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</div><h2>SL Paper 2</h2><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>codominant allele</em>, r<em>ecessive allele</em>, <em>locus</em> and <em>sex linkage</em>.</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>ABO blood groups are inherited from parents, but it is possible for a child to have a different blood group from either parent. Outline how this can happen using a Punnett grid.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how males inherit hemophilia and how females can become carriers for the condition.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. <em>codominant allele</em>: (pair of) alleles that both affect the phenotype when present in a heterozygote / both alleles are expressed;<br>b. <em>recessive allele:</em> an allele that produces its characteristic phenotype only when present in homozygous state / is expressed when dominant allele not present;<br>c. <em>locus:</em> the (particular) position of a gene on a chromosome/homologous chromosomes;<br>d. <em>sex linkage:</em> a gene located on a sex chromosome/X/Y/X or Y chromosome;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Example / annotated Punnett grid showing a cross between blood groups showing:</em><br>a. parental genotype (for example I<sup>A</sup>i and I<sup>B</sup>i therefore A and B phenotypes);<br>b. gametes of one parent; (shown in Punnett grid)<br>c. gametes of other parent; (shown in Punnett grid)<br>d. genotypes of offspring; (shown in Punnett grid)<br>e. phenotypes of offspring expressed as a ratio or possibly in the Punnett grid;<br>f. blood group different to parent shown and identified (ie ii is blood group O);<br><em>Award <strong>[4 max]</strong> if correct notation not used.</em><br><em>Award <strong>[2 max]</strong> if Punnett grid is not used.</em></p>
<p><em><strong>NB</strong> Other possible crosses could be used as long as the offspring include one </em><em>or more offspring of a different phenotype from either of the parents.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. hemophilia is due to a <span style="text-decoration: underline;">recessive</span> allele/is a <span style="text-decoration: underline;">recessive</span> trait / X<sup>H</sup> is normal allele and X<sup>h</sup> is hemophilia allele;<br>b. hemophilia is sex linked;<br>c. allele/gene is on the X chromosome;<br><em>Reject disease/hemophilia carried on X chromosome.</em><br>d. (sex chromosomes in) females are XX while males are XY;<br>e. Y chromosomes do not have the allele/hemophiliac males are X<sup>h</sup>Y;<br>f. males inherit their X chromosome from their mother/do not pass the allele to sons;<br>g. males have only one copy so recessive trait/allele is not masked;<br>h. males have a 50 % chance of hemophilia/receiving the allele if mother is a carrier;<br>i. carrier is heterozygous for the gene/is X<sup>H</sup>X<sup>h</sup>;<br>j. dominant/normal allele masks the recessive allele (so clotting is normal);<br>k. females inherit one X chromosome from father and one from mother;<br>l. affected/hemophiliac males have carrier daughters;<br>m. hemophilia allele could have been inherited from either parent; <br><em>Accept the points above explained either in text or clearly using a Punnett grid or genetic diagram but not for simply reproducing an unlabelled Punnett grid or diagram without explanation.</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>Question 7 was by far the most popular questions and it was answered well by many.</p>
<p>Codominant allele, recessive allele and locus are all specifically defined in the guide so answers were only awarded credit when they closely matched the guide. For example, in locus allele was not accepted for gene. However, for sex linkage the guide offers no definition so trait and gene were equally accepted as being located on a sex chromosome.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Question 7 was by far the most popular questions and it was answered well by many.</p>
<p>ABO blood group inheritance seemed to be well understood. Through the use of Punnett grids with different examples, candidates were usually able to show how a child could have a different blood group from either parent. However answers were often penalized because of notation errors. This meant that in some cases Punnet grids seemed to show phenotypes rather than genotypes. </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Question 7 was by far the most popular questions and it was answered well by many.</p>
<p>This hemophilia question presented an organizational challenge to candidates. Often candidates had the knowledge to answer the question but struggled to connect meaningful statements to produce a coherent passage. Instead of splitting their answer into two sections (how males inherit hemophilia and how females can become carriers) candidates just tended to write on and on about hemophilia. Many carelessly said that hemophilia is carried on the X chromosome rather than the allele/gene for hemophilia. <br><br></p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Meiosis in humans produces cells that participate in fertilization. Outline the processes involved in meiosis.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Following fertilization, cells in the developing embryo differentiate. Outline a technique for cloning using differentiated animal cells.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss ethical issues of therapeutic cloning in humans.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Remember, up to TWO “quality of construction” marks per essay.</em></p>
<p>a. meiosis reduces a diploid cell into (four) haploid cell(s);<br>b. (during prophase I) homologous chromosomes pair up/synapsis;<br>c. chromatids (break and) recombine / crossing over<br>d. (metaphase I) (homologous chromosomes) at the equator of the spindle / middle of cell;<br>e. (anaphase I) (homologous) chromosomes separate and move to opposite poles;<br>f. (telophase I) chromosomes reach poles and unwind <em>WTTE</em>;<br>g. (prophase II) chromosomes (condense and) become visible, new spindles form;<br>h. (metaphase II) chromosomes line up at the centre of the cells/equator;<br>i. (anaphase II) sister chromatids separate;<br>j. (telophase II) chromatids reach the poles and unwind;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Remember, up to TWO “quality of construction” marks per essay.</em></p>
<p>a. differentiated/somatic/diploid cells taken from donor animal/sheep udder;<br>b. (diploid) nucleus from donor cells removed;<br>c. ova/eggs cells removed from (donor) animal/female sheep;<br>d. (haploid) nucleus removed from eggs/ova;<br>e. (diploid/donor’s) nucleus is fused with/inserted into egg/ovum (to form zygote);<br>f. embryo (from cell with donor nucleus and egg from surrogate) implanted in uterus of surrogate mother;<br>g. normal pregnancy and birth is completed;<br>h. offspring is a genetic copy/clone of the donor mother/diploid nucleus <em>WTTE</em>;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Remember, up to TWO “quality of construction” marks per essay.</em></p>
<p>a. therapeutic cloning involves producing embryos from which embryonic stem cells can be harvested for medical use;</p>
<p><em>argument in favour:</em><br>b. (to many people) any procedure that reduces pain and suffering is ethically/morally justified;<br>c. stem cells can be used to replace organs/tissues that have been lost/damaged in a patient;<br>d. (thus) pain and suffering can be reduced/lives can be saved/life quality improved;<br>e. cells can be removed from embryos that have stopped developing and would have died anyway;<br>f. cells are removed at a stage when no pain can be felt by the embryo;<br>g. use embryos from IVF that would otherwise be destroyed;</p>
<p><em>Accept up to one additional reasonable argument in favour. </em></p>
<p><em>argument against:</em><br>h. embryonic stem cells are no longer needed as adult stem cells can be used without causing loss of life;<br>i. there is danger of embryonic stem cells developing into tumour cells/harmful effects are not yet known;<br>j. every human embryo is a potential human with the right to development;<br>k. more embryos may be produced than can be used and so some would be killed;<br>l. (to many people) any procedure that harms a life/kills is unethical/morally wrong;<br><em>Accept up to one additional reasonable argument against.</em></p>
<p><em>To award [8] at least one pro and one con must be addressed.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most had an idea that four haploid cells formed from one diploid and were able to outline the stages of meiosis.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The technique of cloning was not well understood, with many mixing it up with IVF. The origins of the differentiated cells and the ova were often confused.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Therapeutic cloning was not well understood, and again confused with IVF. Many answers conjured up ideas of human clones kept in laboratory cupboards from which organs could be harvested when needed. The answers seemed to be centre specific, with students from centres where it was discussed in detail scoring well. There were several comments about the fact that it was allocated 8 marks for ethical issues, whereas the other two parts were only awarded 5 each. It is an extremely important topic, which may have far reaching consequences for the students in the future.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>DNA research, involving biotechnology, has led to benefits for society but has given rise to some controversy.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how translation depends on complementary base pairing.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the polymerase chain reaction (PCR), including the role of Taq DNA polymerase.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain benefits and risks of using genetically modified crops for the environment and also for human health.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. translation converts a sequence of mRNA nucleotides/codons to a sequence of amino acids/polypeptide/protein </p>
<p>b. «triplets of» nucleotides/bases on «activated» tRNAs pair with complementary «triplets of» nucleotides/bases on mRNA /<em> vice versa</em> </p>
<p>c. base pairing occurs when adenine/A pairs with uracil/U and guanine/G pairs with cytosine/C </p>
<p>d. specific amino acids are attached to specific of tRNA </p>
<p>e. mRNA has codons <em><strong>AND</strong></em> tRNA has anticodons</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. PCR is process by which a small sample of DNA can be amplified/copied many times </p>
<p>b. PCR involves repeated cycling through high and lower temperatures «to promote melting and annealing of DNA strands» </p>
<p>c. «mixture» is heated to high temperatures to break «hydrogen» bonds between strands of DNA/to separate the double-stranded DNA </p>
<p>d. Taq DNA polymerase can withstand high temperatures without denaturing </p>
<p>e. primers bind to «targeted» DNA sequences at lower temp </p>
<p>f. Taq DNA polymerase forms new «double-stranded» DNA by adding «complementary» bases/nucleotides</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Environment benefits:</em></p>
<p>a. pest-resistant crops can be made </p>
<p>b. so less spraying of insecticides/pesticides </p>
<p>c. less fuel burned in management of crops</p>
<p>d. longer shelf-life for fruits and vegetables so less spoilage </p>
<p>e. greater quantity/shorter growing time/less land needed </p>
<p>f. increase variety of growing locations / can grow in threatened conditions</p>
<p><em>Environment risks:</em></p>
<p>g. non-target organisms can be affected </p>
<p>h. genes transferred to crop plants to make them herbicide resistant could spread to wild plants making super-weeds </p>
<p>i. GMOs (encourage monoculture which) reduces biodiversity </p>
<p>j. GM crops encourage overuse of herbicides</p>
<p><em>Health benefits:</em></p>
<p>k. nutritional value of food improved by increasing nutrient content </p>
<p>l. crops could be produced that lack toxins or allergens </p>
<p>m. crops could be produced to contain edible vaccines to provide natural disease resistance</p>
<p><em>Health risks:</em></p>
<p>n. proteins from transferred genes could be toxic or cause allergic reactions </p>
<p>o. antibiotic resistance genes used as markers during gene transfer could spread to «pathogenic» bacteria </p>
<p>p. transferred genes could cause unexpected/not anticipated problems <br><em><strong>OR</strong></em> <br>health effects of exposure to GMO unclear</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of the human adult male reproductive system.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the application of DNA profiling to determine paternity.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the inheritance of colour blindness.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. scrotum – <em>shown around testes</em>;<br>b. testis/testis/testicle – <em>shown inside scrotum</em>;<br>c. epididymis – <em>shown adjacent to testis and connected to sperm duct</em>;<br>d. sperm duct/vas deferens – <em>double line connecting testis/epididymis to urethra</em>;<br>e. seminal vesicles – <em>sac shown branched off sperm duct (not off the urethra);</em><br>f. prostate gland – <em>shown positioned where sperm duct connects with urethra</em>;<br>g. urethra – <em>shown as double line linking bladder to end of penis</em>;<br>h. penis – <em>with urethra passing through it</em>; <br><em>Award <strong>[1]</strong> for each structure clearly drawn and labelled that conforms to the italicized guidelines given</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. DNA from <span style="text-decoration: underline;">child</span>, <span style="text-decoration: underline;">mother</span> and possible <span style="text-decoration: underline;">father</span>(s) used to establish paternity;<br>b. (DNA profiling is done) for legal reasons / divorce / inheritance;<br>c. (DNA profiling is done) for personal reasons / self-esteem issues for children/fathers/parents;<br>d. DNA copied/amplified using PCR;<br>e. DNA cut using restriction enzymes;<br>f. (gel) electrophoresis used to separate DNA fragments;<br>g. pattern of bands is produced (in gel);<br>h. analysed for matches between child with mother and possible father;<br>i. (about) half the child's bands will match the father (while the other half will match the mother);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. colour blindness caused by recessive allele / colour blindness is recessive;<br>b. gene located on X chromosome/sex-linked;<br>c. X<sup>b</sup> is allele for colour blindness <span style="text-decoration: underline;">and</span> X<sup>B</sup> is allele for normal colour vision/dominant allele;<br>d. male has one X and one Y chromosome;<br>e. male has only one copy of gene(s) located on X chromosome;<br>f. X chromosome (in males) comes from female parent;<br>g. any male receiving allele from mother will express the trait;<br>h. X<sup>b</sup>Y is genotype for colour blind male;<br>i. many more males have colour blindness than females;<br>j. female will express colour blindness only if is homozygous recessive/X<sup>b</sup> X<sup>b</sup>;<br>k. heterozygous/X<sup>B</sup> X<sup>b</sup> female is a carrier;<br>l. colour blind female could be born to colour blind father and carrier mother;</p>
<p><em>Marks may be earned for use of <strong>annotated</strong> diagram/Punnett square to show </em><em>points given above.</em></p>
<p><em>Accept use of letters other than B and b as long as capital letter is used for dominant and lower case letter for recessive alleles. For using other improper notation (not showing X or Y), award <strong>[0]</strong> for the first misuse and then apply ECF to additional notation as long as usage is consistent.</em></p>
<p><em>(Plus up to <strong>[2]</strong> for quality)</em></p>
<p> </p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>There were many good drawings. However, there were too many sloppy ones. Often the sperm duct and urethra were shown without double lines. The physical proximity and connections of sperm duct, prostate gland, and urethra were usually drawn incorrectly. In a few cases the female reproductive system was drawn.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>DNA profiling for paternity cases was answered well by many candidates. However, many had the procedures quite poorly sequenced. Little attention was given to selectively breaking up the DNA, or use of restriction enzymes. Weaker answers would have benefitted from more precise terminology such as DNA fragments or DNA bands rather than just DNA. There was fair understanding of gel electrophoresis. Many candidates missed out as they failed to mention DNA from the mother must be used as well as DNA from father and child. Almost no responses included why one might do this process.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Inheritance of colour blindness seemed to be pretty well answered by many. There was better attention to correct notation than in the past. There was good use of annotated Punnett grids to clarify answers. However, the candidate needed to label or explain the Punnett grid in order to earn marks. It was surprising that many did not include the genotypes in their explanations. Marks were lost by incorrect use of the term gene when allele should have been used.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define the term <em>allele</em> as used in genetics.</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>List the possible genotypes for blood group B.</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><em>allele</em>: one specific form of a gene (occupying the same gene locus as other alleles of the same gene)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>I<sup>B</sup>I<sup>B</sup> <span style="text-decoration: underline;">and</span> I<sup>B</sup>i</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>Most candidates could recall a definition of an allele. <br><br></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates did not use appropriate notation and did not score a mark. The Biology subject guide is very clear that candidates must use the I<sup>A</sup>, I<sup>B</sup>, i notation for the relevant alleles</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the property of stem cells that makes them useful in medical treatment.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how multicellular organisms develop specialized tissues.</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>Outline some of the outcomes of the sequencing of the human genome.</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>has the ability to <span style="text-decoration: underline;">differentiate</span> (into specialized tissue)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>only some genes are expressed in each cell type/tissue;<br>tissues therefore develop differently/become differentiated;<br>example of differentiated cell and the function of tissues;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>knowledge of location of <span style="text-decoration: underline;">human</span> genes / position of <span style="text-decoration: underline;">human</span> genes on chromosomes;<br>knowledge of number of genes/interaction of genes / understanding the mechanism of mutations;<br>evolutionary relationships between <span style="text-decoration: underline;">humans</span> and other animals;<br>discovery of proteins / understanding protein function / detection of genetic disease;<br>leads to the development of medical treatment/enhanced research techniques;<br>knowledge of the base sequence of genes/study of variation within genome;</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 either seemed very clear that differentiation was the process that produced specialized tissue or not aware of it at all.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Again, candidates found it difficult to explain how specialized tissue develops. The best answers explained how cells used genes selectively and gave specific examples of specialized tissue and their functions.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates confused the human genome project with karyotyping of individuals. However most candidates gained marks by mentioning that the project had been valuable in increasing our knowledge of and ability to treat diseases of genetic origin.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>habitat</em>, <em>population,</em> <em>community</em> and <em>ecosystem.</em></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p><br> </p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how energy flows through an ecosystem.</p>
