJ7blxxrYtXijJJT1PMUEYFPptGRA2oNChGPZoflvGGKXUtzsFJXySF6IESbWX3XvX2LctE+9eYUj4kCYQvafG94q2Grof1lTU3bhk6u7AGDFG+R4Sgtth6ek0v2h12/sGeImIL5RNKcYY8S0o4LFqjREvQaSzwXNym+dsHjG08PXkfTPOeK8GxZRh5n3l+DT1z1bjr19jX8XLV7VFlCLKSFi9F3x1Ft8MOIopxV6GGMOUEcYQo8iftshfzR4IG1DoUAx7NL81Y5QvOcIYopRgXatYut+Zs1K4dw2LbiILBEsU2seRYX49xoRi/74UfNMR3s4mvLOaTwsf9tS+18YooljA7Q88xduEc/lE/4wQmWLs79IglNJBtK35dEvCCKYE8R51QhDGsk+h+fz5cB4WY4QSifhWB8KUycry44Ty3dax/432CA8DIGxAoUMx7NH8tox5GWUyJbJ0+6Izb6X7+GbUUU9lgWKREr7QMWYwCyxCjFHfa9Ne5vX3h3v/t8uT70Ov1/e14U/we2uMEUwwwSIjHtz2wH1sizM/RW64QYiECcIE08GtdkIpIVjyLUdKZf9i9TIlIl+dlBE5rCfFfFVq34r3fpMoFRiVCJYIFhnvGmE0slvSQNiAQodi2KP5bRnv83RXnhXuVxDRSWQPQRIhiG9LxVcKgzHmCDHexam0m32mFMFM9QfI89CM8s2yCH+9EFEkUsEmVJW48tfI9ZWUH3rVW1iMKzRBWN8knM8TKsuw24OJLLdUCcU5Yl0txjKhYa5rxoiXIkYRsXWJ1494zp9EPRa+PzclMn5xXyjJk+7eZAhxhQ6rgf5uDQgbUOhQDDkcfQtkyryHiviniaq2aCSUd1LxdYOJf19bwqe0YL4NFGHEN/WUYEoI862JzcsRQiliBHkpb1cRr5f6tmSgiBJMKMKY97DJlCLiX8CBEJkgRDHyvWRCESWIURLBtW8wsOEwipmnX6w848xLFsuP0t4evmuWf3V6hAkiL2ccPvAvP7rcu+jX3rRNsqmfEOy+esQ08Vf7/mJMZJ6v/bVhRCjmRQGliBLCT+tvfyP/ouKUUkJ1jbYNiywxCeK9Vt+UQCKLt05b50bZd+0ngkiITLDv5HyJU0qIvzSQ/ddClMiMSozKvF7OKGH8RXBGqC8x4fXDD9qAsAGFDsVQw5F5KaWESSbP1YOO7cuEyxewtZcQmass882Ilv0qLhOnUX7RIvdbsfGxuyRHrLlMXQ5GsW8mCJUpFSmRmK8jmvizN6IMeb1E6fzk04h84k0R7XvmuZDnuVFKbP0Uiej5A2xoZUTm+k0Z8npl5l8UDBQaDExjjCKCBYoE1HTLdSRDvFpIe3soliiRKJEoltnLGYcPOsgNl6wLxlrSNotmO6Wy58pB0x9jHPuOMiJTj95z44g9O1EsO02tvbS/Q7i013EgR2pqRs2V7oJ1YvlZardR0SpWn3TuSHAdzJQaH1IkEX2Dbf0Cy7yl0r0W6cFVR/5qsfoqenrLWbjZXXmV2LrE64XChePStZOO3UmOU/vk7k5KEHWbpcoi+87l9vxUse4mRRLFHrHukiMv0bk9Uaw4T1wuSmQq94s1ZxzZS4VTh0i3gb2V0gAIG1DoUAw5YzNKCZIbL1kXjO/5599M82YJ9+v45BHf5vOUV5MFQmRsabJtXGTeuNrT0Y7abvYlzHTk5WGrGROZUL6KAvatr0kR9u2yLBEsEixTwjul+fgTYQxTjInMR6cQ6arpT5plz96Ojc9d53IMC8fZL50jMld6iRJEsOzbZ5fiCO4fAwMbHmOMUj7tC4tEFuSm254j6dLVw7Svi8/b0PRa/0+hF441r1srPn/OHFb3+T3m38c69x6nlhZH9gr916N6PvtH15ejrBvWyu1PXad3Gid+Z8tK69+aZJwwznn2ArG023JX93w9qmf0P3pG/90wbpzzXBnubrCtW2iZt8x1rKA3cZIhdp6r/oFYc9o6J8qet5/01Ns2LdZ99onhy3/qR/9DN/qf/Zszsb7bfTrHNONXa2KMed5vhqmTnNfKneVHjJO+1o3+R8/ov/V8/Zltzz5i6XAc2KD/7hP9ZyN1o0da4mPFJ0/eQmkAhA0odCiGnrEJpZKzONPwx1jTn98Zor5znjhHJJkSTJFLvlfqzEm0ZcQK1y9jY7frVJYx6gt99Pd9u3LE2kvuIxmeKyXitaPOvNVi3W2KENY/ch3b7Co7h3ut8pNyx55k26Zk4U4lEp2EyP7hMcIcPZ6zu/rTY2xbV4i1VUQUkPmJ69hmd9kJT/kha8wvPV9/bF48S7h3i7hNnrK9tvQY56G9UvsLgkVCEYNFSMDAXjbGMOWjRb6eZ4liCT296y7cJFaeYp4+