<p> </p>
<p> </p>
<p> </p>
<p><br> </p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the benefits and possible harmful effects of altering species by <strong>one</strong> example of genetic modification.</p>
<p> </p>
<p> </p>
<p> </p>
<p><br> </p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>habitat</em>:<br>the environment in which a species normally lives / the location of a living organism / <em>OWTTE</em>;</p>
<p><em>population</em>:<br>a group of organisms of the <span style="text-decoration: underline;">same species</span> who live in the same/specific area at the same time/interact; (<em>some reference to common</em><br><em>place and time is required</em>)</p>
<p><em>community</em>:<br>a group of populations/species living and interacting with each other in an area / <em>OWTTE</em>;</p>
<p><em>ecosystem</em>:<br>a community and its abiotic environment / <em>OWTTE</em>;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>producers/plants/autotrophs convert light energy into chemical energy/make food by photosynthesis;<br>such as sugars/organic compounds;<br>producers eaten by primary consumers, these by secondary consumers, (these by tertiary consumers)/energy moves up trophic levels;<br>only a small percentage/10–20 % of the energy is passed along food chain;<br>energy lost in the form of heat;<br>energy lost by (cell) respiration;<br>energy lost as not digested/lost in feces;<br>energy lost through death of organisms;<br>passed to detritivores/saprophytes/decomposers;<br>energy is not recycled;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>DNA is universal (genes can be transferred among species);<br>gene modification is the transfer of genetic material between species;<br>named example; (<em>e.g. glyphosate resistant crops</em>)<br>source of gene; (<em>e.g. bacteria</em>)<br>function of gene; (<em>e.g. resistance to herbicides</em>)<br>modified organisms; (<em>e.g. soya beans</em>)</p>
<p>argument in favour/benefit of named example; (<em>e.g. increase in crop yield</em>)<br>argument in favour/benefit of named example; (<em>e.g. reduction in use of herbicides)</em><br>argument in favour/benefit of named example; <em>(e.g. glyphosate breaks down into naturally occurring components so glyphosate resistant crops are justified)<br></em></p>
<p>argument against/risk of named example;<em> (e.g. (application of) glyphosate could cause cancer in future)<br></em>argument against/risk of named example;<em> (e.g. could be transferred to wild plants)<br></em>argument against/risk of named example;<em> (e.g. genetically modified crops may cause allergies)</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 were correct with all of their definitions in 6(a). Since these involved pure recall, it showed that candidates had studied the topic. Where trouble occurred, it was confusion between population and community</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Overall, 6(b) was well answered with very few outright errors. Energy flow was well understood with accurate terminology being used. The ideas most frequently missed were: sugars/organic compounds as products of photosynthesis and the loss of energy. The latter included loss by (cell) respiration, loss as undigested material/feces and loss through death of organism. Also, not many candidates wrote that energy is not recycled.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Although 6(c) asked for the benefits and possible harmful effects of genetic modification using one example, it was appropriate to begin the answer by explaining that genetic modification involves the transfer of genes among different species based on the universality of DNA. This was rarely done. When naming the example, the source of the gene was usually not included, whereas its function and the modified organism were often given. Several examples of non-existent GMOs were cited. Some have ceased to be manufactured while others have not got out of the research laboratory. Pros and cons tended to be generic instead of true applications of the arguments to the named GMO. Some candidates used different examples for different points in favour and against as opposed to discussing with one relevant named example. Finally, a few candidates confused GMOs with selective breeding or cloning. </p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The diploid number of chromosomes in horses (<em>Equus ferus</em>) is 64 and the diploid number in donkeys (<em>Equus africanus</em>) is 62. When a male donkey and a female horse are mated, the result is a mule which has 63 chromosomes.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the haploid number for horses.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain reasons that mules cannot reproduce.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss whether or not horses and donkeys should be placed in the same species.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A mule was born at the University of Idaho in the USA with 64 chromosomes. Suggest a mechanism by which this could happen.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>32</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. because the chromosome number is not an even number/63</p>
<p>b. (so) cannot divide by two during meiosis/cannot perform meiosis/chromosomes cannot pair up during meiosis</p>
<p>c. one chromosome has no homologue/WTTE</p>
<p>d. because unlikely to/cannot produce viable gametes/sperm/egg cells</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. to be in same species two organisms must have the same genes arranged on the same chromosomes<br><em><strong>OR</strong></em><br>must have the same number of chromosomes</p>
<p>b. members of same species produce fertile offspring and a mule is not fertile</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>non-disjunction</p>
<p><em>Accept description of non-disjunction</em>.</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe karyotyping and <strong>one</strong> application of its use.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe a technique used for gene transfer.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using a <strong>named</strong> example, discuss the benefits and harmful effects of genetic modification.</p>
<div class="marks">[9]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>cells undergoing mitosis are used for karyotyping;</p>
<p>process of mitosis is stopped at (mitotic) metaphase;</p>
<p>chromosomes (cut from photographs) are arranged in pairs of similar structure/ homologous chromosomes;</p>
<p>allows abnormalities in the chromosome number/appearance to be seen;</p>
<p>any valid example <em>(e.g. in Down syndrome / gender of fetus)</em>;</p>
<p>detected by identifying unique feature (<em>e.g.</em> trisomy 21 / one extra chromosome / 47 chromosomes);</p>
<p><em>Award <strong>[3 max]</strong> for an example with no description of karyotyping</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>restriction enzymes/endonucleases cut a small fragment of DNA from an organism;</p>
<p>same restriction enzymes used to cut DNA of plasmid / <em>e.g.</em> <em>E. coli</em>;</p>
<p>sticky ends are the same in both cases;</p>
<p>fragment of DNA is inserted into the plasmid;</p>
<p>spliced together by ligase;</p>
<p>to make recombinant DNA/plasmids;</p>
<p>recombinants can be inserted into host cell and cloned;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>genetic modification is when the DNA/genotype of an organism is artificially changed;</p>
<p>genetic modification alters some characteristic/phenotype of the organism;</p>
<p><strong>named</strong> example with modification (<em>e.g.</em> salt tolerance in tomato plants);</p>
<p><em>benefits: <strong>[5 max] </strong></em></p>
<p>allows crops to be grown where they would not grow naturally;</p>
<p>provides more food;</p>
<p>economic benefits;</p>
<p>expands world’s productive farmland;</p>
<p>reduces the need to clear rainforests to grow crops;</p>
<p>lowers cost of production;</p>
<p>less pesticides/fertilizers/chemicals needed so better for environment;</p>
<p><em>Award marks for any valid benefit consistent with a <strong>named</strong> example.</em></p>
<p><em>harmful effects: <strong>[5 max]</strong></em></p>
<p>may be released into natural environment;</p>
<p>may affect food chains / unintended effects on other organisms;</p>
<p>may affect consumers e.g. allergies/health risks;</p>
<p>unfair to smaller farmers who cannot compete;</p>
<p>long-term effects are unknown; risk of cross-pollination;</p>
<p>risk of long-term contamination of soil;</p>
<p><em>Award marks for any harmful effect consistent with the <strong>named</strong> example.</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>Few candidates could give much accurate information about karyotyping. Especially overlooked was the importance of selecting cells undergoing mitosis and stopping mitosis at metaphase. Candidates did better in describing an application. Most often, abnormalities in chromosome number or the example of Down syndrome was given.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates tended to do either very well or quite poorly on describing gene transfer. Those who blundered often confused gene transfer with cloning.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Those few who could name an example of genetic modification often struggled to identify specific benefits or harmful effects resulting in generalizations and fictitious accounts. Many answers were incomplete or vague.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of the adult male reproductive system.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the role of sex chromosomes in the control of gender and inheritance of hemophilia.</p>
<div class="marks">[7]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the ethical issues associated with IVF.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for each of the following structures clearly drawn and correctly labelled.</em><br><em>Adjacent structures mentioned in each marking point must be recognizable in the drawing for the mark to be awarded, but need not be correctly labelled.</em><br>testes/testis – shown inside scrotum;<br>scrotum – shown around testes;<br>sperm duct/vas deferens – shown connected to urethra;<br>penis/erectile tissue – penis shown with erectile tissue inside;<br>urethra – shown linking bladder / upper side of prostate gland to end of penis;<br>epididymis – shown connected to sperm duct;<br>seminal vesicle – shown branched off sperm duct (not off the urethra);<br>prostate gland – shown positioned where sperm duct connects with urethra;<br>bladder – showing urethra leading away;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>two sex chromosomes are X and Y;<br>one sex chromosome inherited from each parent;<br>XX results in female;<br>XY results in male;<br>sex determined by sperm/father;<br>sex-linked genes are those located on the sex chromosomes / usually refers to genes on X chromosome;<br>recessive sex-linked traits appear more frequently in males since they only have one X chromosome;<br>hemophilia is an example of a gene located on the X chromosome/sex-linked;<br>female carriers are heterozygous / X<sup>H</sup>X<sup>h</sup>;<br>males with hemophilia are X<sup>h</sup>Y / normal males are X<sup>H</sup>Y;<br>sons (of carrier females) have 50 % probability of showing the trait (even if father is normal);<br>daughters (X<sup>h</sup>X<sup>h</sup>) of hemophiliac father and carrier mother can be affected / daughters who receive an affected X from each parent will have hemophilia; <br><em>The points above can be gained by annotated Punnett squares.</em><br><em>Candidates may introduce a lettering system for haemophilia genotypes which does not include H and h. Accept other letters for superscripts, but same alphabetical letter should be used throughout, dominant form should appear as upper case letter and recessive as lower case letter.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>To award full marks, discussion must contain both pro and con considerations.<br></em></p>
<p><em>pros/positive considerations: <strong>[3 max]</strong><br></em>chance for infertile couples to have children;<br>decision to have children is clearly a conscious one due to difficulty of becoming pregnant;<br>genetic screening of embryos could decrease suffering from genetic diseases;<br>spare embryos can safely be stored for future pregnancies/used for stem cell research;<em><br></em></p>
<p><em>cons/negative considerations: <strong>[3 max]</strong><br></em>IVF is expensive and might not be equally accessible;<br>success rate is low therefore it is stressful for the couple;<br>it is not natural/cultural/religious objections;<br>could lead to eugenics/gender choice;<br>could lead to (unwanted) multiple pregnancies with associated risks;<br>production and storage of unused embryos / associated legal issues / extra embryos may be used for (stem cell) research;<br>inherited forms of infertility might be passed on to children;<em> <br>Accept any other reasonable answers.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The drawings of the male reproductive system were generally poor. Organs were suspended and not connected to one another in many drawings, while in others they were improperly connected. The relative sizes of structures showed little sense of proportion.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates usually knew the role of sex chromosomes in controlling gender but were weak explaining how sex-linkage affects the inheritance of hemophilia. Some stated that dominance changed depending on the gender of the person; others put the gene on the Y chromosome. Punnett squares were evident but had irrelevant crosses. Confusion was apparent over whether hemophilia was a recessive trait, and subsequent lettering systems for genotypes were unclear and muddled.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Since this question involved a discussion of ethical issues associated with IVF, both positive and negative arguments should have been included. This did not always happen. Some candidates limited their answers to only negative arguments such as why IVF was not natural or why it was against religious beliefs and did not expand this. Several candidates wrote about the process of IVF while others confused IVF with artificial insemination or even cloning. Fortunately, there were a few candidates who wrote thoughtful and balanced discussions.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the characteristics of stem cells that make them potentially useful in medicine.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the inheritance of a <strong>named</strong> sex-linked condition in humans.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the use of karyotyping in human genetics.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>(stem cells) have/retain the capacity to divide;<br>can be used to produce cell cultures/large number of identical cells;<br>can be used to repair/replace damaged/lost cells/tissue;<br>(stem cells) are undifferentiated / have not yet differentiated/specialized;<br>can differentiate/specialize in different ways / are pluripotent/totipotent;<br>can be used to form a variety of different tissues / form organs;<br>used in medical research;<br>used in treatment of (named) disease;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>genes that are located on just one of the sex chromosomes/X or Y are sex-linked;<br>(sex-linked) genes present on the X chromosome are absent from the Y chromosome / <em>vice versa</em>;<br>named <span style="text-decoration: underline;">recessive</span> X-linked condition (e.g. colour blindness / haemophilia / other valid example);<br>sex-linked conditions tend to be more commonly expressed in males;<br>female can be homozygous or heterozygous/carrier for a sex-linked/X-linked condition;<br>affected males have only one copy of the gene / have carrier daughters but cannot pass the condition on to sons;<br>carrier/heterozygous females can have affected sons/carrier daughters;<br>for a female to be affected (homozygous recessive) the father must be affected;</p>
<p><em>If the example used is of a recessive X-linked condition, use marking points c–h.</em><br><em>Make appropriate adjustments if the example is of a dominant X-linked trait or a Y-linked trait.</em><br><em>Accept any of the above points shown in a suitable diagram/chart/Punnett square/pedigree.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Definition and construction of karyotypes:</em><br>karyotype is the number and type / image of chromosomes in a cell;<br>cells collected from chorionic villus / by amniocentesis;<br>requires cells in metaphase / stimulate cells to divide and reach metaphase;<br>burst cells and spread chromosomes / photo taken of chromosomes;<br>chromosomes are arranged in pairs;<br>according to size/structure/position of centromere/banding pattern;</p>
<p><em>Uses for karyotypes:</em><br>karyotypes used to identify sex/gender;<br>male is XY and female XX;<br>used to identify chromosome mutations/abnormal numbers/non-disjunction;<br>Down syndrome due to extra chromosome 21 / other trisomy/aneuploidy example;<br>used for pre-natal diagnosis of <span style="text-decoration: underline;">chromosome</span> abnormalities;<br>may lead to a decision to abort the fetus;<br>prepare for consequences of abnormality in offspring;</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 knew that stem cells retain the capacity to divide and can differentiate into different tissues. It was frequently mentioned that stem cells can replace damaged cells and form a variety of tissues. Candidates knew about medical applications for stem cells such as in treatment for leukemia and for growing skin to help burn victims. </p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates showed excellent knowledge about sex linked inheritance, using hemophilia as their example. Although many candidates gained the max of 5 marks, the importance of the X chromosome in sex-linked conditions was not always understood. There was a lack of understanding of “carrier” vs “affected.” A few candidates gained marks with annotated Punnet Squares. For those who failed this question, there was an inability to explain the genetics of inheritance and the inaccurate choice of sickle cell anemia as the example. Some regarded alleles as chromosomes. There appears to be weakness in the learning of Topic 4 among more than a few candidates. </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were many strong answers to this question. The technique and the uses of karyotypes were well stated. Collectively, candidates answered all the marking points. Some candidates failed to point out the obvious e.g. XY is male and XX is female. Some candidates referred to Down syndrome as inherited on chromosome 23. Others did not use the term chromosome for the abnormality and referred to genes instead. As mentioned earlier in this report, karyotyping was confused with a variety of other laboratory procedures from DNA fingerprinting to gel electrophoresis. </p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the source, substrate, products and optimal pH condition for lipase in the human digestive system.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the use of <strong>named</strong> enzymes in gene transfer using plasmids.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the effect of changes of pH, substrate concentration and temperature on enzyme activity.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>eg</em> <em>source:</em> pancreas;<br><em>substrate:</em> triglycerides / lipids / fats / oils;<br><em>product:</em> glycerol <span style="text-decoration: underline;">and</span> (three) fatty acids; (<em>both needed</em>)<br><em>optimal pH:</em> 8; (accept answers in the range of 7 to 8)<br><em>Accept other correct examples</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. plasmids are removed/obtained from bacteria;<br>b. endonuclease/restriction enzymes cut the plasmids at target sequences;<br>c. DNA fragments of other organism are cut with the same restriction enzymes;<br>d. in both DNA and plasmid, complementary sticky ends/staggered cut are produced;<br>e. DNA segment added to the opened plasmid;<br>f. spliced together by ligase;<br>g. reverse transcriptase makes DNA copies of mRNA / DNA polymerase to increase the amount of DNA;<br>h. recombinant plasmids inserted into new/host cells;<br>i. cultured/cloned to produce the new genes/more genetically modified cells; <br><em>Award [3 max] if no specific enzyme names are given.</em><br><em>Do not accept the word “enzyme” on its own.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>pH:</em><br>a. enzymes have an optimal pH/work best at a given pH;<br>b. activity increases as pH gets closer to optimal pH;<br>c. extreme pH denatures enzymes;<br>d. by breaking bonds / changing enzyme shape/structure / active site shape/structure;</p>
<p><em>substrate:</em><br>e. as substrate concentration increases, activity increases;<br>f. as substrate concentration increases, the collisions between substrate and enzyme increase;<br>g. up to a maximal level of action / reaching a plateau;<br>h. all active sites are saturated/occupied;</p>
<p><em>temperature:</em><br>i. enzymes have an optimal temperature (where they work most effectively);<br>j. activity increases as it gets closer to optimal temperature;<br>k. high temperatures stop enzyme activity due to irreversible changes in structure / denaturation;<br>l. by breaking bonds / changing enzyme shape/structure / active site shape/structure; <br><em>Award any of the above points in an annotated graph.</em><br><em>Award up to <strong>[8]</strong> if all three addressed and <strong>[6 max]</strong> if only two addressed.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Clear answers were given by most of the students that had the knowledge.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some students got confused with other biological techniques, making reference to PCR for example, apart from explaining correctly some steps in gene transfer. There was often no mention of reverse transcriptase.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most of the students scored marks for this answer, some of them confused the graphs of temperature and pH with the one of substrate concentration, consequently their explanations were incorrect. A number of students incorrectly wrote that the enzyme denatures once it reaches its optimal temperature or pH, so marks were not awarded.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Reproduction in eukaryotes can be sexual or asexual.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the origin of eukaryotic cells according to the endosymbiotic theory.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how hormones are used to control the human menstrual cycle.</p>
<div class="marks">[8]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline natural methods of cloning in some eukaryotes.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. mitochondria and chloroplasts are similar to prokaryotes</p>
<p>b. «host» cell took in another cell by endocytosis/by engulfing «in a vesicle»</p>
<p style="padding-left: 30px;"><em>Allow “taking in” in place of </em><em>“engulfing”</em></p>
<p>c. but did not digest the cell/kept the «ingested» cell alive</p>
<p><em><strong> OR</strong></em></p>
<p> symbiotic/mutualistic relationship «between engulfed and host cell»</p>
<p>d. chloroplasts and mitochondria were once independent/free-living «organisms»</p>
<p>e. DNA «loop» in chloroplast/mitochondrion</p>
<p>f. division/binary fission of chloroplast/mitochondrion</p>
<p>g. double membrane around chloroplast/mitochondrion</p>
<p>h. 70s ribosomes «in chloroplast/mitochondrion»</p>
<p><em>Award up to <strong>[2]</strong> for evidence from mpe to mph</em></p>
<p><strong><em>[Max 4 Marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. FSH stimulates the development of follicles</p>
<p>b. follicles produce estrogen</p>
<p>c. estrogen stimulates the repair of the uterus lining</p>
<p>d. estrogen stimulates LH secretion</p>
<p>e. LH causes/stimulates ovulation</p>
<p>f. LH causes/stimulates the development of the corpus luteum</p>
<p>g. corpus luteum secretes progesterone</p>
<p>h. progesterone causes/stimulates thickening of the uterus lining</p>
<p><em><strong> OR</strong></em></p>
<p> prepares uterine lining for implantation</p>
<p><em><strong> OR</strong></em></p>
<p> maintains the endometrium</p>
<p>i. progesterone/estrogen inhibits the secretion of LH/FSH</p>
<p>j. falling progesterone levels at the end of the cycle allow FSH production/menstruation</p>
<p>k. negative/positive feedback «control» described correctly</p>
<p>l. LH/FSH are pituitary hormones</p>
<p><em><strong>[Max 8 Marks]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. clones are genetically identical organisms</p>
<p><em><strong> OR</strong></em></p>
<p> group of cells derived from a single parent cell</p>
<p>b. asexual reproduction in plants such as tubers/runners/bulbs</p>
<p style="padding-left: 30px;"><em>Allow other verifiable examples of plants</em></p>
<p>c. common in non-vertebrates such as budding in hydra</p>
<p style="padding-left: 30px;"><em>Allow other verifiable examples of invertebrates</em></p>
<p>d. budding in yeast/fungi</p>
<p style="padding-left: 30px;"><em>Allow other verifiable examples of fungi</em></p>
<p>e. identical twins «in humans» are clones because they originate from<br>the same cell</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>three</strong> processes occurring in a cell during interphase of the cell cycle but not in mitosis.</p>
<p>1. ....................................................................</p>
<p>2. ....................................................................</p>
<p>3. ....................................................................<br> </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 sexual reproduction can allow evolution to occur.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. growth (of cells);<br>b. transcription/protein synthesis/translation;<br>c. DNA replication / genetic material copied;<br>d. production of organelles/mitochondria/chloroplasts;<br>e. named normal activity of cell (<em>eg active transport, movement, secretion</em>); <br><em><strong>NB</strong> Do not accept G1, S, G2 unless linked to correct process.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. sexual reproduction promotes variation in species;<br>b. independent assortment of genes / random orientation of chromosomes in metaphase/meiosis;<br>c. crossing-over provides new combinations of alleles;<br>d. production of great variety of gametes (by meiosis) / different combinations of chromosomes in gametes;<br>e. (random) combination of gametes from both parents (in fertilization);<br>f. (genetic) variation allows <span style="text-decoration: underline;">natural selection</span> which leads to evolution;</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>Various cellular processes occur during interphase. Any three of the following were accepted: growth (of cells), protein synthesis/translation, DNA replication, production of organelles or named normal activity (e.g. active transport, movement, secretion etc.). It was not necessary to name the sub phases such as G1, S or G2. If that was done the sub phase had to be linked to a correct process to achieve a mark. It should be noted that cells grow in all three phases by producing proteins and organelles. DNA replication, however, only occurs in the S phase. <br><br></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Explaining how sexual reproduction can lead to variation and then evolution challenged many candidates. Some candidates began with the premise that sexual reproduction produces variation, but did not explain how the variation occurs.This was the heart of the question. Others tried to answer what evolution is, instead of explaining how sexual reproduction allows it to occur. Too many answers just stated the terms independent assortment, crossing over, random fertilization and natural selection without further developing them, i.e. their effect on genes, allele combination or gametes. Sometimes mutation was mixed into the answer gaining no credit. </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 natural selection leads to evolution.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the consequences of altering a DNA base in the genome of an organism.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>populations produce more offspring than can survive;<br>individuals show variation;<br>limited resources;<br>create a struggle for survival/competition;<br>survival of the fittest / some are better suited to the environment and survive;<br>variation/characteristic must be heritable;<br>best fitted individuals survive to reproduce;<br>advantageous variation/characteristic/allele passed on;<br>over time advantageous variation/characteristic/allele increases in the population;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>altering a base (in DNA) is a (point) mutation;<br>only has an effect if base is in a gene;<br>when mRNA is produced by transcription one mRNA base is different;<br>one codon in mRNA is different;<br>one amino acid is different in the polypeptide;<br>polypeptide produced by translation of mRNA;<br>some base changes do not change the amino acid coded for;<br>structure of polypeptide /protein may be altered;<br>usually the polypeptide/protein does not function as well;</p>
<p><em>example given:</em><br><em>disease</em>: sickle cell anemia;<br><em>mutation</em>: GAG to GTG;<br><em>consequence in translation</em>: glutamic acid to valine;<br><em>consequence for protein</em>: hemoglobin altered so sickle cell formed;<br><em>consequence for individual</em>: less oxygen can be carried;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The role of natural selection in evolution was not well answered even though it is a fundamental concept in biology. The best answered laid out a step-wise sequence of events that lead to evolution with real life examples to illustrate the explanation such as Galapagos Island Finches.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The consequences of altering a base in the genome of an organism should be a straightforward question to answer but many candidates rambled without giving specifics. The best answers laid out a step-wise sequence of events that explain the consequences with real life examples to illustrate the explanation such as Sickle cell anaemia.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of the molecular structure of DNA including <strong>at least four</strong> nucleotides.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A small DNA sample found at a crime scene can be used in an investigation. Describe the steps taken in the processing of this small sample of DNA.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the relationship between <strong>one</strong> gene and <strong>one</strong> polypeptide.</p>
<div class="marks">[7]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>The diagram must show four nucleotides shown with two on each side showing phosphate-sugar backbones and nitrogen base pairs bonded between them.</em></p>
<p><em>Award <strong>[1]</strong> for each of the following clearly drawn and correctly labelled.</em><br><span style="text-decoration: underline;">phosphate</span> – shown connected to deoxyribose;<br><span style="text-decoration: underline;">deoxyribose</span> – shown connected to phosphate;<br>(nitrogenous) <span style="text-decoration: underline;">bases</span> – shown bonded to deoxyribose;<br>base pairs – shown with labels adenine/A bonded to thymine/T and cytosine/C bonded to guanine/G;<br><span style="text-decoration: underline;">hydrogen</span> bonds – shown connecting bases;<br><span style="text-decoration: underline;">covalent</span> bonds – shown connecting deoxyribose to phosphates;<br>nucleotide – clearly identified by the candidate; <br><em>Award <strong>[4 max]</strong> if diagram is not shown double stranded.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>DNA samples are taken from crime scene, <span style="text-decoration: underline;">suspects</span> and <span style="text-decoration: underline;">victims</span>;<br>polymerase chain reaction/PCR used to increase the amount of DNA;<br>restriction enzymes used to cut DNA;<br>electrophoresis involves electric field/placing sample between electrodes;<br>used to separate DNA fragments according to size;<br>creating DNA profiles/unique patterns of bands;<br>comparison is made between the patterns;<br>criminals/victims can be identified in this way;<br>DNA is (quite) stable / DNA can be processed long after the crime;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>DNA codes for a specific sequence of amino acids/polypeptide;<br>the DNA code for one polypeptide is a gene;<br>DNA is transcribed into mRNA;<br>mRNA moves to a ribosome;<br>where mRNA is translated into a polypeptide;<br>originally it was thought that one gene always codes for one polypeptide;<br>some genes do not code for a polypeptide;<br>some genes code for transfer RNA/tRNA/ribosomal RNA/rRNA;<br>some sections of DNA code for regulators that are not polypeptides;<br>antibody production does not follow this pattern (of simple transcription-translation); (<em>allow other examples</em>)<br>change in the gene/mutation will affect the primary structure of the polypeptide;</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 correctly answered this question with diagrams that were well done and appropriately labelled.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates did this question well; most candidates did not mention that DNA samples are taken from the crime scene, the victims and the suspects however; they only mentioned suspects. Many of the candidates were not fully familiar with the actual technique involved in DNA profiling; this might be due to lack of exposure of students to the laboratory working with steps involved in DNA profiling.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was one of the tough questions for most of the candidate since candidates thought "one gene one polypeptide" scope was only up until explaining the DNA-Gene-codon-polypeptide, most of the students did not mention the involvement of transcription and translation and exceptions to one gene one polypeptide hypothesis. In other cases, candidates went into great detail to explain transcription and translation (which was not asked for) and completely forgot about the purpose of the question.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the table, state whether recessive, dominant and codominant alleles are expressed in heterozygous and homozygous genotypes by writing yes, no <strong>or</strong> both.</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 (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> alleles in blood groups that are codominant.</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>Clouded leopards live in tropical rainforests of South-East Asia. The normal spots (brown with a black outline) are dominant and black spots are recessive. The trait is sex-linked. A male with black spots was crossed with a female with normal spots. She had four cubs, two males and two females. For each sex, one cub had normal spots and the other cub had black spots.</p>
<p>Deduce the genotype of the mother. Show your work in a Punnett grid.</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><img src="data:image/png;base64,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" alt></p>