xl56gU3Vhv5F//Hf9P/6h+5f/9D98/90n3zp2FMo3Dxunv5T/7qNuL7asX2FadIkV1kFMT2xb15q+Pkzw5hv+7dtR9ZeT0Wh+c/v+pM3oJZOseaMZfbP1sRVUuVl+/oFpkmTLTOnWObPdFffplh015w0z/rNlrsXd913bFygH/+Lveyc/LCsd8k4w+IY9/0a6f4lz/UTcnudfdda/bivHcX5zoOZxh+/6k/PEK6dEU5mCTfL3DdOmeeP60tIkh/WOgoyjFFjnIWn38LSp0DYgEKHYugZm5L+lr6UBZY5c12HMqwx4/pSN8vPDYSI7utHzFN/1H05Svf5SN1/vrfvzrWti9V98X89//67aUmC6/SuviWT7Tt2iOUHrHPH9e/cLVutrrJdpkljncdPCxVHzNN/0n85Sv/1qJ4fv7GdKsGihzGZEkzcOvvOVYbv/6X/5mPdZ/8wTIh237iOOyr7l02zZ2Y69qcaoz7VffL/9D995zy215a9Uv/DPw1ff9LzxShj3CKhsYEx2fvq1z3BwMB8r1B7g3UFq9vQxtkTbAcyPMe32tbPNvz3e8eew+4L+4y//bvni48N33+q/88/jePGuE6fwbLLeaXANP4L44QprvJqgpyOY9n637/tPXpEFiVqabFvWmaeMV84ddS+fmHPx//X88nfjH9OcN2ooEQWa05ZZv1my91Huh860xZZY2PFx43E8si+McYYO99Zf1e4fbZ3/QzjpO90o0fqfvzcXlzguXnCMvP7nn/9TffJ301RY91nS4SrR8yTvtR9Nkr/w6f67/5p+M83jgOHKUZv2m9A2IBCh2Ko4cgYFe+etswYY92aI3a19G9ONE6f6LpdTQSDLWuFYUqUq/yqdLfElrXCU34ZNZf3xk0yJK30PHuKnl3uXTyxN3un3FlvS4szxywSbl2zb04wzpjmun6hb9NyQ/RY54kj4o0C65xfe5PS5NYeSjAhCPU3965ZaIj60Xk4Rygr8JzZJbc8wm3X++Kn9m3JlHqe9mev7on+xlF6Sq49ZZ37mzUpWaytcOxaafztZ9eZC4wgmA8MBjZEe2kcekOGpLdS2eO+fMA0foxtT6H7coFp0vf923Ow2UxNz3FPG3bYiLXVvm2l4euR+q/+bd+ZR/r6XRf2Gsd/49i5i9htqLXatmKqecEy98Vz9nULDL/83Js82zJrbH/aNmyyCDWnLLPH2XbtI7p6R3ps/4ok0vGcWhrtaQuMsTGO0n321TNNM353nNhv25LcE/VNf1EBsXaj+6XC2Z22jXMNP440xSy35W2zzPypd326bDASSxd93kRt1rewsBoQNqDQoRh6RsXOIxn67z8xTPqvdflE0x9f6T77xLa/EJma+9Yt7Fk409VQR5GHSC6CJOlFtXXpZGNKstDZTlrLe2Mn27JzkMXkOp1tnDTWtjnRumiiddN26XG1bdV83b9H6X4cbRgz2vDTp9akpWLTY0oQIZiIVufRTcaxn/Z8+vee0SPNc2cJd2pR+42++Cm2rZnI2GHLXaf7/VvnpXOe8oOmyd/ov/6XccwXxv/+W//Tt46TJ4kk/XUWagYDe0umVmhrWoZosVNCPJcPm/8Y69x3XG6t6ls5xTjmG9P8aMMf/7HExwn37zjP5xn+/MGWkWLbEG+cHO28dBk9q+5bOVX/n6/Ms/6wTPmh+/sve3fvw6137esXmOfGi1W3HfkbjZOjXZcviTUnrbN+teftoz31jrTFfYkpqL3Lp9CL5tvP5vWt+NO0YJ7jzJ7eVbN6/vulrXCn49BW3U+jDZN+MC/81Tjmc+vyNULlVfvGRbofvjTPiTZP+sE0Y6q7qhJmikUCoNCheL0Q1SN8BQAAExpJREFU5O8jMi+jrO9Zf8p8/eiPjT/+2/DLaMOYT3Wfj+xNXCU33LKlLzXMnOi6XU30DZ7i/eLtW7TtRv+yP80pK4X2p6jlSu/iifYdOdjai1or++KnGsd+aRg31llyntrb+9cvMU4Y5664Svp1uOMh1nVSUWR8XrfYT7oeiTdPuEtyrEsn6b/61LWrQKq/Yl06zbZ1Kza22XNTdeP/47x0Xqw5ZpnxU9+mTKm7m+hbcMtD0m9+O7M3wcD+WsYVGjVdt6VM6c/JRr0OyohQVWyN/dN54gzFAm6qsK+dYfzly77EBVJtNWqutKfN61uzUmp8JN0t6Vs+sW9LhvT8OW67Y98ca4z63DTjV3fhYWbupaYnjh0r+pPWyA2dqLHCtmqWPTtXuFjUu2K6s/AoNTxx565yZKSTLh3te+rMTbSkJnga7wnlh6wLxlhm/tGfMt8a/6fjWCExtrqPplmmfGX8ZbQleYmnvp4ikTyvdWxeaPzlc+uCKZ5LZdTtAYWOBEChQ/FaIcgoo4RQQikWq45apnzfuyFL6tBRwUVcuv5Nifqxv7guXXKV7DRGf2GM/tY04Rv9t6Pt2TvQw4u9iVN7fvqsN2Wtp2RPb+wk+/adyGImosWeu0r35d8t8+PEh08wEVxnc8xRX5nGf2ea9r3hp6+cB44Rh8s3M9zy2LZhke6Hz01T/mua+JX+x68dh4ulJ+W98VPsW7ZiQ4d91zrddx+b/hzvKcrrXROj+/4L85QxxnFfmWdP9dy5TSmCcWgwsDdjlDAkMewfOaKYyRIj+H+HJJEhyUuJ779I9lLipdj3N6NeRhiWmCQyWfQS7P9EZkj2Uvq/8xPMkMQw9jLi5Udf+ibxEsRkkckiQxJDkm8wi8hMFpkk+L7jZf7LCUyWvOQtLVgEhA0odCheKwQZ5QsSYYycJ3LMcya4L12hSCAUUYyEyweti393Fhdhfafr1HbLvDHGCd/1b8+Q2tuwp89ZnG2e+VNvwkrh7AH7xkXOwwdJXx8jknynuC9hsu3QIdTbR4lEnWbPudzehWPNE35xHtiNzDqKJUIkQmWKBdx+x75loWny14apPzkO5BODAXXf7s9Y7DiQj6xG1Hilf/U08+Tf3KWlcnutbcti48Sve+PnCTcqidvDKMwUAwMDe3sGhA0odCheJwT5KiW+BUZkDxbcBMn+tYckJLuQx0EkFyUeKnuI4CAeJ5U8FIuEyFQWqeAigkBkEYtuIol8dBkhEQtOIjkpkfiOhFhyY8FFBBeTBOpbrVOmRMZEwlgiopt4nERwY0nESCZEoqKTSAIlmCAZCW7scVEkUSJRyYUFOxHdDEm+zXOglxsMDOxtGRA2oNCheJ0QZF7GGGEMexlfNYwwihn/myBC+SqbiDGZMkwpJgz7Vv5ihDLMGGGM71fDV+jkq5Tw5QB9a5DxTwjD1LfJHaIU+dYR829vxximRGYU8e9QvrYzRZT6tsdhDFGKMSWUYMa/z5B/2ZNhz8ZgYGAfpAFhAwodimGPZjAwMLAPyYCwAYUOxbBHMxgYGNiHZEDYgEKHYtijGQwMDOxDMiBsQKFDMezRDAYGBvYhGRA2oNChGPZoBgMDA/uQDAgbUOhQDHs0g4GBgX1IBoQNKHQohj2awcDAwD4kA8IGFDoUwx7NYGBgYB+SAWEDCh2KYY9mMDAwsA/JgLABhQ7FsEczGBgY2IdkQNiAQodi2KMZDAwM7EMyIGxAoUMx7NEMBgYG9iEZEDag0KEY9mgGAwMD+5AMCBtQ6FAMezSDgYGBfUgGhA0odCiGPZrBwMDAPiQDwgYUGgAAAAAiEVBoAAAAAIhEQKEBAAAAIBIBhQYAAACASAQUGgAAAAAiEVBoAAAAAIhEQKEBAAAAIBIBhQYAAACASAQUGgAAAAAiEVBoAAAAAIhEQKEBAAAAIBIBhQYAAACASAQUGgAAAAAiEVBoAAAAAIhEQKEBAAAAIBIBhQYAAACASAQUGgAAAAAiEVBoAAAAAIhEQKEBAAAAIBIBhQYAAACASAQUGgAAAAAiEVBoAAAAAIhEQKEBAAAAIBIBhQYAAACASAQUGgAAAAAiEVBoAAAAAIhEQKEBAAAAIBIBhQYAAACASAQUGgAAAAAiEa1CFxUVjfjoo1EjR/L/RkdFjfjoI26VlZXvPHm+9AR+yFPY1tY24qOP2traXvvk8XFx/O/AqwzAULwx+N9WVlbyVMXHxUVHRakPxcfFKSl/bdTnH/rZBmBg3ypXHzVyZFZmpvrQqJEji4qKXu+i/LfKPYaisrJS49vIhN+FEjyBvnoNsjIzlZyuJtAnWZmZyicDH/UGy5XxcXE8r6nDjD+a1868nDcbM2GhuetQDLGMCuts/Cg37pZBJjIssjIz1T5Xl078mXJTEhkfF8c/GUpKNI81VOgOHu4rdVH8Zp/UmyKIQit+DHT9uxfpt6rQvODwhl9MvxuFVghU6DfCK9XrTV1lkIl/I6qjPttgSmpNcROZKD58Nwod6BN1QT/wUUUk1Lly1MiRbW1t70ahI413qdDq0pvzNhQ6OipKKcH4Q1QuER0VxR+HkhJ1gqOjooZY4Vb++zYUOjIZSKE1TomOilIy2KiRI9UNa7WOKjHBdWXERx/xX/HvKP/l39R8EvgI+a+UWlhbW5tSTVO3771eL6828v8qJ1G+o24rK/GtpJlLtbrIUCoBvFjh96t4RrlxdaVV7ajAD5VkaMJCXWyp/cmzgaYNzS+XlZmp/Epz1/zS6tjVPCmvqp7LE6NOg/p2graqlVtTajbKg9A8YiUN3LdKLKmrBfFxcep7UUpbfp7Kykp1O1i5TeXxBcaPcr/RUVGBbeigz4WLh3dw8clTqLRRlLAczNFQ3lO+FhhRyiNTfKh4YNTIkcoPefKCRi/PjEpUKI+eJ4AXc0Fjhp9H7QF1sRDqKPch/1d5TEr1YgCFDsxH6ttX35emNTZwzGh861W15wLPOcCTCopS0AU+C/Ud8UNtbW1qUVG7QvltYKmlfBJ4tsD0KDfC05OVmRkY0l5VGaL2DL8XJcDUkaDOTfznmlDhAaZ5aoowK6Go9hgXcnXaNA4JrHUNoNBKVPNP1Fmex4PGz/zkaoVWvKpOs/IUFG8r/gk8p7oapAmwITKQQnMnBpbUmgzpDa3Qak+pC7LKykr1TwbICUqe96qqCEHb0JonxB2tzsma6pK6bccLnVAKPSKg4RL4ieITdaVVOapO+YiXFVqJIf6Hcja1uignV4eUotDKdRVHBfVYoLcDFVqjo5oIU3KFcpT/oTw7tVuUIOa+5YqlnET5mrppxW9fEyrq0ladhlB3xL2hJEw5W9DnohQ3gfGp9oByfuW++NX5SZSzDXw0lPc08aNUUtWFiyKKgR7WnC1QoZWfKBlESYk6ZpRQ0fiEn5AXWK88qoT0iJcrUso9hlLowCeoXEjp6FIXqWqfDxAzGt+q1UK5XyUNSohqoihUOatW6KA+UZ77AAqtnITfXairB54taJKUEk8RucA2NL+QpgBXx4n6WpqKl/flkUHuMc0tqNs/lZWV6gQo/ufip3n0vE0SqsstlEKro0Jd3ClFiroepv6+8kdg+oOKjqYpxWNMHU5KEaHJ70NkIIX2hmhUqTWGO26ANjT/UJM5ebmsVJQG6IoJeuZQCq08QiVVA/hIKTiCFjpqhVZXWdRKqS4XgvY+KX0+I15uEGjqCkom0QSWRqHVlQy1Qis5Z4SqsahcV10B1LQpBxiHDno76kzCLxHUY5oHpPhWrUBFRUXqIli5a3WtTpNmdWMrVPyoUxh4v4HPRXF40PhUl0TK+fkP1UkK7AMIdXQw3lPSpk6M4tjAYtT7cjQGKrRa5tXJ0xxVfqL4RNOzrWS9AY5yNMKmdIqq26/qdoa6pFMHHi+Lgl5FSe1gYiZoOaDOQZr8qM5ogY9DITAqlLOp70L5O6hCa4SHP2vN1YOeLWiSBq/QmuLolWlT/tZUmLwBlYxBKrS6xazuo1I0VYPSflVMCVfNUKxyWvWzU//Nr8hTqy7eNQrNPwyqTaHKFsUnag8E3ktYvEKh1fA6qeYBv55Ce1/uchwRehLB6ym08jyCdoQq31G6lAfoJ1TfhfIh94A6bZqUKBbUY5rHxlPCgyY6KiqwYcfLIE1H0CsVWl27GuHvNAtMs/ps6h6/wIIg0MOvVOiigLl4/Abj/VOHvC+XCLw1FlRlNTk/aPxoUqjJRZrn4lUVN0Hj880q9OC9NypgCCmwcvzGFVodbJrmrPflon+Ao+pTqZ8X/yNUG1oTdYHPWvl5UIV+ZcwE9a1SJgTtYA8MlUAGUOhADwxSoYNePejZgibpNRSaJ2DwCq0oqOLzISq0+guaarE6a4dqQytf0zxEjXyqn5FGoQNrP0FFR1OcqktdJZGVqoly6iw8FEIqtKY64A1R6wysTQxSoeODDTYEMpQ2tPo8gbqojsjKl8dOvCEUejBtaPWdDrINzVvz6qylKUmVNCh38RptaM7AbWglbW+qDa341uvP0vxCPItq7oXnInXgDbINHTSFmsgM+lwCSyWF4WpDq59UoA8HUOig0fsabWjlk6Ct5IGPKilXUsKrnkGdrHxN3YbWPAK1W0K1oV8ZM2pvDFAiKb3cgWVFUMJtQ6vvZQCFDrx65LSheRNC+WHQKrKmAAn6BIO2oXm1Wx3tGrcEVehQTUr+/cAs731ZoXlDK2gvd2CalTMEPjVeuAWK5tAZqA2t9iO/tqb6XOSfEqLOD6P8g1JB67xef0BrFCWwjav8cPAKra7ItKnGPr0BcR/YtvO+HLu8V9mrmkTgVWXFwIIy3j83SrmXyhAjYYEKzeNe6TxUkhqo0GrlG4xCR6sGF4OmWa1e6u/EB5uQkvXySGrQtoLGe+p45aFV5B/dCVoiKAlTlxFqT2YFG4fWeE9JoVqhA59LpWrEKzA+1bc2ImBQ+TUUemDvqSVHefqBPnylQmv8/0qFVv+EF46aTj/lcrynZ4CjSiI1t6+UZaEUOmgYK9fiLbzAKw4mZkLVtpX2k7pIzQoYh/a+XO/XMIBCa2IysNwfETBDSrm7oFcPPFvQJA1eoeNfnp4SVKGV3yq5KSvYiw/qS0Srxo8Ci2h1uaR2haZ1HrS6Fkqh1VGhblgrUaF0RI1QjUMraqqEk/JJKIVWnnKRf5Rao5XKXQQWAkPhFb3c6r5EtYNGBcwQjlfNZgxUaG+wDmdNP4b6PtXpCXQWd6VSoo3wT8NTUqtu4o94uatKaYEVBXvPSp1Ida7WpFxTVRwR0LvCE6OO3VGqWZGV/pk7yvMLLD29wRTa68+rg1RotQcUxyppjg+YKRavmlaqZAl1OqODzUZWjip9Ptx7Gt9q8lJga0ZT0ilpqFTNGFfLVWD8KClUej4VHwY+F01xM0B8qut5r63QA3tPKdHUHWW87ht4d5WqSYXqaAyM3lcqdLR/Bm+0f76h2ifqBxroMc1R5XNNfV0JjwEUWp2P2traNC1FpVjQdCq+MmY0vlWuwr+j6SZVC4PypAbo5xtYob0vv76hSJTyYaioCHX1wLMFEqjQSt5RKnyaorLNP0suaH/SqJfncker3rMK9IP35ehV18w0hWS0//0C5R7VRVbQZnEohdZc1BvQHaXOieorqosjfoaKiooRoRVaHe2KiwKlwavqXRhMT8wrCWMcOsIZEbq2OxQ0pQ8wGAK7EIfCm6qNAgCg6eUe/E/eYAYcoNMU0PCKNcXeI0Chhxd1TfbNxg8oNDC8KIGttmFMT1HA3LoRwSbDBmXwCh2qA3Xo/HUUWl0qKhaWoMC63AAAAAAQiYBCAwAAAEAkAgoNAAAAAJEIKDQADJXA9yODEvjqy1AY+GxZqpUclGnVb3A08W0MTwIAoAEUGgDeEe9SoQNfXHyzCh30EgAAvFlAoQFgqKjfwY0P2E8pK2APqIHfoB3x8hI6mpnDgWcLRP2yKW9DBy4V4PVrfPTLe1uNCrZTkzIlNV61CDYoNAC8bUChAWCoBK59Fh9ih6IBFFpp4yqLW40IWMUv6NmCosjnAL3cWcH2thoVYqcm5Wug0ADwzgCFBoChMsi1oAdYhUq9lpzX620LsePTAKthaxikQiuX0Kx0HSpt6r9BoQHgbQMKDQBDZTBrQXtVC/a9UqG9wVal4KvVBp4tKOEqtJIAUGgAiBxAoQFgqITbhlavQhxKoSuD7fgEbWgA+EsBCg0AQ+WVuzVo9oBSBn3Ve52NCNiiZ0TAtigD7CilYfDj0Jq9mAYeI4eZYgDwLgGFBoChMoBCe4PtAaXZXizUPmmaHZ9CnS0ogQrNr8X3XVVv5ane28obQqFhLjcADAug0ADwF0Xdyz34nwywVywAAG8WUGgAeI9Rb0Ck2CD3FhykQqub8koDGtYUA4B3ACg0AAAAAEQioNAAAAAAEImAQgMAAABAJAIKDQAAAACRCCg0AAAAAEQioNAAAAAAEImAQgMAAABAJAIKDQAAAACRCCg0AAAAAEQioNAAAAAAEImAQgMAAABAJAIKDQAAAACRCCg0AAAAAEQi/x8do5BSG8JQywAAAABJRU5ErkJggg==" alt></p>
<p>The activity of hexokinase is regulated by end product inhibition. Explain how a reaction can be controlled by end product inhibition.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>a. metabolic pathway is a series of enzyme catalysed reactions;<br>b. allosteric enzyme catalyses one step/first step in the mechanism/chain of reactions;<br>c. enzyme is inhibited by the end product;<br>d. end product binds at a site other than the active site/allosteric site;<br>e. reaction mechanism is interrupted / product formation stops;<br>f. more inhibition of enzyme as end product concentration rises / less inhibition as end product reduces;<br>g. example of negative feedback;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There was better knowledge of end product inhibition but again candidates found their explanations hard to express.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse the electron micrograph for the state of contraction of the muscle fibre.</p>
<p><img 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" alt></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline ATP production in muscle fibres during intense exercise.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the role of ATP in muscle contraction.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. muscle fibre is (partially) contracted;<br>b. thick and thin filaments show considerable overlapping;<br>c. narrow/reduced light bands between Z lines / <em>OWTTE</em>;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. for 8&ndash;10 seconds creatine phosphate regenerates ATP;<br>b. anaerobic respiration produces ATP until lactate too high/for about 2 minutes/ 800 m of running;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. ATP breaks cross-bridges (between myosin and actin);<br>b. ATP resets/activates/changes position of/cocks myosin heads;<br>c. ATP provides energy to move actin/causes sliding of filaments;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>In a, the better candidates were able to state that the fibre was (partially) contracted as there was a narrow/reduced light band between the Z lines.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>b was not well answered, with few considering the duration of ATP regeneration by creatine phosphate or the time taken to build up lactic acid.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Better candidates could explain the role of ATP in muscle contraction.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The following image represents a model of ribulose bisphosphate (RuBP) carboxylase (also known as Rubisco) from the green alga <em>Chlamydomonas</em>.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the level of protein structure of the part labelled X.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the role of ribulose bisphosphate (RuBP) carboxylase in the Calvin cycle.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain non-competitive inhibition.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>secondary (structure) / &alpha; helix</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>fixes/adds carbon/CO<sub>2</sub> to RuBP</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. inhibitor binds to enzyme at different location than active site;<br>b. this causes a change in the shape/conformational change of active site;<br>c. thus preventing the substrate from binding to the active site / resulting in a decrease of enzyme activity/speed of reaction;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>A relatively small number of candidates answered this option, but those who did generally achieved well.</p>