<p><em>Award [1] for each correct row.</em></p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>(alleles for blood groups) A and B / I<sup>A</sup> and I<sup>B</sup></em></p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. a correct representation of the alleles eg X<sup>N</sup> normal, X<sup>n</sup> dark and Y;<br>b. Punnett grid including four cubs’ correct genotypes, showing sex linkage;<br>c. female genotype X<sup>N</sup> X<sup>n</sup>; <br><em>Do not allow ECF.</em><br><em>Accept other suitable alternatives for <sup>Nn</sup> on the X.</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>Some did not receive a mark for mentioning "both" for the codominant allele in the homozygous genotype.</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many of the candidates did not receive the mark for making reference to the blood groups instead of correctly identifying the alleles. Some put the correct letters and symbols but placed them next to each other so implying it was a genotype and lost the mark.</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates drew a correct Punnett Square, for which they scored two marks but failed to show the genotype of the mother clearly. Some failed to use appropriate sex-linkage allele symbols. Many simply used uppercase and lowercase, yet did not use X and Y symbols. Y was also wrongly associated with a gene in many cases.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The image shows part of a cladogram.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUQAAADbCAIAAACaz3+zAAAVbUlEQVR4nO3dz2si2doH8PtfpCFNGtKY+5o7Jea95SAYSF4K0mAw7zVEJs01IKRBJg2GCGlwIRhwSIOkhTQIaUhDhjS4CKTBheBCJgMuBGECaXAhpMGF4IALoRYFtTjv4ky8vpofxlTVOVX1/ZBFtzHmSVLfsupUPef8jQCAJfyNdQEAoA2EGcAiEGYAi0CYASwCYQawCIQZwCIQZgCLQJgBLAJhBrAIhBnAIhBmAIt4IMzPJiaGP/L5fKPReDYxcXFxcdcXxnd2QmtrWldra6G1tYE/xIeDA/qpB/8cPT96PL2v4l9obe1Hj2f4cfrz5vN540vqx0MN/R4O83jlIsyaC62txXd2ev8db4M2Y5j7f+re4zwEiYca+iHMpjEQZkJIfGdneEO/n+nCHN/ZGXhzvri4iO/s8BAkHmroN2aY+4/rLi4uegd+vQDTMPeODBHsp7snzP1/DvpWRn/t9JHeX4EGw3Rh/nBw0L8Rxnd26CbXe/BHj6e3BfaS/+HggH55/xbYexr9zeTzefoL6f/a3qv1Xr9/C+8/u7FamAfO1nrbCv0l9v/YJtqG+HTrYXb/v3th7j1Ov6p/D2uuPwT9kS8uLvrfDGjkeltm/6+F/h7oD0gjSv9NH+/9Wj4cHNAXyefzdB9HH6fPaTQavU+RofEI+rL0OeYL862DLneFuWfg6GiMA0IYMDwA1tuqht+Z6ZfQx+lzKDOGmRDyo8fTyxh9pBek/p+O9L2d9BI78Di5eaclfYkd+Hak71c38Pr0a80a5gcPs3tHMgPp7d+b4hT66YYPs3uDvQNh7m21AxsrMec5MyHkw8EBLTu0tkZ/zIEts7cR9t5pHwxzo9F4MMz971L9+9Bba2BOgzBTvfMKGlqEWXPDYe5tlJYPc6PRCK2tNRqNXj57WyaNce/x3oGJhmHuPyalX2vxMFO9AxiEWXN3hZnc/c5smcNscpPSgcGnW98/tQ3zwOvQL7FmmPt3VKTvVBlh1tyth9m3jmb3x7X/vguTDoDRf9ORp96W1tsy+zdROqygbZj7n9MbSLNmmMnNvmrgtBlh1tzwAFjvV3pPmIn5L03Rf/cfY5O+LbN/8/twcNB7O9HwMLv/N98/YG6yMAOAWSDMABaBMANYBMIMYBEIM4BFaBnms7MzVVU1fEEYT7lclmWZdRUcURSlXC6zrkJ3Wob59fr6Xiql4QvCeJLJ5JvNTdZVcCSZTL7b3WVdhe60DLMsy4sLCycnJxq+JoxBVdVQKJROp1kXwoVKpTLndne7XdaF6E7jc+ZWqzXndtvhkIZzsizP+3xfTk9ZF8JYt9udc7srlQrrQoyg/QDY5eWlSxDq9brmrwyP0mw259zu30eYGMzCtmOxZDLJugqD6DKaXSwW59zudrutx4vD6Gq1mksQBjpy7aNQKMz7fIqisC7EIHpdmvp4eLjs92NMlbmv5+der9eGO9Z2u+0ShMvLS9aFGEfH68zxeBxjqjzIZrMrgYB93qCojXA4k8mwrsJQOoYZY6r82I7FotEo6yqMc3Jysuz32+2uB33vAOt2uxhT5YGqqqvBoE3eqZrNpj1HCnS/nfP79bV9rg3wrNPpzPt8Z2dnrAvRl6qqy37/5+Nj1oUwYMS92dVq1Z57St40Gg2XIFSrVdaF6Ojj4eHr9XXWVbBhUKOFbcdUeUN3rN+vr1kXootvV1ezTmer1WJdCBvGdU1lMhkbjqlyKJ/Pz/t81ru9UVEUSZK+np+zLoQZQ1sg325t2WpMlVvv9/dXg0GLDfbupVI2vxRqaJhVVV0JBGwypsq5aDS6HYuxrkIzlUrFI4rWO9x4FKMnJ7DJmCr/FEVZCQSy2SzrQjQgy7JHFNHew2CmkUajMet0WntM1RTa7bZHFAuFAutCnmo7FkskEqyrYI/NtEGVSgUXq3hAL1bVajXWhYyvWCzO+3zoAiAM5wCjY6qdTodVAUD9fnEx53Y3m03WhYyj0+mYfWekIZYT+llyTNWMvpyemvTNLRKJYDy1h/HsnG82N600pmpe6XT69fq6uXas+XxekiRz1awrxmGWZXnZ77fGmKqpqaoaiURMNOtds9mcdTox7NKP/bzZdEzVzjfucEKW5VdLS7lcjnUhD6NNYJ+OjlgXwhf2YSY3F6swjMEc3bEWi0XWhTwgl8utBoOsq+AOF2EmhJTLZfOOqVpJvV53CcK3qyvWhdzp29WVSxBs201xD17CTAg5OTkx6ZiqxZRKJW7nY1RVVZKkEe8gbDQaZ2dnhUKBz59FcxyFmRCyl0qFQiGMTzL3+fhYkiQOd6wjdlPQTs9nExOSJL2YmnoxNWWHQRm+wkzHVOPxOOtCgCQSiY1wmKsda61Wm3O7H7zRqFqtvpye3kul6DMVRUmn0zMOh+WPzPkKMyFElmVJkj4eHrIuxO5UVd0Ih42cQb5QKOTv9uvJyazTmUwmhz818DqvlpZWAoH+3RAd/bb8XELchZkQ0m6359xu/sdULc/gxcMkSXo2MTHGR3/n459//vnDDz/8+uuvxtTMFR7DTG5GLG01gzmfjFw8TJMw12q1ZxMT9txyOA0zuRlTtfx5Dv8MWzxMkzBXKpVnExO//fab3tVyiN8wE0JyudziwgKHY6p2UywWPaKo9wWevVRqOxYb/vD885//s7h466foR/+LKIryfHJy+PT48vLS8m/XXIeZEPJud5e3MVV7YrV42BjdFK+Wlga68RRF8YjiSiCgQ4Ec4T3Mqqq+Xl/HPBI8MH7xMLo2xWOP8L9dXb2cnn63u0t3Pe12O5FIPJ+ctPzqtryHmdyMqVr+ugL/jF88bDUYHK/xo1gsugTh+eTk4sLC88nJGYfDsDF5hkwQZnKzbnipVGJdiN3Jsjzv8w1f2tXDp6OjJ85dQW/nLJVKNpm10xxhJjfrhvPcAGATxiweRhvp0HjzKKYJMyGkUChw2wBgK3ovHka7KYx5/7cSM4WZEPLx8PDV0hIuVjGn6+Jh7/f3I5GIHq9sbSYLMyFkOxaLRCK4WMVcNpsduAVaE/R8CtO2jsF8YaY3ze+lUqwLAfJ2a+vt1paGLyjLstfrxUjneMwXZkJIt9ud9/nscLGBc5ovHpZIJNAAOzZThpkQ8v362iUIlr8NgH8aLh5WLpc9oogBkbGZNcyEkGq1OuNwYLJV5ugaN09cPKzb7XpEUe8rXtZm4jATQs7OzgxoAIAHVSqVObf7+/X12K/wZnMT4yBPZO4wE0IymQyTBgAYQBcPG+9eq6/n55IkKYqieVW2YvowE0Lebm1Fo1HWVcCYi4e1Wq1ZpxP39j2dFcJM1w1/v7/PuhAg0Wj0sYuHhUIhUyyjwT8rhJkQ0m63vV4vbgBkTlGUZb9/9PkYPx8f63HniT1ZJMzk5tZ8DIcyR9e4KRQKDz4T3RTask6YCSGVSgUrA/KAXqy6f/EwVVWX/X7c+aMhS4WZEPLl9NTr9eLOXuZ+v7i4f/GwTCazEQ4bWZLlWS3MhJB0Oo3TMB58OT29az5GOuMnbhDQlgXDTAh5s7mpbQMAjGcvlXq9vj6wY1UUZd7nG+WkGh7FmmGm64Zr2AAA46GLh73b3e1/MJFIPPbyFYzCmmEmN2vcaNIAAE9Bd6y9K8m/X1x4RNEmk3IZzLJhJoTU6/UZh+OJDQDwdPRiFZ1Yz4D5w2zLymEmhJTL5Sc2AIAm6OJh4X//G90U+rF4mAkhJycnYzcAgIZ++eWXf8zOoptCP9YPMyEkkUg8cQZmeKJWq4WZkvVmizDTdcMxgsrQRjiczWZZV2FxtggzIUSWZUmSRm8AAA19Pj5e9vtxZKQ3u4SZENJut12CgHsVDEZna8MYpAFsFGZycxfh/Q0AoCHaTYFF/4xhrzATQorF4v0NAKChbDaLbgrD2C7MhJBcLjfv82HaML19u7qadTpbrRbrQuzCjmEmhMTj8eEGANCQoiiLCwsYoTCSTcNM1w0faAAADe2lUphl0WA2DTO5WTccU8npgU6jjbvuDGbfMBNCms3mnNtdLBZZF2IpdG0KrBxkPFuHmRBSq9UwabO2tmOxRCLBugo7snuYCSFfz88xhY1WCoXCvM+HbgomEGZCCMlms5Ik4WLVE3U6HZcgXF5esi7EphDmv2zHYhvhMC5WPcVGOIypmhhCmP9C1w3Hyd7Yvpyevlpawt6QIYT5P+i64ZiWfQzNZhPLDzCHMP8/dCmGcrnMuhAzoQc16KZgDmEeVK1WZxyOer3OuhDTyOVyoVCIdRWAMN8mn8/Pud24WDUKdFPwA2G+3fv9/VdLS7hYdT9FUSRJ+np+zroQIARhvkc0Go1EIqyr4NpeKvVmc5N1FfAXhPlOiqKsBALpdJp1IZyqVqseUcSCm/xAmO9Dl2L4cnrKuhDuyLJMF6lgXQj8B8L8gEajMeNwoAdoQDwexw02vEGYH/b7xcWMw4E7InpKpZLX68XoIG8Q5pF8OT31er24WEVuuikwwymHEOZR7aVSK4EAmvsikcj7/X3WVcAtEOZR0XXDbT6vVT6flyQJ3RR8Qpgfga4bbtv3pWaz6RIEjB1wC2F+nHa7Ped25/N51oUwsBoMYv5DniHMj/bt6mrG4ahWq6wLediX09PtWIx+vNvd/XR0NPaaT7lcbjUY1LY80BbCPI5SqWSKA87tWMwjiplM5v3+/tutrXmf7+X09BjT+tTrdZcgYE0fziHMY/p8fDzv83F+M+N2LNb/dkobj99ubT3qRVRVlSTJnmcW5oIwjy+RSKwEAjwP7Q6EmRDyZnNzoDXi29VV5V4///xz8F//Gn4cV+l4gzCPT1XV1+vrj32jM9J2LCZJEs1euVzOZDJzbvfA/R6rweCziYkxPjDZOG8Q5ieRZXlxYSGbzbIu5HbbsdhAAjfC4YFTA4TZMhDmp2q1Wi5B4LNBv/8wW1GUer2+Egh4RLH/OQizZSDMGri8vJx1Ojm8WDV8zlytVp9NTPQPaCeTydVgcPhjcXHxxdTU/66s3PrZ1WAQd6rzBmHWRqFQcAnC2FdxdTIc5kKh8Gxi4sGLap1OxyOKHO6e4B4Is2Y+Hh7O+3xcNQZux2LzPl/+xvv9/ZfT06PMpPlmc3MvlTKgQtAQwqyleDweCoX4uVi1l0p5RJF+eL3e1WAwm80+uLs5OztDN4UZIcxaUlU1FArF43HWhYyPjudhcMuMEGaNdbvdeZ/v4+Eh60LGhG4K80KYtff9+tolCIVCgXUhj/bp6Gg1GMQBtkkhzLqoVquzTqe5VipuNBqzTie6KcwLYdbL1/NzlyCYZd0WVVVfLS1hUmFTQ5h1lMlkFhcWuLpYdZdMJrMRDrOuAp4EYdbX262t1+vrnJ+F1mo1lyBw3s4JD0KY9UVbiN/t7rIu5E6yLM/7fMVikXUh8FQIs+46nY7X6/10dMS6kNslEontWIx1FaABhNkIdKCYw5WZyuWyRxRNcVYPD0KYDVKpVGYcDq7urOp2ux5RrFQqrAsBbSDMxsnn8y5B4KdzMBqNopvCShBmQ73f35ckiYfD2kKhsLiwgHm8rARhNtqbzc1IJML2YlWr1Zp1Ork65oenQ5iNJsvyst/P9vj29fq6eVtB4C4IMwPtdtsjiicnJ0y+++fj42W/n/P7WGAMCDMbjUZjxuEol8vGf1+sTWFVCDMz5XJ5xuGo1+uGfUdVVZf9flZHBKA3hJmlk5MTjygadrEK3RTWhjAztpdKLfv9Blys+nZ1ZaKWTBgDwsyYqqob4fDA+k+aUxRl3ucz4+QnMDqEWS/pdDqdTo/yTFmWJUka8cnjSSaTPK+JBZpAmHXRaDReTE29mJoa8caMdrvtEgSdlk2tVCpzbne329XjxYEfCLMu0ul0KBSKRCKjdzJ/u7qacTg0b3vodrtzbje6KewAYdaeqqouQfh0dPT1/Pzl9PTog1ulUmnW6Xxw7ZhHebu1lUwmNXxB4BbCrL1SqfR8crLdbiuKMuNwfD4+Hn7Op6Oj3loT/R//9fe/P5+c/O+5uVs/6xHFRw1iFQqFeZ8P3RQ2gTBrj7ZS0H/H4/HFhYXh52QymfEWUh39vJqeh6Obwj4QZo11Op3nk5PxeJyu1ZZMJp9NTAwvp2hAmDfC4Uwmo/XPB/xCmDX26ejoxdRU/zrGMw5HNBodeJreYT45OUE3hd0gzBpbXFgYWDju4+Hhi6mpgXs2u91u817VavUfs7Ofjo4GHh9lOK3ZbLoEQduBNOAfwqyly8vL4YPqdrv9fHJyjP7hWq0243A8dsVz2k1x66gbWBvCrKVsNrsSCAw/Ho/HV4PBMV6wUCg89mLVx8PD1+vrY3wvMDuEmXfZbHbe5xvx/q1vV1ezTie6KewJYTaB7VhslJVWFUVZXFhAN4VtIcwmoKrqajD44LoTe6mU3t1XwDOE2Ry63e68z5fNZu96QqVS8YgiuinsDGE2je/X17NO59fz8+FPybLsEUXjZxQDriDMZlKtVmccjlqtNvD4diyWSCSYlAT8QJhN5uzsbGB6zWKxOO/z8bBKBrCFMJtPJpPppbfT6bgEYfi9GmwIYTalt1tboVCIzh+GbgqgEGZTUhRlJRD46aefXi0toZsCKITZrP7444+X09PopoAehNmU6G0kn46OWBcCHEGYTSmXy43XuQEWhjCbD9amgFshzCajqqokSWdnZ6wLAe4gzCaDbgq4C8JsJtVq1SOKnU6HdSHAI4TZNGg3RalUYl0IcAphNo13u7ujL3YDNoQwm0OpVPKIIrop4B4Iswl0Op05txvdFHA/hNkE3mxu6rp6M1gDwsy7fD4vSRK6KeBBCDPX6NoU9XqddSFgAggz11aDwVwux7oKMAeEmV/opoBHQZg51Wg0Zp3O/rm+AO6HMPOIdlOMvhQzAEGY+fR+fz8SibCuAkwGYeZOrVZzCQK6KeCxEGa+yLLs9XrRTQFjQJj5kkgk4vE46yrAlBBmjqCbAp4CYeZFt9v1iGK1WmVdCJgVwsyLN5ube6kU6yrAxBBmLnw9P5ckSVEU1oWAiSHM7LVarVmn89vVFetCwNwQZvZCoRC6KeDpEGbGPh8frwQCaFeGp0OYWUI3BWgIYWZGVdVXS0tfTk9ZFwIWgTAzk8lkNsJh1lWAdSDMbFxeXroEod1usy4ErANhZkBRlHmfr1AosC4ELAVhZiCRSGzHYqyrAKtBmI32+8WFRxS73S7rQsBqEGZDdbvdObe7UqmwLgQsCGE2VDQaRTcF6ARhNk6hUFhcWEA3BegEYTZIq9VyCQK6KUA/CLNBNsLhbDbLugqwMoTZCJ+Pj5f9fnRTgK4QZt11u12XIHy/vmZdCFgcwgxgEQgzgEUgzAAW8X/b3rGCPspkYQAAAABJRU5ErkJggg==" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Label the parts of two paired nucleotides in the polynucleotide of DNA.</p>
<p><img 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" alt></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>Using the cladogram, identify <strong>one</strong> diagnostic feature that characterizes the given groups of vertebrates at A, B and C.</p>
<p>A: .....................................................................<br>B: .....................................................................<br>C: .....................................................................<br> </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>State the name of the domain to which these organisms belong.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>I</em>: <span style="text-decoration: underline;">nitrogenous</span> base<br><em><strong>OR</strong></em><br>adenine<br><em><strong>OR</strong></em><br>purine base</p>
<p><em>II</em>: deoxyribose</p>
<p><em>III</em>: phosphate</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A: gills <em><strong>or</strong></em> fins <em><strong>or</strong></em> scales <em><strong>or</strong></em> no limbs <em><strong>or</strong></em> external fertilization</p>
<p>B: homeothermic <em><strong>or</strong></em> endothermic <em><strong>or</strong></em> warm-blooded <em><strong>or</strong></em> lungs <em><strong>or</strong></em> tetrapod <em><strong>or</strong></em> <span style="text-decoration: underline;">four</span> limbs <em><strong>or</strong></em> pentadactyl limbs<strong><em> or</em></strong> internal fertilization</p>
<p>C: hair <em><strong>or</strong></em> fur <em><strong>or</strong></em> mammary glands <em><strong>or</strong></em> milk</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Eukaryotes</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 gained two marks, the most common mistake being to label the deoxyribose as ‘sugar’ or ‘ribose’</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Again this seems to be an area that escaped some teachers in their reading of the new specification and resulted in a large number of G2 comments, most of which seemed to think that the oversimplification of the cladogram led to confusion. In the end better prepared candidates had no problem with the question, managing to state a fish characteristic for A, something in common between birds and mammals, e.g. homeothermic for B and a general mammalian feature for C (but not forgetting the monotremes)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>If candidates had been taught this section, they knew that the domain was eukaryotes.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Hemophilia is a disease where the blood does not clot properly. The pedigree chart below shows the inheritance of this condition in a family.</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>Determine the genotype of person 1.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce the genotype of the mother of person 2.</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>If person 3 has a son, and the father is a hemophiliac male, predict the son’s phenotype.</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>Suggest how sheep could be genetically modified to help the treatment of hemophilia in humans.</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>X<sup>H</sup>Y</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>X<sup>H</sup>X<sup>h</sup><br><em>Apply ECF if upper case and lower case forms of another letter are used to correctly denote hemophilia in female genotype.</em></p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>normal (male) / not affected / no hemophilia<em> <br>Do not accept X<sup>H</sup>Y by itself, since question asks for phenotype.</em></p>
<div class="question_part_label">a (iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>genetically modify sheep to produce (blood) clotting factors (e.g. factor IX) in <span style="text-decoration: underline;">milk</span></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>Needed the genotype X<sup>H</sup>Y; no credit was awarded to a word description such as normal male; <br><br></p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Again the genotype is needed but easier to get than in i) since in X<sup>H</sup>X<sup>h</sup> it's not necessary to know if h is dominant or recessive;</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Description of the boy's phenotype was needed e.g. normal or not affected or no hemophilia.</p>
<div class="question_part_label">a (iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Almost no candidate could answer this question to the extent of gaining the mark. Though genetically modifying sheep to produce clotting factors was sometimes known, candidates failed to mention how the clotting factors became available to humans. That the clotting factors could be harvested from the sheep milk was a necessary piece of additional information. Surprisingly, some extremely weak candidates gave accurate thorough answers to this question (A.S.4.4.9).</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>Mutations are the ultimate source of genetic variation and are essential to evolution.</p>
</div>
<div class="specification">
<p>Lice are wingless insects that belong to the phylum arthropoda.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">State <strong>one</strong> type of environmental factor that may increase the mutation rate of a gene.</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 style="text-align: left;">Identify <strong>one</strong> type of gene mutation.</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 style="text-align: left;">State <strong>two</strong> characteristics that identify lice as members of the arthropoda.</p>
<p style="text-align: left;">1.</p>
<p style="text-align: left;">2.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Some lice live in human hair and feed on blood. Shampoos that kill lice have been available for many years but some lice are now resistant to those shampoos. Two possible hypotheses are:</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">Discuss which hypothesis is a better explanation of the theory of evolution by natural selection.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. radiation </p>
<p>b. chemical mutagens/carcinogens/papilloma virus/cigarette smoke</p>
<p> </p>
<p> </p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>base substitution/insertion/deletion/frameshift</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. jointed appendages <br><br>b. «chitinous» exoskeleton </p>
<p>c. segmented body<br><em><strong>OR</strong></em><br>bilateral symmetry<br><em><strong>OR</strong></em><br>mouth <em><strong>AND</strong></em> anus<br><em><strong>OR</strong></em><br>paired appendages</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «scientists would accept» hypothesis A as the better one as mutations are random <br><br>b. scientists would reject hypothesis B because characteristics acquired during the lifetime of the individual being inherited is Lamarckian/not part of the evolution by natural selection theory/not all mutations are heritable </p>
<p>c. «the resistance» mutation would be present in the population initially and not caused by the shampoo «as hypothesis B states» </p>
<p>d. both hypotheses include variation in the population of lice «resistant and non-resistant» </p>
<p>e. variation is necessary for natural selection to occur </p>
<p>f. frequency of the best adapted increases and these individuals <span style="text-decoration: underline;">reproduce</span>/<span style="text-decoration: underline;">pass on</span> <span style="text-decoration: underline;">resistance to their offspring</span>, so the resistant population increases «so hypothesis A is better»</p>
<p><em>OWTTE can be used for any of the answers in this part</em>.</p>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram to show how <strong>two</strong> nucleotides are joined together in a single strand of DNA.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline a basic technique for gene transfer.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the process of translation.</p>
<div class="marks">[9]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img src="data:image/png;base64,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" alt></p>
<p> </p>
<p><em>Award <strong>[1]</strong> for each labelled item shown above.</em><br><em>Award <strong>[2 max]</strong> if the two nucleotides are not shown in a single strand.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>plasmid removed from bacteria;<br>plasmid cleaved/cut open by restriction enzymes;<br>desired gene/DNA extracted from donor;<br>DNA from donor cleaved using same restriction enzyme;<br>results in sticky ends;<br>with complementary base sequences;<br>pieces of DNA from two organisms mixed;<br>ligase used to splice pieces (DNA);<br>recombinant plasmids formed;<br>insertion into host cells;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>translation is the synthesis of proteins/polypeptide chain/specific sequence of amino acids;<br>translation occurs in cytoplasm/ribosomes;<br>uses information on the mRNA;<br>mRNA carries the genetic information of DNA;<br>mRNA binds to ribosome;<br>mRNA contains series of codons/base triplets;<br>tRNA binds with an amino acid and carries it to the ribosome;<br>tRNA has the anticodon that is complementary to the codon on the mRNA;<br>two tRNAs bind to a ribosome/mRNA at the same time;<br>(peptide) bond forms between two amino acids (carried by tRNA molecules to the ribosome);<br>the first tRNA detaches, ribosome moves along mRNA and another tRNA carrying an amino acid binds;<br>process repeats forming chain of amino acids/polypeptides;</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 gained full marks for their diagrams of joined DNA nucleotides. As mentioned earlier, the problem for some candidates was their misinterpretation of “a single strand of DNA.” Though appropriate shapes were given, the bonding was improper.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In their outlines of gene transfer, candidates (as a group) eventually included each of the ten marking points. A number of candidates thoroughly understood the topic, while others wrote about meiosis and crossing over! The nature of the topic allowed candidates to express their ideas in a logical sequence.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The process of translation has been examined frequently on past papers. Though the topic involves many different molecular structures and events, some candidates seemed to correctly grasp much of the detail and overall result. Some excellent answers appeared. However, as in previous years, there were candidates who confused translation with transcription (perhaps a reading error after glancing at the question?) and those who mixed accurate with inaccurate information.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Gene transfer to bacteria often involves small circles of DNA into which genes can be inserted. State the name of a small circle of DNA, used for DNA transfer, in bacteria.</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 diagram below shows a cut circle of DNA into which a gene is being inserted. Before it can be transfered into a bacterium, the ring must be altered, using an enzyme.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Outline what must be done next to complete the process of gene insertion into the DNA circle, including the name of the enzyme that is used.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the potential benefit and possible harm of <strong>one named</strong> example of gene transfer between species.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>plasmid</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">DNA</span> ligase involved; (DNA <em>required to be consistent with syllabus</em>)<br>seals gaps/nicks in DNA (strands);<br>makes sugar-phosphate bonds;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>named example of DNA source <span style="text-decoration: underline;">and</span> organism to which it is transferred;<br>benefit of the example of gene transfer;<br>possible harm from the example of gene transfer;</p>
<p><em>Example</em>:<br><em>gene transfer details</em> <em><strong>[1 max]</strong></em><br>e.g. Bt gene transferred from bacterium/Bacillus to maize<br><em>specific benefit</em> <em><strong>[1 max]</strong></em><br>e.g. corn borer/insect pest killed by Bt toxin increasing crop production;<br>e.g. less pesticides/fertilizers/chemicals needed so better for environment;<br><em>specific harmful effect</em> <strong><em>[1 max]</em></strong><br>e.g. non-target insects may be killed as well;<br>e.g. risk of cross-pollination may introduce gene to unintended species;</p>
<p><em>Examiners may have to consult resources for legitimate alternative examples.</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 identified DNA circle as a plasmid, although some called it mRNA or used names of enzymes.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Ligase was frequently given but very few used the term DNA ligase, as seen in Assessment Statement 4.4.8 of the IB biology guide. Very few spoke of sealing nicks or gaps, or mentioned joining sugar phosphate bonds. It was not realized that the sticky ends were already joined i.e. complementary base pairing had already occurred. </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was answered poorly. Actual examples (not hypothetical or unsuccessful) of gene transfer were required. Transfer details such as source of gene and transgenic species were rarely mentioned. Sometimes, the cited potential benefit and possible harm of the gene transfer did not relate to the example provided. </p>
<p>Gene transfer was also confused with cloning, cross-breeding, IVF, gene mutation or even bone marrow transplant. Some candidates gave only very general answers that gained no marks. Others left the answer space entirely blank.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Genetic engineering allows genes for resistance to pest organisms to be inserted into various crop plants. Bacteria such as <em>Bacillus thuringiensis</em> (Bt) produce proteins that are highly toxic to specific pests.</p>
<p>Stem borers are insects that cause damage to maize crops. In Kenya, a study was carried out to see which types of Bt genes and their protein products would be most efficient against three species of stem borer. The stem borers were allowed to feed on nine types of maize (A–I), modified with Bt genes. The graph below shows the leaf areas damaged by the stem borers after feeding on maize leaves for five days.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>Before the use of genetically modified maize as a food source, risk assessment must be carried out. A 90-day study was carried out in which 3 groups of 12 adult female rats were fed either:</p>
<p>• seeds from a Bt maize variety <br>• seeds from the original non-Bt maize variety<br> • commercially prepared rat food.</p>
<p>All the diets had similar nutritional qualities.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State what would be used as the control in this experiment.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the effects of the three species of stem borer on Bt maize type A.</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>Evaluate the efficiency of the types of Bt maize studied, in controlling the three species of stem borers.</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>Describe the change in mean mass for the female rats during the 90-day experiment.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Evaluate the use of Bt maize as a food source compared to the other diets tested.</p>
<div class="marks">[3]</div>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>maize not modified/transformed with Bt (genes) / maize that did not have Bt gene added / not genetically modified / untreated maize</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>there was a decrease in damage by all three types of stem borers compared to control;<br>there was almost no change in damage by <em>Eldana</em> compared to control;<br>there was almost no damage/little effect (to Bt maize type A) by <em>Sesamia</em> (and <em>Eldana</em>);<br><em>Busseola</em> caused the most damage (to Bt maize type A);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>very efficient at controlling <em>Sesamia</em>;<br>type B is the most effective against the three stem borers collectively;<br><span style="text-decoration: underline;">no</span> type of Bt maize controlled <em>Busseola</em> well / vice versa i.e. <em>Busseola</em> not well controlled by any types of Bt maize;<br><span style="text-decoration: underline;">all</span> types of Bt maize decreased <em>Sesamia</em> damage (significantly) / Bt maize type E not damaged by <em>Sesamia</em> / vice versa;<br>Bt maize types C/H/I had more damage caused by <em>Busseola</em> (than was caused in the control) / vice versa;<br><span style="text-decoration: underline;">all</span> types of Bt maize decreased <em>Eldana</em> damage (to some extent) / type B was not damaged by <em>Eldana</em> / vice versa;<br><em>Eldana</em> damage low in control / less effect;<br>cannot determine efficiency since data is about leaf damage and stem borers may feed (preferentially) on other structures/stems/roots;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>mass increases in all three groups;<br>increase is more rapid in beginning and tapers off later in the study;<br>mass seems to be levelling off in rats fed Bt and non-Bt maize / rate of increase in mass is slowing down;<br>rats fed rat food always have higher mass/greater mass increase than those fed either type of maize;</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>all three foods result in the same pattern of growth/mass gain / highest rate of growth at start of study / tapering off later in the study;<br>Bt maize causes same amount of growth as non-Bt maize / appears to be as good a food source as non-Bt maize / there is no significant difference between Bt and non-Bt maize (in terms of mass gain);<br>corn (both types) appears to cause less growth/mass gain than rat food / vice versa;<br>genetic modification does not affect growth/mass gain;<br>no evidence to support risk of Bt maize to growth/mass gain;<br>study does not investigate other possible risks of Bt maize to rats;<br>sample size is small / only 12 rats (in each group) so this may not be enough to give trends;<br>only female rats tested, no males;</p>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The best answers identified the control as maize that did not have Bt gene added, rather than just untreated maize.</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Weaker candidates misread the question (perhaps a language issue) and wrote how maize type A damaged the three species of stem borers instead of how the stem borers affected maize type A. This caused a variety of ambiguous answers which caused difficulty in awarding marks</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Few candidates analyzed the data in its entirety. They didn't consider that <span style="text-decoration: underline;">no</span> type of Bt maize controlled <em>Busseola</em> well or that <span style="text-decoration: underline;">all</span> types of BT maize decreased <em>Sesamia</em> damage. An astute evaluation made by some candidates who recognized that type B maize was most efficient in controlling all three species if they were considered together as a group.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Though the question used the term “female rats,” there three lines on the graph because there were three different groups of female rats depending on which diet they were fed. Candidates needed to qualify their answers by naming the group(s) of female rats which correlated to the change they were describing. <br><br></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates answered that Bt maize causes the same amount of growth as nonBt maize and that both types appeared to have caused less growth or mass gain than the rat food. No candidates mentioned the small sample size being too small to give trends of that only female rats were tested.</p>
<div class="question_part_label">f.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagram shows a human karyotype.</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>(i) State the technique used to collect cells for pre-natal testing. </p>
<p> </p>
<p> </p>
<p>(ii) State the method used to arrange the chromosomes in a karyotype. </p>
<p> </p>
<p> </p>
<p>(iii) State at what stage in the cell cycle the cells would be when this photograph was taken. </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>Albinism is inherited as a recessive trait; the alleles of the gene involved are A and a. An individual with albinism produces little or no pigment in the eyes, skin and hair. In a family, one sister has albinism while the parents and other sister have<br>normal pigmentation.</p>
<p>(i) Determine, using a Punnett grid to show your reasoning, the possible genotypes of the sister with normal pigmentation. </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p>(ii) Deduce the probability that the next child of this couple will have albinism. </p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>(i) amniocentesis/sampling amniotic liquid/fluid (via needle)/chorionic villus sampling<br>(ii) chromosomes are grouped by <span style="text-decoration: underline;">pairs</span> according to size and structure/band pattern/location of centromeres<br>(iii) metaphase/late prophase of mitosis</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) Punnett grid shows the gametes (A and a) on one axis <span style="text-decoration: underline;">and</span> the gametes (A and a) on the other axis and genotypes (AA, Aa, Aa, and aa) of offspring;<br>AA/homozygous dominant <span style="text-decoration: underline;">and</span> Aa/heterozygous (show normal<br>pigmentation); <em>Both needed </em><br><em>Do not award marks to any answer suggesting sex linkage.</em><br>(ii) 1/4 /25 %/0.25 probability of albinism / 1 in 4 chance</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>(i) A broad range of inaccurate answers were given, e.g. karyotyping, polymerase chain reaction, or just no response at all.</p>
<p>(ii) This question proved to be difficult because three components (pairs, size, structure/banding) were needed for the one mark. Many candidates forgot that chromosomes are placed in pairs in a karyotype. Some just mentioned ‘karyotyping’. In this case, candidates should realize that just repeating a term (karyotyping) from the question stem will not get them credit.</p>
<p>(iii) Few mentioned metaphase; interphase, which was commonly given, lost the mark. Several answers suggested meiosis.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>i) A Punnett grid usually given with correct genotypes and correct genotypes of sister with normal pigmentation. Confused answers gave pedigree charts or introduced sex linkage.</p>
<p>ii) Often the correct percentage or ratio was given. In some cases, this occurred despite an incorrect Punnett grid in (i).</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows a sigmoid population growth curve.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="specification">
<p>The table summarizes the genome size of several organisms.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>The figure shows a pedigree chart for the blood groups of three generations.</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 phases labelled X and Y.</p>
<p>X:</p>
<p>Y:</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how fossil records can provide evidence for evolution.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the terms genotype and phenotype.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Outline a structural difference between the chromosomes of <em>Helicobacter pylori </em>and <em>Homo sapiens</em><span style="font-family: ArialMT; font-size: medium;"><span style="font-family: ArialMT; font-size: medium;">.</span></span></p>
<div class="marks">[1]</div>
<div class="question_part_label">c(ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Deduce the percentage of adenine in <em>Oryza sativa </em>if the proportion of guanine in that organism is 30 %.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c(iii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce the possible phenotypes of individual X.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d(i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe ABO blood groups as an example of codominance.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d(ii).</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>X: plateau phase</p>
<p>Y: exponential growth / log phase</p>
<p><em>(both needed)</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. the sequence in which fossils appear matches the expected sequence of evolution;</p>
<p>b. comparisons with fossils and living organisms (morphology) shows change in characteristics from an ancestral form / <em>OWTTE</em>;</p>
<p><em>Vestigial organs and homologous structures are acceptable answers.</em></p>
<p>c. fossils of extinct species show that (evolutionary) change has occurred;</p>
<p>d. fossils can be dated with radioisotopes / geological depth/strata indicates (relative) age/date of organism;</p>
<p>e. can yield DNA for molecular clock analysis;</p>
<p>f. example of any of the above can earn one mark (<em>eg</em>: reptiles follow amphibians);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>genotype is the genetic make-up/set of alleles (of an organism) while phenotype is the characteristics (expressed/shown in an organism)</p>
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>chromosome from bacteria has no protein associated/naked DNA / bacteria is circular, H. sapiens is linear / (chromosomes of) H. sapiens are much bigger/have <span style="text-decoration: underline;">many</span> more base pairs than bacteria</p>
<p><em>N.B.: </em><em>Answer must refer to "chromosomes" not genomes of the two organisms.</em></p>
<div class="question_part_label">c(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>20 %</p>
<div class="question_part_label">c(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A, B, AB and O</p>
<p><em>All four phenotypes must be shown to award the mark.</em></p>
<div class="question_part_label">d(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>allele I<sup>A </sup>and the allele I<sup>B </sup>are (co)dominant as they are both expressed in the heterozygote/AB type blood / <em>OWTTE </em></p>
<div class="question_part_label">d(ii).</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Well prepared candidates could state ‘plateau phase and exponential growth or log phase’. A surprising number reversed the answers, probably due to carelessness.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were many convoluted answers without substance. Most gained the marks by stating that fossils can be compared with living organisms with an example.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most managed to give a reasonable explanation of genotype and phenotype.</p>
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many missed the word 'chromosomes' in the stem. The knowledge of naked v proteins or circular v linear was expected from the core. Using the data it was expected that the candidates could state that the human chromosomes were <span style="text-decoration: underline;">much</span> bigger (divide by 46) or that there were many more base pairs as there was about 3 X 10<sup>3 </sup>difference.</p>
<div class="question_part_label">c(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Considering that everyone on the IB diploma course studies maths at some level, a surprising number left (iii) blank or gave answers that did not make sense.</p>
<div class="question_part_label">c(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A pleasing number were able to state that all 4 blood groups were possible in (i), and most had a reasonable attempt at explaining codominance in part (ii).</p>
<div class="question_part_label">d(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A pleasing number were able to state that all 4 blood groups were possible in (i), and most had a reasonable attempt at explaining codominance in part (ii).</p>
<div class="question_part_label">d(ii).</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of a section of DNA showing four nucleotides.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline a technique used for gene transfer.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how evolution may happen in response to an environmental change.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Award [1] for each labelled item shown correctly connected.</p>