<p>In C2 (a) (i) most answers were correct.&nbsp;</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A relatively small number of candidates answered this option, but those who did generally achieved well.</p>
<p>A comment on a G2 suggested that the examination should have used the abbreviation Rubisco as this is found in many texts rather than ribulose bisphosphate.&nbsp;Although many texts may use this abbreviation, the examination was based on the terminology used in the subject guide. Teachers who do not use the terminology of the guide may disadvantage students, as appears to have been possible with this question.</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A relatively small number of candidates answered this option, but those who did generally achieved well.</p>
<p>In C2 (c) in general candidates did know how non-competitive inhibitors work. This is a standard question that revision of past papers would have prepared candidates well for.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The following is an electron micrograph of a chloroplast.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Label I and II.</p>
<p>I. ..................................................................</p>
<p>II. ..................................................................</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the relationship between chloroplast structure and its function.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between oxidation and reduction.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>I. granum / grana<br>II. stroma<br>(<em>both needed</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>large surface area of grana/thylakoids for light absorption/electron transport chains;<br>(small) space inside thylakoids for accumulation of protons;<br>(fluid) stroma contains enzymes/chemicals for light-independent reactions;<br>presence of DNA/ribosomes means production of specific proteins possible;<br>different photosynthetic pigments absorb different wavelengths of light;<br>starch grains store excess carbohydrates from photosynthesis;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img 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" alt></p>
<p><em>Responses do not need to be shown in a table format.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Many candidates could correctly label the two parts of the chloroplast indicated.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many scored two of the three marks on relating chloroplast structure to function.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates seemed to either have a clear understanding of oxidation and reduction with regards to loss and gain of oxygen, hydrogen and electrons, thus gaining the two marks, or to have no idea at all.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Label the following micrograph of a mitochondrion.</p>
<p><img src="data:image/png;base64,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" alt></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how oxidative phosphorylation occurs by means of chemiosmosis.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for any two of the following correctly identified.</em><br>I. matrix;<br>II. inner membrane;<br>III. cristae / intermembrane space;<br>IV. outer membrane;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>electrons are passed along electron transport system (on inner membrane of mitochondria);<br>energy is released as electrons move from one carrier to next;<br>carrier is oxidized as it loses an electron to the next carrier, which becomes reduced;<br>energy released during electron transport causes proton pumping;<br>H<sup>+</sup> pumped against concentration gradient from matrix to intermembrane space;<br>H<sup>+</sup> moves down concentration gradient back through inner membrane/ ATP synthase;<br>passage of H<sup>+</sup> <span style="text-decoration: underline;">through ATP synthase</span> causes phosphorylation of ADP/ production of ATP;</p>
<div class="question_part_label">b.</div>
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<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates knew the parts of the mitochondrion.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The question was either very well answered or the answers were very vague. &nbsp;</p>
<div class="question_part_label">b.</div>
</div>
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