<p><img 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" alt></p>
<p> </p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. plasmid used for gene transfer/removed from bacteria;</p>
<p>b. plasmid is a small/extra circle of DNA;</p>
<p>c. restriction enzymes/endonucleases cut/cleave DNA (of plasmid);</p>
<p>d. each restriction enzyme cuts at specific base sequence/creates sticky ends;</p>
<p>e. same (restriction) enzyme used to cut DNA with (desired) gene;</p>
<p>f. DNA/gene can be added to the open plasmid/sticky ends join gene and plasmid;</p>
<p>g. (DNA) ligase used to splice/join together/seal nicks;</p>
<p>h. recombinant DNA/plasmids inserted into host cell/bacterium/yeast;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (genetic) variation in population;</p>
<p>b. (variation is) due to mutation / sexual reproduction;</p>
<p>c. valid example of variation in a specific population;</p>
<p>d. more offspring are produced than can survive / populations over-populate;</p>
<p>e. competition / struggle for resources/survival;</p>
<p>f. example of competition/struggle for resources;</p>
<p>g. survival of fittest/best adapted (to the changed environment)/those with beneficial adaptations / converse;</p>
<p>h. example of changed environment and adaptation to it;</p>
<p>i. favourable genes/alleles passed on / best adapted reproduce (more) / converse;</p>
<p>j. example of reproduction of individuals better adapted to changed environment;</p>
<p>k. alleles for adaptations to the changed environment increase in the population;</p>
<p>l. example of genes/alleles for adaptations increasing in a population;</p>
<p>m. evolution by natural selection;</p>
<p>n. evolution is (cumulative) change in population/species over time / change in allele frequency;</p>
<p><em>Suitable examples are antibiotic resistance and the peppered moth but any genuine evidence-based example of adaptation to environmental change can be credited.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most gained some marks for the diagram. As it was DNA the nucleotides should be in two strands joined by H bonds. Many drew only one strand.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Marks were lost through lack of precision. The names of the enzymes were expected. Few stated that the same restriction enzyme was required for the plasmid and gene.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was answered well by the better candidates. There were also disappointing numbers of Lamarkian answers from weaker candidates trying to explain the adaptation of individuals. Many answers were very general and would have benefitted from concrete examples.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram below shows the female reproductive system.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Label the diagram above with the letter U to show the uterus.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of luteinizing hormone (LH) <strong>after</strong> ovulation.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how sexual reproduction can lead to variation in a species.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>letter U marked/labelled on uterus</p>
<p><em>Accept in lumen or on wall.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>formation of the corpus luteum</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>allows characteristics from both parents to appear in offspring;</p>
<p>crossing over (during prophase 1) changes chromosome composition;</p>
<p>produces gametes which are all different;</p>
<p>random chance of which sperm fertilizes ovum;</p>
<p>greater variation (resulting from sexual reproduction) favours survival of species through natural selection;</p>
<p><em>Accept independent assortment during meiosis from AHL.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Almost all candidates could identify the uterus.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>An extremely difficult question for most candidates as evidenced by many blank answer spaces. The role of LH after ovulation was just not known. The corpus luteum was rarely mentioned.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A common knowledge among candidates was their understanding of independent assortment and crossing over. However, for the latter event, some candidates only mentioned the process without any comment on what it accomplished.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The following sequence of pictures, made using an electronic imaging technique, shows a cell undergoing division.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the stage of mitosis typified by image 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>List <strong>two</strong> processes that involve mitosis.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the process that results in tumour (cancer) formation or development.</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, using <strong>one</strong> example, how non-disjunction in meiosis can lead to changes in chromosome number.</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>anaphase</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. growth (through increasing cell number);</p>
<p>b. embryonic development;</p>
<p>c. tissue production/repair;</p>
<p>d. (asexual) reproduction;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">uncontrolled</span> mitosis/cell division</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. pair of homologous chromosomes moves in same direction/does not separate during <span style="text-decoration: underline;">anaphase I</span> / chromatids move in same direction/do not separate during <span style="text-decoration: underline;">anaphase II</span>;</p>
<p>b. leaving a cell with an (some) extra chromosome(s)/missing chromosome(s);</p>
<p>c. an example; <em>(e.g. Down syndrome where there is an extra chromosome number 21);</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>Anaphase was usually given, perhaps Image II had not been studied in relation to Images I and III.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some candidates understood the question to mean phases of mitosis. Others wrote ambiguous answers such as “repair” instead of “tissue repair”.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Mainly correct. It was essential to include the term “uncontrolled”. A few candidates were unclear about tumour formation and answered “mutation”.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were very few descriptions of how non-disjunction in meiosis can produce a change in the chromosome number. However, the example of Down syndrome where there is an extra chromosome 21 was almost always given.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>Rice (<em>Oryza sativa</em>) is usually intolerant to sustained submergence under water, although it grows rapidly in height for a few days before dying. This is true for one variety, <em>Oryza sativa japonica</em>. The variety <em>Oryza sativa indica</em> is much more tolerant to submergence.</p>
<p>Three genetically modified forms of <em>O. sativa japonica</em>, GMFA, GMFB and GMFC, were made using different fragments of DNA taken from <em>O. sativa indica</em>.</p>
<p>The plants were then submerged for a period of 11 days. The heights of all the plants were measured at the beginning and at the end of the submergence period.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>In the same experiment, the researchers hypothesized that the capacity to survive when submerged is related to the presence of three genes very close to each other on rice chromosome number 9; these genes were named <em>Sub1A</em>, <em>Sub1B</em> and <em>Sub1C</em>. The photograph below of part of a gel shows relative amounts of messenger RNA produced from these three genes by the submergence-intolerant variety, <em>O. sativa japonica</em>, and by the submergence-tolerant variety, <em>O. sativa indica</em>, at different times of a submergence period, followed by a recovery period out of water.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State which group of rice plants were the shortest at the beginning of the experiment.</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>Calculate the percentage change in height for the <em>O. sativa japonica</em> unmodified variety during the submergence period. Show your working.</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>Deduce the general relationship between the growth of all the<em> japonica</em> varieties and their stated tolerance level.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the use of the binomial system of nomenclature in <em>Oryza sativa</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Determine which gene produced the most mRNA on the first day of the submergence period for variety <em>O. sativa japonica</em>.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e(i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the difference in mRNA production for the three genes during the submergence period for variety <em>O. sativa indica</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e(ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the mRNA production for the three genes during the submergence period between the two varieties.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e(iii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce, using all the data, which gene was used to modify GMFC.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Evaluate, using all the data, how modified varieties of rice could be used to overcome food shortages in some countries.</p>
<div class="marks">[2]</div>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>(GMF) C</p>
<div class="question_part_label">a(i).</div>
</div>
<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(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>inversely proportional / the higher the tolerance, the less the growth / <em>vice-versa</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. first name/<em>Oryza</em> for genus / second name/<em>sativa</em> for species;</p>
<p>b. (all) members of <em>Oryza satica</em> share special/unique features;</p>
<p>c. two names make a unique combination to designate species / worldwide recognizable nomenclature;</p>
<p>d. varieties (<em>japonica</em> and <em>indica</em>) have some (consistent) differences (in tolerance);</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Sub1C</em></p>
<div class="question_part_label">e(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. <em>Sub1A</em> is expressed strongly/the most / <em>Sub1A</em> produces the most RNA;</p>
<p>b. <em>Sub1B</em> (always) has the lowest expression/produces least mRNA;</p>
<p>c. <em>Sub1A</em> expressed/produces mRNA for the longest time/days 1 to 10;</p>
<p>d. <em>Sub1C</em> expressed/produces mRNA for the shortest time/days 3 to 7;</p>
<div class="question_part_label">e(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. <em>Sub1A</em> only expressed/produces mRNA in <em>indica</em> / not/never expressed/ never produces mRNA in <em>japonica</em>;</p>
<p>b. <em>Sub1C</em> expressed/produces mRNA from day 1 in <em>japonica</em>, but not <em>indica</em>;</p>
<p>c. <em>Sub1B</em> has lower expression/production of mRNA than <em>Sub1C</em> in both varieties;</p>
<p><em>Award <strong>[1 max]</strong> for other accurate comparisons between japonica and indica</em>.</p>
<div class="question_part_label">e(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. <em>Sub1A</em>;</p>
<p>b. is only expressed in <em>indica</em>;</p>
<p>c. <em>indica</em> is the variety showing submersion tolerance;</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. genetically modified rice/rice with <em>Sub1A</em> is more tolerant to submersion;</p>
<p>b. can withstand seasonal flooding/torrential rain;</p>
<p>c. GMF/tolerant rice ensures greater harvest/provides more food during flooding;</p>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Generally well done. A few wrote only GMF.</p>
<div class="question_part_label">a(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Little understanding shown. Many divided the difference in height by 50 instead of 22.</p>
<div class="question_part_label">a(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates worded generalized relationships such as the higher the tolerance, the less the growth or growth and tolerance were inversely proportional. Sometimes “height” was given rather than “growth”.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The designation of <em>Oryza</em> as genus and <em>sativa</em> as species was the only marking point that many candidate got correct in this question, although some candidates mixed up the terms calling <em>Oryza</em> the species and <em>sativa</em> the genus. Very few candidates went beyond to mention that <em>O. sativa</em> shared special features. Even fewer candidates mentioned that the varieties <em>japonica</em> and <em>indica</em> had differences in tolerance. Occasionally, a candidate mentioned that binomial nomenclature helps scientists communicate about the same plant or the worldwide acceptance for the terminology.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some candidates did not appreciate that the actual production of each gene was indicated by the intensity of the bands shown on the photograph of electrophoresis.</p>
<div class="question_part_label">e(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Since the question asked for differences in mRNA production for the three genes, it was important that candidates used quantitative wording such as <em>Sub1A</em> produces the “most” mRNA or that <em>Sub1B</em> produces the “lowest” or “least” mRNA to convey a sense of comparison. A few candidates noted that <em>Sub1A</em> produced mRNA for the “longest” time/days 1 to 0 and/or that <em>Sub1C</em> produced mRNA for the “shortest” time/days 3 to 7.</p>
<div class="question_part_label">e(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many valid comparisons could be made comparing the mRNA production for the three genes. Most often given was that <em>Sub1A</em> only produced mRNA in<em> japonica</em> and/or never in<em> indica</em>. The two mark maximum was achieved frequently.</p>
<div class="question_part_label">e(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The question was poorly answered. Though <em>Sub1A</em> was sometimes correctly identified as the gene to modify GMFC, reasoning to support that answer was usually incorrect or missing.</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates missed the question by trying to relate GMFs to drought conditions rather than flooding. GMFs offered tolerance to submersion enabling them to withstand flooding so that greater harvests/food production were ensured during flooding.</p>
<div class="question_part_label">g.</div>
</div>
<br><hr><br><div class="specification">
<p>Sickle-cell anemia is a disease caused by a base substitution mutation, where GAG has changed to GTG. The distribution of the sickle-cell allele is correlated with the incidence of malaria in many places, as shown by the map of Africa.</p>
<p><img 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aDzeFxYZEskYtBvLpfDYjEZDDqTyQgImMTjcVksJpPJYDIZQqGA+jyXyxEI+EKhgM1mqdQqhVLBYNBptCA+n4dhIrEYV6mUXC6HRguaNOm/W7durampRj3Wx+kCSOC9igThyMjI+GntT/PmzZ0/f96WX7akpaX19/UO/eSHwYEYGCCbmhrPnTu7f/++srKy/v4+z66e62prL1269ODBAzRc+B3dABL4UZEkidaWlsNHjmi1GqlUwuNx2WwWg0Fns1kCAV8sxvl8nlAo4PN58ILDYcNqXiDgg30etF8mkwYFTZZIxMHBWgwTqVRKoVCgVCpkchmTyaDRgijfOplMGhISDM53ao0axzGpVILj2Nmz0e0d7R6/IYifQRdAAu9V7Ohov3zlcmxsTGNjQ11tbYpef+LkyTt37pSVlb589TI3L/fBwwfnz59PTEzs7vrbi62+vi4qKmrvnj01NdXUit+D4moyGZ88fnwxJgYJvN/RDUwggace9Pq6uqhjUes3rN+5a+ezZ8+MRgP5Ya7tnHqCek0QjqKiwrlz5nA4bIlErNGoMUwElnZYkWOYiMNhMxh0DoctlUokErFSqcAwEZPJUKtVMplUoZCr1ComiymTSUUiIeUwz2QywI1OJBKKREJtsJbH57HZLHCp43DYdDpNIOBjOMbmsPl8HofDXrxkSVFRIeq0vkwXQALvPSQIR1LSs5OnTlZWVgwMkCRJ9Pf1ZWVlHYqM3Lpt66/btx88dOjy5cu379zZtm3bmp/WXL58+fCRIxHLIo4cOQJ+bR6/hIEB0mQyPn6ccDHmIhor/I5uYGIJPPDkqVOww61UKoRCwc6dO9vaWrs6O1pbmhsb6ivKy8vLXxsNPeCASpJEYWHB3LlzcBwLCw+TyqQqtUoqlYjFuDZYq9FqcBwLCQ1RKhVsNgtUGdbr8F8cxxRKhVgiBku+SCSEvXlYrzMYdPgMjmMYJmKxWWIxDhZ+cL6DQ8EMAJzqZXLZk8cJDhQp58N0ASTw3kO73Xbr95tnz0abzf3UmxaLubu7q6OjvaOjo7u7y2g09Paaqqrep6WnpaSmpGekl5QUd3d1ek8e+Nq62itXrsTHx3tJexDHjm5gwgn8y5cvpVLJtOnTYJ9bpVKyOeywsClKhVwmlYjFODjDb9iwITk5OTs7+9Lly2FhU8DkzuPz+Hwe7JEHBEwCtYa9c5FIKBbj1B48bMADlSqlRCJmMOh0Ok0kEsIGPLjTM5kMLpejVCkpD3zwpWcw6AwGncvlyGRSWO4LhQIul6NSKaVSyV9/PUKh8L5MF0AC7yWETHM3rl87d+6s8zSasuc5v0MQDqvVYjb3Wyxmu902KCuGBy/BbO5PTHy6a9fO5qZGj7cHcazpBiaQwA8MkCRJRJ89KxIJVSolLKBBjGE9LRDw6XQaaDmLxQQ3NxzHBAIBl8uRK+RMJmPy5MCgoMksFhO+xefzuFyOWIwLhAKpVCKTSSUSceiU0NApoRiOCQR8Gi0IXOLB6s7lcsBBLyhoMpPJCA4Jhjdhuc/jceGAEFAnk0kxHJPJpDKZlMNhQ5PCp4ZnpKeT3mEGRPwkugASeC8hSRJtba2nTp28cOE8aLbznwa9GOEgHmy/ub8/NSVl26/bdDrdKP3/EX2KbmACCTz0ukORkVKZlMvl/O///g+DQacC1jkc9qRJ/xUKBSwWc978eQIBX61WgfqC5IMhHZQYgtaCg7UcLgf0HnbiBQI+h8OGj8Fh2WwWk8mA99VqFUTJ8/m80NAQWM1zOGyhUECjBYFVn06n0ek08OBjsZg8HhfDMfC84/N5gYEBa9euffv2jcdvJuJn0AWQwHsJTSbj1StX9uzd8+btmwEfXPtWV1cdijy0fv26xGeJZhRP6590AxNL4K0W8/bt28HXnXKAD58aDonkQH05HHZIaAiXy6HTaSCxLBZz8uRA8JkHTzdYwfN4XBotCKLdwBoP8wAIcIckNgqFXCwRg2OdSCQEFYd/wR1PLMYhbx3stVM57BgMOqzy6XSaWIyHTgmVyaTTv56ekppis1k9fjMRP4MugATeG+iw25KTk44cPZqfn++ju2CpqSk//7yxpqba2YEA0b/oBiaQwA8MkA8fPgwPDxMI+JAnDtzZcDEO+srhsIESiVgoFEDAOvixw2vYehcI+CDSIaEhoNkymVStUUPGWYiPh9kDk8mABTqY8dUaNZgKYAMeHOn5fB5MBWQyKWzhszlsiVQikYghdR045zMY9ClTQh89fNBrMnr8NiJ+Hl0ACbzHSRKO/Pz8qGPHniYmWq0Wj7fn05icnLR+/brOjnZknPdfugH/F3jK7aWsrFQbrAXlhgwzILQ8Hnf69OkymVThZK6H5TiHw1aplCqVUizGJRKxUqVUKOTgMA+2d1Bf2MiXSiUg2LD41gZrJRIxnIvKRgdZ6oAwIQD3OpFIGByshbQ2Go2aL+DDtwQCvlQmZbKYGzZuePnqZX9/nzd48SB+Hl0ACfwX49DuYzQaamtq9Hr9wUOH7t6929tr8ngjP5mFhQU//PjjsmURsbGxLS3Nw90BNIb4Mt2A/wv8wABJkkR9fd28eXNhm1yj1bDZrMDAACaTETollMlkKJUKHMcgRA02zlVqFQSyq1RKsOTT6TQejwtLdpFIGBQ0mbKiw767SCQE73eKYM9nMhk4jgmFAtjgh8U9ONWDOz3oPSg9rO+pbX74cEDApKhjUW3tbQOoc/oDXQAJ/Bejcw/q7u66e+/uipUrlkYs3bpt64MHDzo7Ojzews+hxWJubmp8+TL/aFTUuvXrUlJSvlgOfMQvRTfg5wJv7u8z9vTU1tSsWLGcTqeB3xzkhQUvNrEYZzIZbDaLw2Gr1CrYHYfoNRzHlEoFGMllMqlcLgudEgpb6RC3xuGwg4ImQ/Qa7KbDO3K5DMcxOp0mFAqocjJg2Id3pFIJ+MxD1Rl4AbnqYDUPye+EQgFYFBgMOo5jSyOWPvrrUWdXJ+qfPk4XQAL/xUgFszU1NZ07d/bAgf0vXjxvam5qb2/r6+v1g/JrJOGw2aydHe0PH/z56/Zfy8tfG3q6jT3dxp7uXpPRZrWgRYKP0w34lcA756EjCIdOr58/f35Y2JTQ0BDYF6fTaZBLDkq8KJQKyDMDPvBCkZBGC4LNb4GAj+MYJIrHMBF424GNXaFUsDlsLpcTEhrCF/BBvIODtRqNWvDBtM5ms+C7EHEHS3OZXAZLefDCg/dVahW8CXXn4CuwR0DlvIPgPZVKKVfIN27cWFZW6nIYQv3WR+gCSOC/JO02KxR8O3bs2Lt3bwd5rfpJPyKJ1taWK1cuz50399tvv/n+u9nff//d99/NjlgWcenSpcbGhrG6WH+4Vz5GN+BvAg9Pm8Nhv3//PiydIQEcVG4NDAxgsZgcDjswMECukIeFhwmFAij4BmHuIpEwMDCAx+OKxTgkrgGZB40Hzzi1Rs3msOl0GvyJRgsKCppMZZ8FIzxY5mm0IHCDBx89voCvUqswHIPYPCrznUQq0Wg1UEcOdgoUCjmOY+FTw+VyGVj+J08OBPNAYGDAzl07q96/t1rMQJvVYrfbyA+Sj/qb19MFkMB/MZIkUVRUGH327OPHj7u6Ov3YGY0gHAZDT319XV1tTX1dbX1dbV1tTXFx0dmzZ48cOWy1mAnC4bDbHHYb4bA7K727YwhJEt3dXenp6Weio7f9+uuWX7Zs2rx50+bNv2zdeu7cudaWloF/5v9G/Dy6AT8U+IqK8h07d/IFfEjqDtZy0GDwS1co5JRjPHjGiURCpUpJowVBolk+n6dUKiCnLI/HhVovYNWH9TSdTgN3OY1GrVKrIAkdbLpzuRxQfRDpD6ly+BgmAtM9VIKHsDelUgHmerlcBtMI8M+H88JOP5PJgJIzlKc9j8/TajVfT582c8bXM2fO+G72txs3bkx4nNDV1Ym6kC/QBZDAfzGSJKHT6W7F3Wpvb/N4Y8adMCA4KbfNZn39+vXBgwe3btsaGRn586ZNmzZt2rN375Mnj839fZ9wir6+3tS01C1btmz/7bebv/+el5dbXFwEyMvNvXTp0oGDBzra26kGeP6e+DzdgF8JPHDx4kVarQaW6WCKF4vxKVNCwT8OxzGQXsgpCy9kMinUaoM5AZvNUqqULBYzIGASJLFRq1XwXYGAHxgYEBQ0+T//+V+lSgkZ6amgeag6o1QqIMtscLB21jezlkYsjVi2bNny5XPnzVOplPBJBpMBJwJfelimwwY/jRakUquonLihU0KnhE1RKOTQWoVCDvny+HyeWIxzuRw+nyeXy776aurTJ49t/wzv+Zw1fXV19bXr1zf+vHH58mUrViwHbtq8OUWvt6NA/M+iCyCB/2IkSSIpOen+/XtGo8HjjfEIbTZrQ0P9i+fP8/NfVJS/rih/nZmRcez48bi4W+4Wuejq6rxx88aGDetT01JbW5qNRoPNZrXbbUCr1VJdVXX8xIn9+/f1dHWh5ccY0Q34lcCDpUgsxuVymUarEWEitVoFjuhU8DqLxZw06b/gME+tramYdcgpq9GoZTIpFH6FRDQ8HlelUsLMAMcxuUIOqWch4R2LxRRLxLAED58aHrEs4tLlS9lZWVVV75uaGltbW9raWtvaWptbmktLiv/666+Dhw6Fh4dBrVj8Q0bbwMAADocNe/wSqQT7sCUPpgLIfgNNBds+uAfC3GL27NmRhw9v375967atW7dt3bR585ZftkSfjX737t0n9Kj6hvpLly//tmPH2XPn9Hr9u3dvGxsbGhsbGpsanz59eigyUqdLtqIkWZ9OF0AC/8VoMZtv3467euWKyThxU0oQhMNms9psVofD7nDYLRZz/sv8Y8ePl5eXD4wuFy9JEj093ffu3d24cUNlZYVlmAHBbre9f//+yNEjS5Ys3rd//6NHjwoLCnpNJuo4A05bq59sxh/uK346pXAD/ibwJkMPVXgNPOGpKLWQ0BCpTCqVSrhcDtSGEYtxCIuHzDYg5HK5TKNRT5s+bdHixUejos5fuHD23NlTp0/duHnz+fO8kuKi4uKirKzMm7/fPHf+/K7du3/ZunX//v3nL1yIux2Xm5NTUf66saHeaDRYP3irOu9sORx2s7m/q6szP//Fhg3rIeae8hKA9sC/AgEf5hBMJiMgYBLMP8ChLyQ0RK1WwX4/jRYkV8ivXL7c2NhQW1tTUV5eWVFeWVFeUVF+7969q9euVVVXuXUPK99URh2Lir0U++7d2+7uLrO537n8ZV1d7Y4dv82dN/ePP/7oQv78n0gXQAL/Zehw2O/dvbNt29bnz/P8ePfdXZIk0dzcdOfu3aSkpFF+hSAcJSXFu3fvel1WNsKdhEGvs7Pj7Zs36enp12/c2Ldv38YNG5J1yX29poEB0mq1vH/3Tq/XP3n6tLGxYTSSPMph53O8CrybbsCvBJ4gHDqdjsPlUPHrao0a3OjAKZ3P54GWU9nlYNkNe944js2cNXPX7t2PHj16XVba1NTY09NtNBqMRoPBYDCZjNSE12az9vb1Go3Grq7Ojo52KB/Z19drs1mJUdSLhJ2w4uKiJUsWw9Y+ZN2BqDnQeB6Pi2EijUYtFAoYDDokzAEPAHDNgxT3Uqlk7bp1RUVFBOEgCAc0D9jR3nb06JF79+6NPnFHY2PDyVMnr1y53NLS7LLT2u220rLSw0cOz5gxY8aMr3/99ddbcXHl5a+pBb1/daRxogsggf8yNBmNp0+fio4+M9yKc2KSJInWttY/Hzx48vTJwOh6MUE4Xr3M/2XrL5RD/sjHJwiH2dxvMPS0tDTnZGft3LVranjY1Knh3303e+HChVHHjh08eDBiWcThw4dLSorNfb0u20CShMXcb/6Q74siVdqb+qTDYa+rrf391q279+51tLf511LeDfiVwFdUlIeEBEMcOexng2O8TCYNCQkGlzpYMXO5nP/5n//LYjH/53/+L4/H/fHHH8+eO5uZmfn+3duOjvb+/r4vMLu3221//PmnVqsJCJjEYNBVKiV45FPnX6EAACAASURBVFGNB/87mHxAjnpIlwu2evjMosWLdMlJfa4knCSJuLi4Bw8edHd3Ue8M1xjoAInPEm/d+r2urpYYvlqdzW5tb2vNSE+PPhv96/bt8+bPnzo1fO/ePbl5ubW1NTU11WlpaRdjLsbExOTm5vaaTM6T6KEmjeG68aCGjeZbvkMXQAL/ZWg0GE6dOhkbG+Pxlngbe3q679+/t+anNVeuXHnw8OHrsrKRs2KTJNHS0nzp8qULFy+4dSKSJKxWS3t7W01NdWVlRUlxcUNDfWdnZ0dHe2Vlxb3793/bsWPFyhXHT5z4Kz6+qKioo72tv9dkt1mbmhrv3r07d+6cpUuXLI1Yumz5smXLly1fvmz1mtUREUvXb1h/KDIyLi4u7vbt6zdunD5zetWqHy9dvnz6zJlVq34czSzEd+gG/Ergc/NywdNNLpeBgzpIIzjSg9EeQtdg23ve/PlnoqPLykpbW1sMhh6Lxexw2Ae+lH6QJGEyGZ88efzzpk3fzv5WrpBD0DyVyQ7Kw4PegzueUqmAePrVa1afO3fu+fO8pqZGyF/r8hT379+//8f95uYmm9Xy0QweJEno9frYS5cqKys++kmr1WIwGNrb2969fXPz5s2lS5cqlQrwfpDLZWIxLhQKxWJ82fJlt+LiKisq+vt6HU6hOCRJOOy2hob6vLy8/Pz8wqLCwqLCouKiysqKd+/evnv3trury2zut5r7Lf19hu7unOzsffv27di5IyMjw26zIoEfPZDAO9Pc33fm9Klz5856vCXeRofD3tbWmv/iRW5e7u07d7Zu27pu3dpHjx4Ze3oGhplVm/v7k549+2XrL598UjDgU/8lCEdvr6m1taWiojw9Pe36jRv79u9f89NPy5YvW75i+YIF80+ePFlUWFBXW1NZ/vpNRfmbivKK8tflZWWlJcWlpSXP8/L+fPDgzwcP4hMS9Hp9ZWWFwdBTU1N9KDJSp9d5/A6PHd2AXwl8dk52UNBkmUwK5m6lUgF5Y8BPDcLkoDibXC5bsWJF4atXhp6eoYv1L6YfJEmYzf2trS1FhYUZGenp6Wl6vS45OUmnS9brdSkp+rzc3Lzc3MyMDJ0u+eHDB0+fPnn85HFRUWFrS4vBYPhowatXr17t2r1r1epV27dvv3DxYn5+/gjmesjtdfz48b/+ejS6O0AMDJAE4TCZjC9evNixc0folNDgkOBp06dpg7VQdIfH5ykUcpVKuWDB/L379sXdvp2bl/vu3ds3b97cv39/0aJFEokYrBFiiVgsxqVSKRTZmzIldN68uRERS+fPnzdr1kyVSiWWiCUS8eLFizOzMr/MrzNudAEk8F+GJEmcP3/uzJnTHm+JF5IgHFarxWIxG42GpqbG58/zDh069MMPK/988GdVddXQcdJkMsbH/xUZeWhsjWokSRAOO9jzW1tb6+tqa2qqa6qraqqrOjs77HYbTAscDjtBOAjH/9+XtFotJpPRZDL29vWC8xDhsL8uK507d05hYYHHb+/Y0Q34lcA31NVBpDtVvj0gYBKGiWQyKZ1OCwwMgHW8UCjYu3fvmzeVXlJ3lSQJCCmx2azQwaxWCxA8XeH9/v4+s7nfDGaG0R3ZYjE3NzfVVFe9qax88uTJbzt+271nT15eHqTkpM4+8GGG3tdrOnP61P3799ztrjabtaOjvaa6qqrqfW1NdUHBq8OHI5UqJdghID2AXCEPDtZqNJqQkGBI4APOj1Ro4t9p/vg8cI0UCPhQaVcsxsHbQCaThoaG/vHnHx7/yT6PLoAE/ovxwoXzSOCHo/NGmNVqaWxsyEhPv37jxu49e/74477ziqK315T4LPG3Hb+VlpaMd5OoXfaBj+3QDfqrwdBz9erVCxcv+m55QFd0A34l8O1trZhIBLVbILgcIso0Wg14pYH8Hz16tKGh3kfrPbtFkiRIwkEShMNh7+01NTY2PH6csGfv3u3bt9+9e7e5uWngn5vcb95UnjhxIlmX/Gnz8b9PRxJ2u+3t2zc7dvyGYSJIzQt1dyCNIKT6kctlEokYEg3hOKbRqAVCweTJgZBuSCqThoaGgBcCzMng6wsXLiguKUYm+tEDCfwgIoEfPUHmu7u7c3Nz9u7bd/fu3crKitLSkoSEhN17dq9fv66wsMBLlkkuG9/d3XX+woWUlJQBv/L/dQP+JfCtrTKZdNKk/4pEQqjVBv7nXC6HwaDL5TKVWrU0YmnV+/fgc+7p3+lLcJBvWn9/X0tzU1lZaXR09NVr10Dj4a+VbyoPRR66du1qZ+enF9SiTme3296/fxcdHT37u9lQhges8VARAHICQi4/KN4DJQBgKQ/xAgqFPDhYC5ssTCaDyWQolcrz589bLGYf76sugAT+yxCZ6D/tpvX2mnJzcg4fOfLr9u2/7dhxJjo6ISHh/bt3oO5e6/dqMPRcvXbtYkzMABJ49+F9At/WJhIJJ036L4NBB7tuYGAAJHhnMOgSifjrGV+np6f7l7nGfZKEw2Gvrq6OiorasXPnlatXYmJjd+3eteWXX+7dvdvS3DxWPQHiX/V6/YYNG1RqFfwisCKHKRfIPAQughFeLpfJFXJcjEMFXnCngLI9fD5PrVZduhTrtaPJqOkCSOC/DE0m45kzp2NiLvr4I/SlSZKExWLu6OxoaWlubW3p6urs++A2O+DF2umw20qKi1b+sLK6usprG+k+3YBfCXxpaSmHw9ZqNWHhYeAwLxDwtVoNxMUtWbrkeV5uf9+wPucThn/X42luaix/XZaZmZmbm1NR/rqutsZkMo6tYQO8CIuLi/bs3aNUKhgMOpvNkivkMpkUVuo8Hhckn81mQaSAWq2a+tVUgYAPcRBQKQAK63E47NWrVzU01Pv4L+gCSODHmw67raWlOTsn+9jxYw8fPfTxRwhxtOzp6b567dqly5c93pKxoxvwK4FPSUlhsZgqtUooEsI2vEqlhIyza376qbSk2Petu2NAagVMEA673dbf328299vttnGqhA1Zfd69e3vsWJQ2WMtmszhcDkT8QwE9eA1KT+3W02hBkAAAtuSVSkX41HAulxMWFhafEO/jP6ILIIEfJ8KjYrNZ9Xr97j17du3efePGjdraGh9/hBBdc6hFwWa15uRkr1mzxuNtGzu6AV8V+EGZT5KTkw9FRs5fMF8iEfP4PHCkFwj406ZP2/jzz4mJT5uaGieCV93A5xWYGT86HPaG+vrDkZGQnweqA0AefkjeRxUBglBGsN5DVh/I3QszAKFQsGfPbh//KV0ACfx4EEYJu9329OnTPXv3PktKamlp7unp9vHnB9E1DYaee/fvp6alOpshSZJ4+/bNnDnfE/6TmdgN+KrAUyQIR3xCwrr160uLiyrLX/+ydevChQvWrlt7+PDh69evV5S/bm1ttZgn4sLd2y7Z4bDn5OQsWxbB43HB506ukPP5PCpMjsGgQ9QcbM8HBEyCarngP89kMthsFofD/vnnjT6eZ9QFkMCPB0Hg81/mnzh54tmzZ33Dp4RC9AM2NTUuXLTw+++/b2trdX6/vr5u8eJF5r5ej7dwjOgGfFXgqXWqTqfbsHFjUcErSBTf1t7W3NwEbiAmkxFCxidIr3ZO6eqFl0ySRK/JGBd3a+rUcFjEgxsd5A+GMnpQsZdOp+E4xuVy/vOf/w0MDODxuM4VBNasXtXQUO/xy/kMugAS+PEgSRJv3r45dfr0ndu3jYYeL+wUiGPI9va2HTt3rvzhh4sxMc5GmsbGhpU/rOxob/N4C8eIbsD3BN65lzY01K9dt7a4qJCK1nD+2MTpzyRJvCp4dez48a3btu3YsSPy8OEbN29mZWe1t7d5VTQgSRI1tTWHjxyWSCUQ8g6V9KBoHofDhqI7fD6Px+NKpRIoriMSCYNDghUfUvnOnz+vsrLC49fyGXQBJPDjwa6uzjNnTh89eqSxoWHijAYTlhazOTkpafr0aWvXri0sLKAWPFVV75csWWzo6fZ4C8eIbsD3BB5IkoTV3L9p86Z79+/19/d5+o57jDBsdXZ2HIo8NPWrr0KnhE4JmxIeHv7119Nnz/523bp1F2NiCgoKIEOtN4xxNps1PT1tztw5UMZXJpPC1ju41PF4XLEYh+R3AgFfrVZPnz6dyWQolQqlSgnx8XPmzikZ5+RZ40wXQAI/5uzr7b17987hI4eLS4pRZdiJQKh/c+DgwfkL5kcePgxJbXv7ev988ODAwQN+9Ay4AR8TeGpS5nDYY2Nj9x840NHRPqEW60NJEI7ExMTFixdpNGqNVqPRatQatVar0Wg1IaEh07+ePn/B/EOHDj3Py3Ou7eYpkiRRX1+3e/cuMMtDJlrwiIRoeAh5p9GCJk36L5fLkcvlkOoOxzERJpo8OXDdurVGQ4/Hb/tn0AWQwI/Jo2WzWQsLC65cvXr69OktW7bs3r0rPz/f6q2p1hDHnHa77eXL/LCwKfPnz3v85InZ3N/QUL/mpzXPXzz3eNvGjm7AlwSeIBzVVe8zMjJSUlLOXzi/c9eu2traoZWAJxqbmhp3794VOiUU1F2j1Wi1Gu2H1xqtJjhYO/WrqXPmzjly9MjLly+NBoNn7fYmo/Fs9BkulwNVf2D5DvVwGQw6ONxBvmEWi8nn86RSiUAoCAkJFotxjVZz7do1r9p3cJ8ugAT+MwmT/tTUlCNHj96/f7+woKC0pLi2tgZFxk40dnV1xsTE/LxpU+Thw7v37E5LT1u+fJnZ3O/xho0d3YAvCXyyTrfx558vXLx47fr1Gzdv1tbU+PhAPzZMfPZs8eLFGidFd02NeupXUxcsmP/L1l9OnT6t0+nA+PHlG0wQjjt3bstkUjDRq1RKyGJLpbuBXXmoEiQQ8GfNmjln7hwGg06n0xYuXPD69WsfH7JdAAn857OysvLCxYuPnzw2GHqsVovDbkfjw0QjzPPKy1+vXrO6oKAg6ljU7Nnfxsb6QfpLZ7oBnxH45qamH1f9WFxY0NHR3t3dZTD0ONcXn8i8dOnSjJkztcHakQUelvXaYO2UsClfTZv27exvT50+VVtb65Eb+PDhA4VCTiWoh9U8pL6BFTzkuYNaNYsWLbx79+6ePbsxTLRr185ek9HHf3QXQAL/mXTYbTduXD93Nrq9zW+cpRE/kR0d7cdPnEhKSmptbXn1Mr+7q9PjTRpTugHfEHiSJI6fOHHjxg0IgPbaSDCP8NLlSzNmztB+dAX/YR2v0ahB7OfMnaNLTv7y+R9Iknj69ElYeBg4zXG5HAwTKZUKKDYD8e4QGsfhsOl0mlaruXT5Um1tTUZ6+vt3b33/d3cBJPCfyfb2tosXLz548MCP8pkgfiItFnNaaurq1asMhh67H3pguAEfEHiSJLq7OmfP/ra1tcX3B/exZ+KzxCVLFms/uNdRrnbDkfpMWHj4w4cPHF88qxdJEk8Tn06fPh3KzwgEfJVKGRIaguMYpJ0XCPiQDAdKzrBYzJU/rHz77q3VavELV1gXQAL/mayvr7ty9Yper/d4SxA9TpIk2tpaT585c/P3m/4oGW7ABwR+YIBsaW5asHBhX9/EDYcbjiRJ1NbUnDt/fu68ucEhweoPq/PRrObnzZ+fkqL3yAr++fPnK1asUCgVao0awzEul8Pn87hcjkgkhBqyUGZGIhGLP1SWizp61Own8ZAugAT+M1laWhp76VJeXp7HW4LoDbRZrTnZWcuXL7P6lXsd0A34hsCXlpWuWr16Ise7j0C73dbV1Zmdnb1+w/rgkGCNVqMN1n5E4zXq0Cmh0dHRLS1jVhzWLfaaTI8fJ8yfPx9y0UNoHBT9o6rMMRh0JpPBYjFxHBMKBStWrqitrfH43R4LugASeLfo7Hxjt9vy81/s2r3rytUrnZ0dHm8bojeQJImmpsZ9+/fn5ub63SLeDXijwDv/Hnab9cWL5z9v+jklRe8X5tnxotVqqSgvv3rt2uYtW7759httsFYbrA0Gpf+n3V6r1cyZM+fEyROVlZWeuqUkSRiNhvj4+O/nfA8LdxzHOBw2k8ng8bjgTg9FaCQSsUQiZrGYU6eG//nnH6Q/+EW7ABJ4tx4eSuBbW1uuXLm8Y+fOJ0+edHS0oyECkaLZ3J+Wmvrr9l9tVsuAX/lsuQGvE3iSJCC4hSSJnu6u8+fPb//tt4yM9D7/KRUwXrTbbQZDT1NTY0FBwc3fb27dtm3J0qXffPvN9K+nfz3j62++/WbxkiV79u65+fvNV69ednS02zxaU4skiY6O9ujoMyDnUNUXtuTValVYWJhGqwGZFwj4crlMIpWsWbPaLxbxLoAE3q0nh0pBevDgwQMHDxQVFfb2mlBMDSJF0JH6+rrfdux4+/aNfz0bbsDrBJ76bd6/f7fx540xsbHV1VVmc78f/TzjRWrgs9msRqOhpaWloaG+trampqa6pramtramvqG+vb3NaDTYbFZvuJ8E4SgoKFi/fj3suIPG8/k8hUIeOiUUnOo5HLZIJBRhIjqdNm36tGRdsu/3VRdAAj96wviQl5e3/8CBmJiY9+/eWa0WH38kEMeF3d1d5y9cuBV3y78eDzfgpQKflp6+avWqe/fveSoZix9w6H2j3vGeW9re3hYVdVQsxqeETVEqFbABD7XhFUqFWq3i83kymVStUUskYrVaFXX0qO/HvbgAEni3+ObNm9OnT9+5ewfM8t7zPCN6Fa1WS3Z21rJlEVa/SmjoBrxO4MEyP3/+/BfP84xGgx/9KoguaDQaYmIuUhXkII2dSqXEMBEkuuFyOTiOwRKfw2H/8MNKH68VS7rsG0jg3WJaelpsbGxFRbnzfjwi4iCSJNHY2LBp82adTufxxowd3YA3CvybN5VLIyL6+3pRv/VvkiTR22u6cOE8g0EPDAxgsZgSiVihVCgUcrlcJhbjMrlMrpALhQIej8tkMphMRkhI8M3fb/p4ClIXQALvFpN1yVeuXq2urvZ4SxC9nFarJTMzY82a1b1Go8cbM0Z0A94o8K9fl638YSXsEyON92/29ZouxcaIxbhSpZTKpDweVygUQKE5yHOHYSKBgM9iMRkMukgkZDDoERERFRWoHvxo4a8Cf/Xq1Zqaao+3BNHLCc68Z6Kj7927B5XJPN6kz6Yb8DqBHxggy8pKf1z1o83nt1oRP86+XtOt338PCw8LDtYqlAooMwPO8xAmB9nuoL6cSCRUKOQymSwy8pDRYPDZ+Z8LIIF3izqd7uo1tIJHHBXtdltZacmmzZvKXpfBO745blB0A14n8CRJlJQU/7hqFRL4icC+vt5bt35XqpQ4jsnkMhzHJBKxSCTEMBGbzRIIBRKpRCzGJRIxg0EXCgVcLofFYs6Y8bVOp/PZXuoCSOBHz+7urnPnzsbGxnb5WxERxHEhSRImk/Huvbtbt/5it9t8dtyg6Aa8TuC7uzq3/PLL1WvXUM6KiUC73fbXX480Wo0IE0llUrEYVyoVSqUiNDSExWLSaEEQIg/Z6cHPjkYLEgj4v27bZjD0+GZfdQEk8KOkxWy+e/fOqdOnKisr0BCBOEqSJFFdXbVq9ap379/55qDhTDfgdQJ/4eLF2EuXOjvR3HxCkCSJjIz0WbNmiURCqVQCiWklEjEkvZFKJRANz+VyBAL+5MmBkJdeIOAvWLAgKzvL4+3/JLoAEvjRPCrm/r579+7u3bc3Ny8XWfgQ3aLJZLz5+83Iw4f9Ms52OHiRwDsc9vPnzx+Niurs7PD9SRbiaJmdkz1//nwME/H5PBaLCU52LBaTz+dJpRKFQi6VSsDnDpQexF4iEW/Zstk3c4+7ABL4j5IkHBkZ6SdOnszIyDD7YQURxPElQThqamt27d79uvy1xxvzeXQD3iLwJEmkpaVu2ry5qbmJylaLOBH4/MXzJUuXYJgI3OukUolEIuZyObAZDzVk2WwWg0EPCposFAqkUgmkrJ81a5Zvlgd1ASTwH2V9ff258+f//PNPlLUa8dNoMhnjbt++dv2aF6b8coduwFsEvr2tdcmSxcVFRb55xxE/nbl5uYsWL4ZddgiN43DYdDoNrPRiiVilUuI4xufzRCKhXC5TKhVyuUwoFCgU8hMnT9g9mlH/k+gCSOBHpsHQc+7s2RMnT/h+miNEj9Fms77MfxEREWHu7/PlFEluwMMCD/fXau7fuWvXtWtX0b7aBGReXt6CBQuEIqFcLoPKsAIBH17A8p3L4/L5PLEYh4w3YjGO4xiDQZ88OXDevHlFxUUDPjYTdwEk8CPQZrXcuR138ODBoqJC5FiH+MkkSaK9rW3f/v2nT5/u7uxEAj8yxkbgSZL4488/9+zd29XV6Zu3G/GzmJObs3jxYrEYF4mEkJhWq9WAnx24zUOdeA6HDTFyDAYdduXlcln41PBly5ZlZ2db+vs8fiGjpgsggR+BhYUFR6OiniY+tVgsHm8Mok/T4bBXVb0/Ex29cuWKZF8NtXUDnhf4ysqKxUsW11RVoX33iUlwsoPMNpCSFgLfqTrxAgEfPO+YTIZQKOBwWDwel8vl8HhcePOrr6ZGRR2trq7y+LWMji6ABH44dnd3nT139sqVy90o6h1xLOhw2FtbW/TJybt2775y5UpnR7vHm+Qm3YCHBZ4gHJs2b3746CGBLG8TlVlZmXPnzoXdd4VCDuZ3FovJZrOUSoVUKmEw6NQ7gYEBgYEBkycHstkssOHD4l6lUq7fsL7sdZkvmN1cAAn8cMzLy4uJjS0sKvT6nxXRZwghl2/eVF6/fv1Q5CFfC5xzAx4W+Pa2trDwMJPJb8oAILrN3Nyc+QvmQzYb2IBnMOg4juE4Bmt0sNVzuRwaLeg///lf2IaXyqQYJhJLxFKpBMrL4jh24MB+X9ijdQEk8MPx7r27ly5famlp9nhLEP2JJEnY7ba3b9789NNPHe1tHm+PO3QDHhb4yoryZcuXI+P8RGZqasqMmTOgDLxKpZRKJSDqTCYjIGAS1JiBHXqYAWCYSKGQKxRyWPFrtBoMx9QaNY0WtHjxosaGeq9f6rkAEvhB/Nv91mKOOnrkUmyM1Wr2eJMQ/Y8dHe3bf/uNylHvI3QDnhR4kiRiYmMvXLzo9SMy4jgyLT3t+znfQ5YbsRiXSiUYJoLdd6FQIJfLQkJDwLeOxWJS5eZgla/RqP9e9wsFkycHfv/9d2/eVHr8ij5GF0ACP4gwJpSUlhw+ciQ5OQkNEYjjwa6urv0HDjx/nufxlrhDN+BJge/q7Ph29rd1NTWevl+IniGM2qmpqbNmzcJxTCaTQrobGi3ogz8dWyQSYjgGGWplMimfz8NxjMViYphIKpWA1z1Y9QMCJs2bP6+wqNDj1/UxugAS+KHPht1mvX7t6oUL55F9HnGcaDAazl84Hx8f71MzSDfgSYHPzcnZ9uuvDn8o74P46UxKSgoLD+dyOUKREFLSQnQcVIXn83mg4jweNyhoMpvNohzsIcMdxM5BVdmZs2Y+S3rm9Y+TCyCBH0SSJHp7TdHRZ65fv9bT1WWzWrz+Z0X0PZrN/YnPEo+fOOHxlrhDN+BJgS8oeDVjxtcXLlyIiY2tqnrvC/7PiGPP5OTkadOnQTJa8KrjcNgCAV8ilfD5PKFQIJGIZTIpl8uB5TsY8/l8nkwmDQkN0Wg14GbPZrNCQ0Nu3Lzp8Sv6GF0ACfxQ2mzW+Pj4n376aemSxavXrE5J0ZOEAw0RiGNIm82am5u7a/duj7fEHboBTwp8f39fil7/NDHx2vXr+/btQ652E5AkSWRlZc6ZM4fFYoJsc7kcvoAvkYhxMS6Xy9hsFmzJc7kcDMe0wVqBgA9lZNlsFpPJgAkBZKefMiU0JibG4xf1MboAEniXz4bB0FNV9b6stOTAgf0xFy8ajQYk8IhjSJvN+vx53voN6z3eEnfoBjzsRW+xmE29prLS0qUREQ6HHfXeCUWw2aSnp82bPx8i2mGBDl70EB0nEPC5XA6bzcJxDHbomUwGyDloPF/Ah0LyEqlEIhFHRUV5/VPkAkjgR35O7t+/f+36tXYfC2dC9Hba7baXL/MXLV7k8Za4QzfgFcVm6uvqFi5aiFbwE40kSZjN/ffv39NqNRDdLpNJRSIh2NuFQoFWqwkPDwO9VyoVDAZ90qT/QtFY2J7n8bh8Pg/y2kIBusjIQx6/ro/RBZDAj8z4+Pjfb/3e1tbq8ZYg+hMdDntRQcH333/n8Za4QzfgFQLfUF+PBH5i0mQyxsbEwGJdJpPCCl4g4IvFuFiM8/k8oUgIpeKh3ByHw4YgeJFIiGEi2LYXiYSwpheL8S1bNlstXh4z7QJI4EdmfEL8rVu3kMAjji1Jknj39s2UKaF9vSaPN2bUdANI4BE9RpIkerq7z509KxIJFQq5WqOGXPQsFhP0Xq1WKVVK6QdvO/Cu53I5EqlEpVaB8DOZDNiMh1y2a39aY+ju9viljUgXQAI/MpHAI44T6+vrQkKC21pbPN6SUdMNeIXA11RXL16yGAn8RCNJElVVVbt27eTxuFweF5bvGCaCdDcSiRjHMYlEDOXhuVwO+NKz2SxwrIO8tpDEHoLl/vOf/42IWNrq7WHTLoAEfoSHZGCAjLsdd/nK5Q7fqwuC6O1sbm6aNWtmaVnpgM9UnXYDHs5kBzf05auXe/ftRWFyE40kSZSUlGzYsAGy1qjVKoVCDmHufD5PJBJCYlqIi4NMdjRaUEDAJCaTAdKuVqs0Wg2dTmOzWTweNyBgUmhoyJ07t3u9urqBCyCBH+4JgYw3Z86cvnbtKoqGRxxzmkzGq1evbN22tbm5acA3NN4NeL5cLEE4tm7blvgskUBBrhOMJElkZGTMmz9fJpNKpRJIXAOF3sGpXizG1WqVRCIWi3GIo6NC3iFnLRSUg/g6cLOXyaRTp4YfOXLYi825LoAEfrgnZGCALK8oPxoV9QwNEYjjQIfD3tLScvXa1XXr1hYUvPKFB8wNeH4F77DbZn83u7Wl2RfuLOJY0maz3r1zWyaXQRpaytIOG+1MJgOW8jweF/bX5Iqg8wAAIABJREFU4U8KhVypVLDZrMmTA8G3jsvlSKUShVIhFuMajVooFMhk0v3793lrVJULIIEfgZlZmVeuXq2orPB4SxD9j7DIbG9vf/r48cofVj5/8dzrlcgNeH4P3mG3zZw18/37d8hEP9HY2Niwf/8+yDsrkYgFAr5AwJdIxDwel0YLCgqaDM7zoPeg/UwmA8NEEokY7PYSiRiy1QqFAi6Py+Vy/q4vh4lEIuGuXTtbW1u877lyASTww5EkiaysrAsXLxYXF3vfT4noJyRJwmQyJicnbd6y+UV+vnc/Zm7A8wJPEo6Y2NhDkZHIyW6i8dWrl6tWrYLcNaDlUC+OxWJSaefFYpzL5ahUSkhHD/HulJ8dnU5jMOgcDhuC41ksJpPFhP+KREK5XLZ37x7vK1XiAkjghyNJEq2tLZGRhy5dijWZjN498iL6MAnC0dtr0iUn//TTmqysLC+eTboBz+/BkyRRXFS0YuVKJPATig6HPelZ4uzvZkPwGySphdSzQqFALMblcplCqRAKBQwmQygUsFhMqVSi1WrUapVYjEskYpFICPnsuFyOQMCXyaQMBp3L5XA4bDabpVDIJVIJm83atWunl3lfuwAS+JEflTNnTp85c7qrq9Nbx1xEfyBJOHp7TXpd8tp1616+fOmtD5sb8LzADwyQb99Url23Dgn8hGJHR3tMzEW1WgUO87Bwh6U8hokEAj7UgeXxuBgmoigQCsD8LhIJIZkdhon+riqLiagCdOC1B2t6tVp15sxpi7nf45f8gS6ABH5knj9/7vz5cwZDj7eOuYj+QpLo6+1NTkratHlTa4t3Bse7AS8w0ZNEefnrI0ePIhfZCcK/zTbFRRs2bpDJpEKhQK1WqzVqOp0GdeRAwsExHurA4jgGUe+TJwfy+TypVCKVSiCvLY5jIpEQPiYW40qlAuLpIVM9m83i8rjz5s3Nz38x4C0xMC6ABH5kxsbGxN26ZbfbPN4SRL8nSRI9Pd1Xrly5cPGiVxrq3YBXrOBfvy47dfo0WsFPEJIk4XDYnz1LnD59GmyoU7nlIaWdVCphsZg4jsHWu1AogN13DocdGBjA5XIgPS28Dx52PB4XPiOXy1QqJRwBStRIJOLgkOCz5856zQPmAkjgR+alS7F3795BawDEL0OHw17+umzu3Dkmo2HAWxYGFN2AhwUeemxS0rNTp0972U1EHEc67LbbcbekUolQKIDycRDqJhbjkNwGgt3hBY0WJBQKJFKJCBPBZ6RSiUDAp9Np4JTH5XKEImFIaIg2WCtXyOl0GpPJYDDodDoNEtxyuZzt238lvKVcoQsggR+BNqvl9KmTv/9+E9WDR/xibG9rW7FixZs3lR5vyRC6Ac/HwROE48bNm7fi4rzSGII49iRJor2jPepYFOg6ZZaHDXWpVKJUKjBMxGazIHsdONCB251Spfw76l0hh016DodNudrxBXwME1EVazBMRK3vN2xY7zX1iF0ACfwINBkN0dFn7t+/h4YIxC/Gnp7u3Xv2PH/+3OMtGUI34HkTPUkSkYcP5+Rko947QUiSRG1tzY4dO2CZjuMYrMhhLS4Q8MFnnkYLYrGYMpkUHOZhQx3UmsNhg/aLJWJtsFYiESuVCqVKCXZ+sRiH3PVgzJcr5DRa0OrVq5DAjw4evz+Dn5bW1pYLFy88ffrUO34+xAlBo9EQdeyYTqfzeEuG0A143snO4bBHLItoaW4aGEC9d6KwpKR47dq1kNlGIODjYhwX4yDhEolYJpcxGHTnkDmxGMdxDJLRgniDGx042cnlMjAAwDa8WIxD6Vg2m0Wn07g8blDQ5G+//aa4uJj0im14F0AC75Iw6S8tK7185cqL/Bcebw/ixKHJZDp/4cLvt255vCVD6AY8v4KvrKxYvWaNN0UxIY4709LTZs+eDRvkuBiXSCVgroflu0gkpELmwGIvFAqUSoVUJhWKhOCLByoOH6bi5cARTyzGZXIZGP8hgg5i7VasWKHT6cz9fdAGzy0HXQAJ/HAkSSIxMfHm7zcbGho++km0xEccK1qtlqysrGXLlyUmJlq9S57cgIcFvr/XtG79ur/i46Fzov45Eehw2OP/ehQcEgzp5+RymUargVoy4BsPieogpbxEIhYIBdpgrVwuo4rLQWpbqEzD4bBptCBYvtNoQTRaEIfDhsz2PB4X3udyOXQ6jcfjTp8+LSbmYl+vaQAJ/LDw/BPizObmprPnzj58+NBqtYz8STSAII4VwTnMZDJmZWZEHTt29OgRk9HgNSLlBjws8GlpaTt37TJ8CEXwgnuHOO409HSfPHkCwzGZXEYFvHG5nMDAgICASZCaXi6XSaQSyEwHAfE4jkllUrEYp2rFstksuVwGqXJg7Q4eeVToHazgVSoln89jMOgCAV8kEoaHh509G23o6UYCPww8/4RQdDjsN25cP378eHV11Ud/L7vNigLlEceKoEdWi/nt2zcnT5365ZctLc1eUhHNDXhS4B122569e1NTUwc+LKcojR/03wGn9ZZ33GLET2flm8qfN/0MpWJkchmsv2FF/nceG5kUw0QYjkFGegaDToW5YzhGJbmDRT9Y5mHDHkrNqlTKkNAQqVQC6W+pwrJqteqraV9JpZKQkOCrV684P2lfli6ABN4lW1tbTp85/eeff9psVudfym6z9vWa2lpbS0pKCosKX78uy83LfV1W9v7du7zneXnP84qKCvNf5peWlra0NJu9y76K6GN0OOx1dbXR0dFr1/7U39frBQLkBjwp8P19vbO/+66rs6OoqPDQoUPHjh9/9OjRg4cPjhw9umPHb3fv3W1ubnJWes+NyIhjRoJw6PW6efPnicU4h8OG/LKBgQEQLAfmdB6PC6+p3PKwPQ8rddhuhxA4MPILBHxwyP979a+Qg7O9SCSEcvJ/b/bjGJyOx+OGhobcunXLaDB4wm7kAkjgXVKfoo+Oji4pKaFGAJIkuro6y8tf5+XlvXjxIiMjIyU1JT0jPTUtLTMrMzU19Wliok6vy8zKTEtPy8jIyM3NKS0t7e7uGkA2QkT3+XdNc4e9rrZm9549J0+e6Os1efpBcgOeFPg+k1GpVKSkpGzcuFGpUqpUyqlTw7+d/a1QKBQI+OHhYYsWLbx953ZlZUWvyYiSWPkH+3p7L1++JJGIuVwOhLpBbRhYo0ulEqgRB/nkeTwuX8DHcAz+hGEiiJEDvzlqWQ+2d6FQgOOYUqUEg79UKuHxuBqNGnRdoZBD6DzMCfh83tdfT9+zZ/ebN2+QwP8Tnn9IKN78/WZsbGxbayvhsPf39ba2tlRUlIOuP3j4ICEhQa/X61P0z5Ke3b137/GTx8m65CdPnuTn52fnZP8VHx+fkPAs6Vl6evr7d29tVounx2VE3yP1zDgc9vfv3x8/cXzbtq0NDfUebZUb8KTAEw7748cJixYtnDZ9GsQ9g5U1JDSETqdptBo2m/X119MXLlywevWqAwcP7j+w/0x09L3794uKCs19vQOor/ogqRrwbDaLCnaH1DRMJgMEG2zvsF4Xi3GNVqNQyKEyLLWyB6s+rM5B8iGeHscxyGSH4xiNTgPhl0jECoUcJhOUVQDO9dNPayorK77sTXABJPAumZ2dvXXr1sOHD+v0utzcnPT09OTk5LS0tMTERHjx9OnTjIz0rKwsnV6f+OxZwuPHjx8/1uv1WdlZOr0+4fHjlNSU7JzssrJSo6HH1wV+lI1Hls5xosNhr6+vu3b92tq1PxUUFHiuJW7A0170/X1nz55lspihoSE0WlBQ0GQME6nVKgaDDjZYBoOuVCl5PK5MLlOpVQsXLQoJDYmIiDh+/Pjz53kmo4EkvMSzEfEjhJ8pNzd3yZIlUPxNqVQoFHLKzw6M8LAuhz11kG3IJ4/jmEwuk8qkMBWgMtiDNR5i4imjPeSfDw4JhiA6WPqzWEwGg65UKlRqFY5jYDnAceyHH1YWFBR8wafIBZDAu2RvryknJ3v79u0HDh54/OSJTqdLz0hPT0+PT4hPTk5+/jwv73leSmpqWlpaTk62Tq8D4c/Ozi4rLS0qKkpKTn706FF8QkJKakpBYUFra4vPDRTUxoTNajH29PR0ddXX1RUXF1dWVlZXVZWUFDc2NnS0tzU3Nb0uf11WVtrY0NDV2els7/S5S/ZmkiTR0dnx5HHCho0b8vLyPJQ72Q14PtHNtWvXwG0KFliQYJzL5QQETHLObgbbq0qlElKWqtSqWbNmbt++PTMzExnwfYIkSTQ1NR07fgzHMdBjsKWDkzyTyYCdeJBkSE8rk0nBn04kEspkUjC/O/vJQ7wcONnBm0wmAyz8GI5JJGKpVKLRqMViXCQSwhchGA9C7WFrAMexlT+sLCktQQI/MDDg8edkEPt6TcePH9u7d++LFy9evXqVk5ujT9FnZ2fn5GTHJ8SnpKakpaXpdLrk5OSEhIT09LT09PSEhIRkXXJmZmZKSkpKSoo+Rf8sKSk1La2srMznCs6SJGEw9Lx+XZb/Mv/Vq5cFBQVFRYW5uTmZWZk5uTlp6WnJyclZWVklpSUlJcWZWZkpKSlFRYW1tTUwJKLFz3j8Ir29puyszO2/bU9ISCAc9i/eBjfgeYGPOnYsKGgy2GmlUglYXyFqmRqypVJJSGgIJC9Tq1UwTCsUcoVS8c03syIPH87Ly7VYzB7/7RFHoNncHx8fP2PG1zRaEINBx8U4holEmAiy3EDWObDbM5kM0GAoJQeme6p8HDjbBwVNhi12pVIBUg3aDxHwVG06WLhDohuIm6ec6iGXLdSZZbNZa9etra+v+yK3wgWQwA/Hrs6OQwcP7Ny5My8v7/mL56lpqWnpacm65LS0NH2K/snTp0+ePElOTs7Oyc7Ozs7IyEhKSvorPv6v+PjHT548e/YsJSVFp9M9e/YsKSlJr9eXlZYaDQaPX9QoabdZ29taS0tLdHrdk6dPMjIzUlJT9Xp9SmpKRmZGfn5+aUlJXl5eRkZGVlaWXq/LzMwsKirKzMpMz0ivqnoPPqQevwq/pNVifvE8b9uvvz59+vSLn90NeF7gD0VG0um0yZMDId4JaoFrg7UwmkNqcRiswVQrk0lhqadQyGE1j4vxb76ZFXsptqG+3uGwD/zT6x7RG0iSRGVl5ZZftkAeGy6Pq1IpRSIhLNlB8kHUYXMdNFiukINXnUajnhI2BZ6BkNAQuULOYNAZDDqOY2DPpzLUgvEfTPdggRdhIo1Wg+MYhmMKhRzKxlMVZsHyHxwSPHVq+MGDB3pNxvG/Gy6ABH44tra2HDsWdeTIkaTkpKTkJH2KPjUt9enTp3q9PicnR6fTpaampmekP3v2LFmXnJGZkZ6RnpaeptPpEhISnjx5kpGRkZ//Iic3J/FZYkJCgk6nKy4u7nEzC4LLDzs79o9hN/k7/NpqaWpsKC0rffXqJVggQNSzsrIyszIfPHwYHx//LCkpNzdHp9Pp9frs7OysrMzHjx8/TUzMzc3JzcvNzs4qL39ttZiHhhwjjgmtVsvL/PyIiKXV1VXOv+D4n9oNeD5V7d179/773/9MmvRflUqpUinZbBasqBRKxaxvvoH85GBKhUgqoVAAicpB+CECisfjTpkSunDBgmvXr71//x4ea/RAewlJkmhpaTl9+jRlLccwEWSmA9s7/IJQBxZKy1Ah7DKZFMLiISsOFIlXKOTgLgdlYWEiCGZ58NUInRIKAXXgOQ877mDqFwj4UqlEIpVwuRwcx9QatUargQS3wcHaCxfO9457GIwLIIEfju3tbfv37zt+7Fje/2Pvu/+jqrP3/43vqvQOSWghmUkyfdLoCi6Iuk1X17o2pIiCuFICpHfSIPSSNu32PndqGkWQ3qt0EtL5/vBk7maVdWHXLfrhvt4vXziZuTNz7537nPOc5zwnEJBkSRAFiqKEyCaKIkmRHM9JskxSpNPpdHs8gUAgHA45Xc6GhgZZkVtbWwIBvyiKeLmiyGdOn36iqQTfux6+58/xU4na+iLTNa9fvxYKBUVJRC7OMAxBECzLipLI8RzDME6n0+lyESThcDrdbreiKChe+HwqQRA0w7jdbq/qbW5pPn/+3L8jEHm6sNrb23bs2P7J4k++++76w/+c3OEJtv8+wB85cmTChPFTpkxOTrbrdPFQV02ePGnKlMlg7JOSEhMS9BMmjE+fnm6322B5Bpdyk8losZhB5mPy2AvzXnjttT+sW7fO7/ff/W+6lT1dfz3F9+7d3bt37/MvPD916hSUYyCagxpOI2YAwBaLGVbzkMSbTEao58xmk8VqARIbDEmTJk0EsY/qO/YDjO/ndZIS4+KmQW0HbsBoNKC+E6+LBzmfmpaKQg8YfkQPpaUl/+Y8/hHbU4D/e6uj40FOTvbadWsZluUFPhAMeFUvx3HI3QmSICmK5ViGYcDGkxTFcRzP85IkCYLAsIzf71dVVVZkr+plGIam6cbGRtyRH3N1dXXev3v3zq1bp0+f8gcCgWDg0OFDra2tzc3NJ04cv3D+/L27d3r+5VpsT0/3ndu3jh37VpZlp8vldrtlRW5paQkGgzzPqapXFEVUKCRZUhSZZVme5zmeZ1nW7fGQFOVVvZIsUTTNsIwgCj6/79ixby9evHDz5o2HT9V2/4bV19d7/fq1qi1Vq1d/ef/e3f9UFPUE238f4Ds6HmRkZEyaNBHe46i4A7PRB4Uy6tSpU0xmE3RSMDCHbRnGkfUPBrWYrVaLxWKePj39jTf++Oc/v19bV3vp0sXurs6BgfYP//3D/33kI3du37506aLqU2maDjeGL164cPf2re6uzocPv/+qh09/TpHV090VDAbfefcdzIlBFo6mdhjUaI3pMLTBSQSoo23SYEjCkxMTE/rh3GQEG49yO3rqLBazzWYFGaB1xkOLp/XdTZk6BRI8RAMWi9litcAsb9q02MSkxLS01Oefn7tnz57HJzZ/JJ+DP0ZBYeGnSz7Ny8+7eePG3/t9PgX4Hzm8BEn85euv9+zZw/EcL/BQ2HEc53a7HU4nQRIkScqypPpUXuBJikIo0NgYDgYCJEXyAk+QBM3QJEXxPK8oCk3ToiQdPXq0PTJ5SHuvgf97//69kydP4PeuKEpzc7Msy06nk6IooKwkS7Iio/J94sTxGze++5G9/cjqePDgwvlzzS3NPlWVJAkFiGAwwHEcLwiKV2FZ1kMQLpcLAkOH07l169by8vKt1dXbd2yvrKrKyc1dn5FRtaXK5XbX1dfTDBMMBhSv4vP5RFE8eOCApi78HhXxyAP+mFf+0wXG5fLlS5syMz9bvuzqlSv/4t6+d3ba29suX7rU2fHgb0/WE2z/fYB/+LDv8uVL81+cDx41NnZqenoa/EkABkjrMVtMr9fFxESjJRoPov4KIzOtixoJX3p62vPPz337nbc3btxYWVkZDAZu3bzR+wNq7pGXcldnx7lzZw9/c7j1QGtra2sgENhcVvbO22+/8cYf586d+/zzcxe+tPCNN/74/nvvZmdnlZSWsix78cKFrq7Ov7fD/7Pr8OFDy5cvN5lNA6XvYOkRyQFcgcoalut08WheR9ukzW6z2qzg4aHHhMbeZrMCvydOjNHrdQajwWBIstttGrQDxdEED5EHdg7NHcrwqPrb7baYmGg8+MknH3dFflSPcyr7+nrb2+4f/uZwY1Nj64HW4yeOnz175ty5sz6fumTJEpPJlJiYkJ6e5vF4+vp6H/nbeArwP3Jsr129smnjhpUrV7rcLoIkUW6nKIokSbfHQxCEy+0mSFLxKqqqcjzncrvrGxpohlFV1efzeVUvy7Eo4bMsqyiKIAg0TQcCgXNnz546dbK1teXkyROXLl68dvXq3Tu3b9+6efPGdydPnvD5fDzPNzQ01NXXkyQpK7I/4AcrwAs8mHOCIARB4HieoqhwOHTt6hXNUedHLh483t7WduH8+SNHvgmHQ36/X5IkiqKcLhfP84IgyIrs8XhIkqRp2ufztTQ3g4R3OBxVW7aUlJbmFxSUV1QUFBZm5+Tk5eeXlZcXFRdnZWcXl5Ts3LXL7XETJOEP+OEEcOBA68UL5zsetHd3d/X19fb0dD9ob+vseNDxoL3jQfuD9rYH7W0dD9p7urse/iBOfXpD+5GLEwfzzNkzmVlZpaWl/8SB+uFBRtwgK8p777372YrPPv108f27d36uAI8v41PVzKzMN958c/z4cWBoExMTANX9U72nxaKPLipqwrRpsTEx0aNHjxo7dow2hQwsKwaWoI0eVdhJkyYmJyc///zcOXPmvPrKy5+t+GzVqpUrV61c/dXqdevXrc/IWLx48dKlS1Z8vmLZ8mVfrPzi8y8+X7Vq5Vtv/emllxa++uorL7+8aMaM6S+88Pzs2bORF2r2LCB1Z82aOXv27DlzZr/66isZGzYIgvDd9Ws9Pd1PfxIPH/adOXN6U+amlJRkBGToeESSjV44VMQNkTZ3mB/gXCcmJQK/8UxcEjj+SMc1OZ7ZbEJFH+oNaOlTU1NwIRkMSQgggPHaqFkQ+FFRE+CEk5Cgj46OAmfw+uuvfXf92uMwMZ2dHUeOfFO1perNN994/vm5CxcunDfvhdlzZs+cOWPu3Dlp6Wnx8fFoAoyPj6+sqnoK8E+6+vp6e3u6m1ualy5b+vbbb69bv37Hjh00TZMkSdGUh/C4PZ6GhgaKpoKhoNercBznIQiKpr2qlxd4lmMFQWA5VpREr+pVfSrLsYLAS5IIS5zmpqZgKCiKoqqqfr/fqyiSJIVCwWAwyPM8RVN1dXX1DQ0UTXm9Xl7gKZriOC4UDoVCQZDkgigIgiDLkiiJBw60Xr50seNB+0DW8JFfqu3+/QMHDoCQoBlGkiSaphGd1NXXsxwryVJDQwPLccFg8NChg+FwyOVybd++Pb+gYFNmZkFhYUlpadWWLTm5uQWFhXn5+cUlJUXFxSWlpXn5+fkFBXn5+RWVlR6PRxRF1acqiqwostfrlWX5zJnTJ44f9/v9J08cb2lpPnTwQCgU9Pv9Pr/vyJFvzpw53dLSLEriiZMn7t290/nUAfAfXZ8PH/Z1dXWqqvfDjz78YQL546u97X5jY+OOnTu2VlfX19c3NoYPHjzYeqB12/bt7//5fYHnDx06uPjTxaFQ8GcJ8Nrq7Oi4evVqS0vzhAnjQb2mpaUmpyQD1CdMGI/mKGR7mgM59HfI3pALag5oSUmJVqvFHEkck5IS8VqLxYwyLXReKPEmJ9sNhqQZM2dYrBaTyThnzmwUhqH8Qms+ECI6OgowAK80pKFaxmm321789YtLlnxa39Bw8sSJzo5/MODy4WMwZj/HhS9y+vSpjZs2zpo1U6/X6SOt56Dix4wZHR0dBdg2m016vS4uPs5iMQOMcfAtFjPq7jgRA7wQrLhCoLsEJGt9cbgkgOVaczy6LlH30VrnIdLEmjYtFmwQLiqDIWnlypVnzp75a3Xmzp1AINDQ0NDQ0FDf0LB///6t1dUVlRUZGzJeemnh88/PhaRAM9WJipoANx4QCWPHjpk2bVptXe3f+30+Bfgfv5Y6Oh60trTs379/9erVX/3lq7r6elX1SrIM53lBFBxOh9vjphkaejRFUZC496f7NEUQBMCYZVmCIEiKdDidNbW1XtXr9/soiuJ4nud5hmEA4ZIsqT6Voun9NTUESXI87/F4nC6Xx+NRVW9jYxhl/kAwwLDM7j17CJIIh0PBYPDo0SPnzp69eOHCvbt3Hynlgyrl2LFvvapXlERJkhiW4TjO6XS6XC6aoWVZVn2qJEskRbk9bkmSWJbdvmNHUXHxxk2bMrOy8vLzyysqkLJnZmXlFxRkbNiQnZODbL6ktHTL1q1Z2dl5+fk5OTnbt28XRVHxKhzPEyTB87zqUwVRdLpcqFYIgsAwDOIhVfX6/X5JlmiaFkShsTF85Mg3586dHagw+MXcpn7C1dvb8+3Ro/PmvXDt6tV/eHx6e3t6uruuXL60ZeuWN998Y31Gxr59+xxOR/W2bVVbtmzYuHFTZua27dsPHDzQ1dnZ09O9PiODZdmfN8Djuunq6vzd73/Xr6K3WnDz1ZTSuJtDPm00GnCLR0EXUjubzZqYmGC321JSktFODQsd3LsBxjDBjYubBvjHTmw2K+AfSf/AYWUYNw6TVFjsYSZpTEw0QB2kLuDHaDTEx8eZLeYXXnj+5UWLvly92kN4zp8713b/Xk93148Ua39hMXJfX++ZM2eKiovmz58HNh5oCtwFN4Pjhnxaa4kE9w7UB8Dr9Dp0w+MJGjAj9QddjwQdsB0XNy052a7NkIVEH1cCrisEbaD3J06MgWdtQoLearWAA0DhIDEx4c0/vVnfUB8MBtxu99JlS2fNmjVr1szpM6bPmDE9LS3VarWYzCb45GMPCQl6jLADqEMtCHf9mJjo3//h9xcvXvh7v8+nAP8PV3d31927d2iGztiwoXrbNpphGJb1EARN0wzDeAgPSZIkRVI0JYiCoigAdY7jPISHoilJliiaIklSEARZlqFRZxiGF/hgKMgLPMdxkiQxLOv2eFiO5QWe53mv6mVYhiCJQDAgyzLHcT6/TxAENKcxDANDPZZlPR5Pv6yPYTiO8/nUYCBw4sSJa1ev3r51s729raurs72trae7697dOyeOH29ubmpqamxpaW5qavR6FUEUBFGAOA6VBeC6w+HYtXs3kvWCwsJ169dnZWdnZmWVbt4MvM/Ny8vOyfnL119v2LgxLz8fGXxmVlZuXl5efv76jIzi4mKKoiAzFATBH/BLssSwLMuy4XCotq4Os3l8PpXjOUmWXG4XwzL9on2ODQT8wPjbt279wm5TP+Hq6+u9c+d2Xl7e4sWfnDhxXLur37t3l+W43bt37969e9fuXTt37SorL9u4ccOmTZuWLVtatWWLLAonTp64ceO727dvXb169cKFCydPnjh16tS1a/2Bwt3bt/701ltHvvnmlwDwfX294VDow48+AqYiDbLZrMjIgff1fu7sAAAgAElEQVRIqe12G5qbAeFopwbq93dhWS2TJk/CkBKMLcHjMTHR6JNGD5XmZI4bPaxMASFTp04xm03ot0Z1H3ke7v7AhsmTJ40fPw5N2yCHATbI8s1m88uvvPze++99/sXnOTk5ZeVlO3bs2Ld/X01tbV19fYOjobGp8dLFC52dHQ9/WXHx1atXCgoKpk9P12rqmqdsQoLenmyfOWumxWJGgqvxH0B0TJnDGYdQDqk5mBKcOEyCN5tNUMyBXIGxMSI5jZnXqB0k8dpguhkzZ0BRP/BVWhiBhvvkZPusWTOnT0+3220JiQkDh93hdKOLDwFfdHQU3g68jl6vS0tPQ/EIpYTyivJI4eYR21OAf5zV19d78eKF9evWrfpyVV19vcPpZDkWVXafT1VVVVEUxavwAi8rij/glySJZmj414KoJ0mSJEmGZVVVxdAaiqZphmY5jqIo1PW19J1maKfT6fV6McOGoiiWZVWfyvGcx+NBR74kS6IosCwDOx146lEUxTBMMBhsbAxzPN/c0nzkyDegXo8ePeLz+2ialiRR9amBYMDrVSRZ4niOpEiSJEVRdLndtbW1dXV1pZs3l5SUZOfkrF23rmrLls1lZUjQC4uKNpeVFRUX5+XnFxQWZmVn5+Tm5uTm5hcU5OblFZeUlG7eXFhUVFJaWlBYWF1dLckSZImSLPECL0mSKIk+n6+xsVEQBJQkEOsgapFluaGhAUa/FEXJihwKBTGy4Zd0m/ppV29vz+XLl/fs2f3pkk83l5WxLLt3376PP/4ov6CAIAmGoRmGZlkmFAqqqjcYCDQ1hq9evdrd3fXDi/zhgOJ1TW1NxoYN7W1tP2+A175VV2fnqdOnamtrXnxxPvK8tLRU4LqWwQM+IaqHBNpsNuGGi5dMnToFLdHopEpI0KPdDj4nABtQqUajITZ2KhI+IAq0XTabdebMGenpacB1bWoZOFi73aaNN8WroPsD/zx58qTU1FSzxdwfDSQlGgxJ8+bPmz9/3kuLXnrhhRcWLFjwm9/+Zvac2fNfnP/GG3/Mzs5WFOX6tUec7J/junbtalVV5bx5L+Bw6XTxCJ5wZKZOnWK2mJNTkjWrGeS+OObojEc3HdAX5wVRAoDfbDaZTEaNYEebu8lkRBMdVBo46TEx0RMmjAf7opVvNPNjALnRaEgyJJktZvAEiDDwsadOnRITEz158iSMSMDVhXAErD4YIPBJycl2LciIjZ2qTclDxcFsMdfV1//I7/MpwD/m6urqbGpqXJ+x/t333t24aSNJUegcg8De6/WKoogJcoGA3+tVAgE/zdAEScD5TpZlluOcLpfL7UZbPElRsqL4fKrXq/Rz5rIEL1hBFEiSRCZdU1vjdrsDAT/eApI9mqZBBrjcboIkGJbheZ7jOJZjabr/r7zAu1wut8cjiiJFUXv27t1cVlZcUlJWXr59x46t1dVl5eVlZWVVW7aUbt5ctWXL9h07tu/YsWXr1pzc3I2bNiEdz8zK2pSZWVZerhXgi4qL161fv3bduuKSkty8vMKiImTzBYWF+QUFm8vK8C6VVVXV27YxLNMYDu/Zu5eiqUAgcOBAaygcEiWRZhiCJJwuF8MyoiQKgqCq3mAwSJCkw+HgOO5Aa6ssS/trakRRPHbs2ytXLj8F+EcuDY9v374VDAb27Nmztbp6+44dNEWdO3f2zp3bd+/ewerseNDZ8aCrq7O3p/uHjMj3KN6enu7VX33FsMzfPvMJtv8VgP/b1dve3tbc3PT7P/weDncoeNvtNq2SqqVuuBHjRo9ETRs/iptvVNQEkLTAZoC9zWYF5R4fH2cym8CsArNR09Xp4m02Kyh3LXEEHxAfHzdn7hz4nANpcEMHMYAPBs0XasDR0VHAfn2CHiVh+LIhs7TbbbNmz1r08qJPP11cUVERCoeuXL7U3nYfYo3vyXF/pK3lf2H19fVevnypoqJ87vNzwWpoIAfchVgyXhdvMhlhXIPASANC5OXokdPpddrMeNTdEwek0bCzxSnAe0ErZ7GY+3veImr85JRkJOuo+8ycOcNgSMI1oz0HojxI/LTIT6eLh08OOulxOWk2eaAWtMF0IIEQC5rMJs06V5OAkCQZOVOP2J4C/OOvzs6Os2dOezzuzz//fOWqlbv37GFYpsHhIAjC7/f5/P3kNs/zqqrC3ZaiKI/HQ5CELMssxzY4HDTDtLQ0+3w+mqZbW1sPHzoESZ0gCKpPDQQCDMMwLCsrsiiKHMfxPMeyjCiKPp9PEASU82VFZlgWtXOSoniB1+x3KJqqra0FecCyrOr17t+/H2l3YVER6uXlFRWZWVlfrl799Zo1pZs35+TmZmVnIzsvKCzM2LAhY8OGrOzsjZs2bdi4MSc3d3NZ2fqMjNVffYWcHsCfmZVVVFxcUVmJfB0vB4GfmZWF5H7L1q08z++vqXG53Q6HA86+iHJAxdM0jUiIYRhREimadns8qqq2tragZSAUCh379tvWA61P5cP/cHV3d924eePy5cvXrl3rePAvGaj39HR/tmJFKBz628efYPvfBPi+hw/7erq7Dh08sOjlRbhfx8RE22zWqKgJWgqFjriYmGjk9ykpyVqtHfdfWJ5BopWUlIjbenR0VExMtF6vi4qakJKaMnnyJIvF/MK8F3D7RoEfCnnc4g2GpOSUZJvdBsoXNWPsE2V4xBagBAA8CCOMRkP69HRML0WMgn4/rWSAdFYjsQ2GJKvV8sorL7/xxh+/+OKL7Jyc8ooKhmVaWlqOHz92797dH/ld/Y8U8i9fvlRUVDhr1kyjyaiPNLKDUwHpAvk6qGz4002cGIMsGek1qHWb3TZ79izMfMPjWiwFYQSSexxDrb7enyubTYgGDIYkVHC0dD82dmpcfBxOE8gAxB8416joT5wYA0v8xMSEpKRE1GtABgDIEfBhJ7BYRnSiT9AnpyTjEjKZTdPipqWmpmglAIvF7PV6IyORHrE9BfgnWn19vW1t94PBwGefLV+2fHl9fT1JkgRBsBwnCEIoFPT5fCzHYsoc2GmPx4O0myRJVVUlWWI5TpZlWNi6PR6KphWvIisy0tnGpkZRFGvr6lDID4WCgUBAFEVRFAVBgMccz/NOp7PB0aAoss/v43mepEi3200zNMMySOi9qrexMewhPEXFxci/12dkgEjPzcvLLyjIzsnJys7O2LBh46ZNm8vKKioryysq8gsKsrKzi4qLq7ZsKS4pycnNLd28eeeuXRWVlXn5+ZVVVZvLysrKy5HlI1/Py89HEl9YVJSTm5udk4NIoqi4uHrbNoIgGJZ1ulwkSXI819LSLIiiIPD1DQ0egvAQhCAKe/fuZRhGEEWKpltbW0PhkN/vZzmWIAi3xwNXn18Gy/hzWT093Ys//fTQoYMPf6Z98P/w67U0NaZPT4+NnWq2mHG71DxHLZFHNK0WvG4SExOsNqvGqGM6uNVq0QRQA8v2EyfG4O7fz9WnJKNnGiECIBl/xXvp9Tp47GBICYIM7BAZP/rywSsAw8Azg9E1mYzT4qbZ7Dbk9DabdaCIT8sIDYak5GT79OnT5817YcGCBQsXLli2fNnnX3z+8ccfffLJx8uWL/v444+WLV/26aeLV61auXLlF5988vHHH3+0atXKrVu3yrJ88cL57q7O/+SF2Nvbc/bs2dy83BkzpmuW8hoWms0mzeIGxxBd7OAwcEIRBEDuYDQa0tJSkwxJU6dOQVqMEAoHFjw8TivQXbO5BcGOaXWQSmjcPlJ2+CRq0QCq9dgzGHgQPFo8gWBO0wrYk+1msykxMQHnCxV3BIIIK/H5X3zxRfR9IEqYPHnSrFkzr1+7+iO/z6cA/0QLsWxHxwPVp36y+JMvV38pCILXq9AM7VW9wWBAkiVU3CGd43ne61XgXU/RlAw8Fng8BwYyLMsyLAMOwKt6fX4fLG7219Q4XS4I61Bil2RJ8Socx6FBjqL7+/JZjvWqXlmWIVLzer3+gF/xKizHVlRWZufkANFRHS8sKlqfkYGUPS8/f8PGjRs2biwoLCwrLwei5+TmlpWXV1RWFpeUbMrMXLN2LZJ1FNqRtefl52fn5GzKzNyUmYk9V1RWFhYV5eblZWVnFxQWFpeUlJSWlldU7Nu3j+d5luMEUSAp0utVEKzIssSwrCCKHM87HA6aplWf6lW9oijyPC8rMkmRgUCAommGYY4ePdLedv8pxv/HVk9P94u/fvHsmTN/+/gTbP/TAP/wYV93d5fL5QQM454OtR3uv7izA63BuqMXC1gO/MZ9FgADbTbasfBC9GRr/VHx8XHT4qZBWIfsf+bMmf1KPYt5auzUxMQEuJ9abVbYsWnlgHhdPBDLarPq9LqYmGgkf0A1oBH89k1mk2bXajAkxU6LTYwQDOgZ0/oAQQzEx8cZTcbkZHtKagoyfgzagYY8NTUFwm+DwfDCC8+/8srL7733bnV19fnz5/4Dowz7+nq7u7tCoeCKz1ekpqaAWUHEg6AKdoT4+gZDUmLEQRZxEs7s7Dmz7XYbuhABlhaLOTnZDq4ewZOWiEPZgPwbRRBtIpHRaEhPT4P5AYAfxD5oFXDvyMJxqNOnp2M/Wm2+36A+2W6xWqbFTbNGSgPTpsVarJbklGSwOGaL2WK16HTxaN9AFIhPq9frLBaLZo+POv3zc+d0PGh/2B+GP2J7CvD/3HrwoF1VvStXrcwvyPf5ff6A3x/wo3EOXjSwtREEwePxOJzOfnWbqkIST9O0JEmotRMkQdFUMBgIhUKiKCqKghnzHo8HRrBOp5MgSZ7nSZLkBR6v4vj+AALmOQ0OB6hvkiRZlkUTWn19fXZOTk5ubl5+PsAY3W45ubmorEMfh7a3jZs2obJeVFycnZOzbPmyRYsWTZ8+3WIx2+32V199deWqVVnZ2RDPo+Uduf6WrVt37tpVtWVLYVFRUXFxZVVVRWVlbl4eKIHqbdtUnyorMpYkSwzLBIMBVVVphqYoiiDJhoYGp9PpcrtVVfV4PHV1dYIgkBRFUhRBkhzHqar34MEDFy+cv3jxws3vvrt188aD9rb79+5evHDh1KmTFy6cv3nju7b79x60tz1l8n+SdevGDZPJ+INBqU+w/a8DfF9f7/3799asXYtuZp0uPipqwvjx43AvNpmMKakpMKzFXRgQi7RM00Vr3dKoqev1upTUFG3GCe7LcDFDk/2ECeMBKtiJxuIaDElp6WnYOV4LCtpkMtqT7SaTER47RqNh8pTJA61VgcQ6XbzNbkMcMHXqlNS0VPT14ePpIlPOgEOaCFyrOKDkDDhBXhsdHWWxmM0W85Qpk5F34l3MZtPMmTP+/MGfCcJz69bNf8cvDSlUZ8eDQ4cO5eXlLVr0kl6v11oNoX5HpwMOeL9iLtJlYLVa0tPTcArMZhMIEp0u3mwxo5itaRjhQIA4Cd2JWkcD/Anw3c1mU3KyHW0RWk+EpqbEuUOGDSrFaDJin9BnANdR74fKD6WZ2bNnISboH0yXoDeZTSjKaJZ8ONF4C8Res2bNBBmDDx8bO3XBgl8PGID0iO0pwP/Tq729zUMQKz5fUVhURJCkoiheb79ZPUmRHo/H6/U2NjWSFEUztCiKbo8buC6KIhTvJEUyDAMY43lOEASCJN0eN1rXFEURRIHlWJZlYfNOUpTPp/p8PpIkCZJsamry+/0ut8vpctbW1kqS5CGIuvp6juMCgYCsKNu2b//L118j/4YpDSj0zWVllVVVeATiuLz8/MKiojVr165Zu/b9P7+flp6m08VPnBgzbtzYkSNHDB48aMyY0fG6+JSU5FdeeeWrv/wFcQOq75+tWAFuAHEDEvfNZWXV27YVl5Rs274NxnwczyNMaWpqbG1tCYWCLMd5PB6X2w0dgyRJtXV1NTU1HM/RNE2QJMdz8AaAk78oSYFgIBQOtba2BIMBURR9qsrzHAQKwWDgyJFvDh8+jKFN2u3iv36d/OxWX1/v+XPnZs6c8YM/PcH2vwvwAyvKFy9eWLt2bVRUFDhb0J64iScmJqSmpiSnJGstauDMo6ImaJ7k6EhGpTYlNQVQqnXBoacO92KtDVqT3SE1BOKmpqbY7TaQtFhIKHFzhxuaRucCukAMAJBiY6diCIpOF48+MZ1eh3594AF4BXxUsNx6vU6zbddAzmgyauqthAS9PkEPdz9tWg++qV6vW7hwQWFR4bFj3/60jH1fb8+VK5cZll23ft3vfvfb9OnpOA6oN0MVMdBVxmA0YPS7pjCHFlIXcY3VSHWdXgdIRuMcQBeKdC30QXxgs9sQNODAIvrBB0DeDJoHhxcAjFMGGYSWmmvpvqaGQ7SBs4AwC8ElTpMhorvUFH9aCx8iFcSR+MwISZOSEnPzcmGE8Pd+n08B/p++Cfb19d688d2WLVXLli/ftXs3LOEgbcMMeI7jBEGQFcWrejFx1at6YXeDxjaKoiRJEkTR7Xa7XC6ny4WOMlGCWp5hWMbhdHgIj9vthhkOy7LoJicIQlEUf8Dv8/sCgQDHc6pPVRTF4/F4CILlWA9BbK2uXrd+PRJrQDLEcRDDQ/peUlpaWVVVXFKCpvbXX38dApSRI0cMHTpk6NAhzz337LPPPjN48KBBg54bMWJ4QoL+9ddfX5+RUVhUBCBHQo/a/PqMjJzcXND1YPXLysvQZI/PDG5DliWWZTmeEyKxTmNjGG2BLpdLkiSO79c0MAwjSRLHcRRF0QwtyRLH86FwyO/30QzjVb1ut5uiKF7gw+GwIPBer7exsRGz7P7rF8nPdPX29nz77dHf/Pa3P/jTE2z/uwA/cEGe/fHHH2u1Tw0+cY/W6eIR7aKwbbGYkd6lpCSDHod7WlTUBGRgoMFxR4aWeyCTr5Vjp06dMmfuXFD9tkhdHxPMACrII7W+eYjAARJalg+8xz/69WUmo9FoRLYaFzfNYDSA3E5KSkxJSQZaIKQABGr+fegHA3eNiASBBQThFosZ2AlFG8Bv+vT0Dz/80ONx37x544cB9Y9Yaf6wf6O3t6et7f6JEydqa2uXLl2yYMGCOXPn4MOA4UhNSzUaDdHRUXq9zmazQpSA44nICdaBCAX0eh0sCO3Jdmtk7rvWrQC9Pfhz9KlrugcEOgj1ECXgT9pVgeOsKSSAzTinqAskRBodocAHliN4QsiInghI58xmE94IkRzOjsVinjFzBlgKfYIe5SG8KjZ2qjUywGbSpIlGo3H16tXnzp55+KMamacA/y/dH3p7L1++tG3btlVffrlv/z6O4+rq6wE5LpfL4XDAMV6SJdTROY6FHY3qU2VZcns8iqLIiowiutbIDpodub6HIJxOJ9xv0C7vcrk8BMELAsMyNE273W541HAch4o+zTChUMjn8+3evTtjwwZU2TdlZqLEDjVcZlYWDGoKi4pKN29et379b3/3O7PZFB0TPXLkiDFjRg8dOgSe3M8++8yzzz6jwfywYUPHjx+PK3/27NmfLvm0sKgoKzu7pLR0c1lZVnY2avAFhYU5ublFxcXlFRX7a2rQdk9RlCxLmCUP559AwE8QhMfjgVEPz/MsyzQ2hmVFliTJ7/criuxwOnEMCZIMN4b9fn8oFPT7feHGcDAUpGja6XLRDM1xHMtxDqfT4XTyAn/hwvknmsz7dGnrQXtbVlZWYVHRD/70BNvPA+AfPuzr6+utqKyEiMlut8VHrMhxyzZbzNBkwQMHd3ncwQG90dFRI0YMRzINIxqttV0rnEN9rfnhTJo0MSFBr4s44aDmDYoYZqiaBAx/tVot9mS7JgRLSkqcPj0dPXgIMhANIO0GCGmQn5iUGBs7FQNybHYbgAqUO7JSVOsBReAejJGZe0D9pIj/LuBW6ydEbfjXv35x7dq1fr+/7f7974H3D4Ecq6ur8/atm1cuXz59+nQwGHS73dXbtn3+xee//e1vXvz1iykpKThWmM2KD2CxmI1GQ0xMNI4JKgtI1m02q81ug7ZOmxEQr4u3RBrQEaOYTEYEUjjmushUGMgjcGrwTXFa4XIIpb2WkWNvuBgg0des9DR/Yq2sg51MmTIZ0QPkjSDzNc0/og0trccX16bVxU6LRTsfzgUe11orN2zccP78ub91qH7E9hTg//X7w5Url/Pycv/y9V+cLhcRcbgjKdLhdEA+Fgj4Q6EgwzJ/zUdpyuFw7N6zp8HRoKqqT1UZltGMXTF/liD6e+jheRcIBHiB53kOe0ByD6/ZQDDg8/kIkoRFjNvjCYaCfr9/9549WdnZKJaXlJbu3LULOvmc3NwNGzeuXbduzdq1uXl5K1assFgsMTHRQ4YMfuaZX30PzocMGTx06JCRI0eMHDli0KDnnnnmV4MGPTd06JBnn31m9OhRz7/wfE5ubmFRERR5f/n66+KSkq3V1Tt27kToUF5RUVNb29LSHAwGMSOHZhhJlrxeL0XTsiJTNLVv/36KphoaGhRFAfdO03R9fT0v8AzL1Dc0OJxONAtIskQzjCiJBElwHBcOhwLBACQLNMO43G6/z0eQRCAQOHjwwOnTp3oiPd9PE/rHvJg7HjwoKCz8es2ay5cv/eAJT7D9PAAeV8au3bs1KltL2kCoYvScNkQkJTUFbHA/kMTHYbQ8csopUyaPHTsmPj4OII1MC4iiZefYD/AV74hse8KE8SjuauCq4YSm2ktKSpwwYTwwPjU1RYPepKREo8mYmJQYHx+HHjAo9SxWC8II7evExU1LSUk2R6bfwuUeHHV/D7cuHsialp5mMpuQ5mogpMkLtJYBmPMsWPDr1atXb9u2TRTFAwcOHDl65MyZ06dOnTz8zeGm5qZAIKD6VEEUdu/ZU1BYsGzZsnfefvutt/70xptvLHp50cyZM+fMmZM+PR2qeG2kL+gTTeIOcIWSETQ10Ndqs4Jv1w4a8mAwFihdg0WHKB18hslkTE1NSUlNSUlJBhOOgwAaAIm1pulDSUUj8y1WS3p6Wmpa6ty5c3F5aOV8xH9atKfT67S2C5xNNMvhM4MtAGzjisLp1uniLVYLDnJKSjJeiHqQxWKOjZ2alpb68suLzp45/Ti/z6cA/6+v3t6e2tqajZs2QSbW1NQYDofC4TBF0wQJUlr2+VS3241slaIomqbRCCeKIlrnMWYe/wthvKzILMcBBRVFkSTJ51N5noNbO8bDuNwuxasoXgU5LmR9YAIIkti1ezd64WAlizZ3EPVQvH/1l78senmRXq8fP37cqFEjhwwZ/Ktf/b+B65lnfgWYHzFi+MiRI4YPHzZq1MhRo0ZOnBgzePCgwYMHRUdHzZ8/f83atfkFBRs2bszNy6vasmXL1q1l5eUFhYXg7THLBJJAmqH/GsGQBMMyLrertq4OZfjGxsZvDh8mSdLn8ymKwgt8MBgQJbGuvt6rejme86pefHdREkVJbG5uCgaD6EWE6lBWZLfHEwqHfD61qamxqbmpq6sz0ib6379U/pdXX19vx4P2oqKinNzc06dOPuqIPcH2swH4hw/79u3fP5AHBlQANmJios0WM4TWyBGRXU2ePAnzZiwWs1YkRoYNWb7RZNSE3/YI9Q1WHMQy4gZND69l8MBUDTY0QRxgIz4yxQSQDExKSNBPi5uG0AQgh4gEHXp4FZhqIBmE6EhwodbGg5pdri3COqAOnZySDJt9VMQ1rRm+HbLM5GT7goULXn/9td/85tVXX33ltdf+sGjRooUvLXz11VcWLlzw4ovz586dM2/+vBkzZwCu4iJj19H+B4Ia0Avw1hJW8BBJEbcAnS4+ITEBlLUWZ4A5RyldF/G5Q6wAEMWDcRFfehw0nCxQNdgD8n4ETGis+MNrr3265NOMjIztO7bX19cRHo8sSS2tLa2tLeFwuKG+fufOHaWlJSs+//zlV162222YXTQwfQc2IxrT3O5sNqvdbkPMAf4G2gj8G0EbzgUej42dCkGGThc/fXo6RZGPamR4xPYU4H+SRZBEZlaW0+XieM7lcjEsI8kyhs2QJOn1emFdx7BMTW0twzKKojidTlmW/X4fwzJwsIEPHdrf0fYG/R0cb2iaxux5+MsyLEMztNPllBWZ53mXy8XzfDAYoGgaCgCWZRscDSWlpehnAwDjH2DOP//ii5kzZ0yaPGnMmNGjR48aM2b0iBHDn3nmV9oaOnTIqFEjka8PHz5s2LChqMqPGjUyNnbq8OHDIL6bPHlSWlrakqVL0F8H+V5uXl5ZeXl5RUVRcfG+/ftVnwppoSiJLMsKoiCKIux4m5oaJVmCxQ2kds1NTR6CYDlOkiToDLyqF3EMug1FUfQH/IIoKF5FlESH00mSZF19XX1DA0ESLpeL47iDBw8EAn6GYY4cOfKkk9b+Dy6410mStGTp0nPnzv6deOgJtp8HwOObEwQxZcpkm90GRITXNxha1GKBHKjNa6CIzA+qK43ihvhr6tQp4yeMR6IGjERih0QNBjUg/JE3a2ki8mw4mGqd7qlpqfoEPRrh4uPjUlKSjUYD+IO4CK4D2gEAGGEH8lkTe2NXJpNx9uxZiUmJmq9LQoIePXLAJC0PNhoNmjTdYrXYbFa4pptMRhj/IRnVxPyQmMHZTa/XzZg5A++SEBnhig8D2NPGt2j/2z8RQBcPDhwmdHghzAOQ1EIAAezXfGm0nWs5OmImk8mo1VOQLuNYoblu4P4xTtBkNqWkpuDIJCfb//DaH7Zu3XKgteXs2TNXrly5e/dOe3tbR8cDrVu3p6e7vb3t7t07N2/eOHfurN/vz8jIsNms0dFREyaMhw4OAYfZbEpNS8XlgTxec8TTyHmESpDv4Sujaw49fujsmDp1itFo2JSZ2dZ2/zF/n08B/idZLMvm5ec3NDRIkoRmbr/fHwgEZEWWZZlhGJZjFUXBKFiSohSvwrAsx3MMw1A0jRY4h9OJeTPoncMT3B43RVMsy9IMLUqiKIpe1UuQZH1DAxhsQRAEUSBIQhAEACHDMiRF1tXXb62uLikthUU8RHZI3zdlZn708ccmkzE6OmrYsH2VuF4AACAASURBVKEjR44YNmzomDGjx48fh6x9IMBrNfhBg54bNOi5Z599ZuTIEVFREwYPHjRixPCxY8cMGzZ09OhRixYtgpldZVUVSPv1GRlQ8G2trna6XPX19ZAh8Dy3v6YGkgJtWq4kScePHbt8+dLlSxe/u379m2++OXzoEE3TvCCoPtXpdNI0jXl0ECjgcYqiGJYNBPwej2d/TQ3LsaIkIX5SVZUXeFmWQ6FQe+Tn8EO6/odOnf/QwfMXuaA2e/PNN3yq+ve/9RNsPyeAv3zp4ptvvgnIxM0XnnRp6WnosdZ8VOBohrxQcybReqABV1r1HZCvNUOnT0/XR/TqWiEAz0RGDjIfNDiUepqTnVZCNhiS0AKHIrFWRYZKC3tIjHik2Ow2COPRe40UMMmQhORViwB0kQGpAGMgpcZhAOMBVAB4uLChnNyfXkdGmhqNBqvNqh+Q4scPmLmuITQwGC3pGqmOrLq/hGFIwmezRib0oNiBYALHAcQ7MnK73QYTXxwxBAGazkDjObTuee27INQAzBuNhoTEhPj4uPT09KysrMbGxtu3b/U8Xsc/tAXnzp2rq6195913DEaDwWjQKBNk7QMt6xEgajm61WpB1AK1hDbpAC+HEA8R54IFvz518sTjB+BPAf4nWZIs5eXnOxyOpqZGr+qFTj4QCIRCIZZlnS4XxOGiKDIsy/M85sqj+RtGrbwgQDnvITwNDgdJkizHIVnn+9vnPOgOF0TB5/dxPA+TeVES/QG/rCjBYIDjOJ7n/X5/U1NTXV1deUUFuuA0HVx+QcHXa9b85re/mTp1Cjj5Z599ZtCg55577tnBgwdpFP1zzz07ZMjgQYOeGzx4EOrxQPGhQ4eMGTMaXP1zzz07dOiQYcOG4mmpqanrMzKKiouhq8/Ny9uwcSPa5/ILCnbv2aOqXlX1ogxP9Yc4DMuxXq+3sTF89syZjgftvb09PT3d3V2dd27funjhvKp6nS6XKAqQ3/v9Pp/PR9E0jPr7PQRZFv11LrdLFMVQOIRxun6/TxBFSZa8XuXC+XN3bt+6d/fOrZs3b3z33YUL548fP371ypUrVy5fvXKlt6cbzT4D/bn/r5Xtu7u7CouKNm8u/VGP2yfYfjYA//BhX29P99GjRz5Z/MmkSRPHjh2D3Av4ofWzIcEFtmk0OFJSTdYeHzEhB6oBgDUBl2ZwhnFngEybzdrvjmIxT5sWq3nUxMVNS062x0Zm2eEls2fPMpqMmrwfRXRos80WM5BAe5ekpMT09DT8FTSv1WpB5X7GjBmor2NGDoRdGiTjhWAmMBZF673WmtHxdeLipiVEPgy66oG7UH0DtCZPngRdIXrBAfNaud1ms4IXgVMQcvHY2KlgCzRxmc1mTUxKhKYBpsJWmzU5JVkLvDAVHlPecXwsFjPcZvDuA6MHYDy8cWBACyoFqD937pzi4uJLFy90PUkHYH9C0Nt7/97dQwcPZGdnWawWsAh407i4aaja4Mwi+MOHxzWAelBc3LQZM2egTGOzWa1WCxggzYhw3bp1PX/X8OsR21OA/9dXX1/vyZMnV3+1+tMlnzqcTkmSCJIgSRIj42pqaxiGaWxslGXJ4XTKitLU1MRxnNPl4nhe8XopmlIUGfI61afyAs+yLPj8xqZGv9/HMIzH4/F4PIoigx5QvIosy4GAH3J0eNOyHIdhsrIs84KAYa+wj4V4Pjcv7+s1a15atCgqagLUc6ivDx8+DAuJO8B+5MgR48ePGzFi+JgxowH2qMTjfzU5HtawYUMtFsvnX3yxuawsMysLjvdFxcWlmzfnFxRkZmVt2bq1prZG8SokSaIYgQG79Q31HM8FgoELF8739vagWA66uONB+/Xr11pbWyEskCQJDn2CKLjdbpphGIbxEITH42EYRvEqNE27XK7a2lqPx8PzPNyCeZ4PBPzwDjrQ2uL3+44fOxYOhwPBgOr1er1KU3PTyZMn2tvuo1vnypXLO3bu3Lt379mzZ/7vAHxfX+/hw4c+/Oija1ev/ugzn2D7OQH8w4d9vb09Z86c2bdv72uvv65puLQicXzEaRxyOX3EbBy5IFJem90GkIMSKj4yY2ag5wl070i78SBiiEmTJuoT9IC06Ogo6LShxYuNnZqalgpo7G9+MyShRwtUdn/FPT4O4oDklGQQ8vBow05AOWjcNeRaCB2gPNC6xsEfaD1jSMpB4GsSAU34Fh+Zs24ymxCdIOJBRKKLDNjVmgOTIvPXEdwYDEnAYzwCghrPGdgIoIv47oGQnxqZvI4nxEVM5fBRkwxJEExoLftxcdOioiZofkR/7V4zJBmMBjQxosYRGzt1xowZ+fn5V65c/lc6cLq7u86ePVOQnz9z5gyrzQpQB9MTExM9cWLM1IjWEsccFR+tbz4hciUYjIaZs2bimCNEsyfbBVF4ot/nU4D/SVZHx4NQKLhixYply5c1OBpkRYYKjKQot9vNcqzqUwVB4HhOURStHU6WZRSYA8GArMhITCVJcrvdmBbj8/kCAT/c8QiCgL7M4XQyLCMrssfjcbpcLMcKguDzqTRNczwXCPhbWpo5jquorNywcWNWdjbI+dLNm79es+a9999PSU0B365V1ocMGTxq1Mjo6KixY8cMHTpk0KDnhgwZPHLkiFGjRo4fP27cuLGDBj33q1/9v0GDnhs1auSYMaOHDRuKsACpPGKCqKgJv/3dbysrK3fu2oW6QHFJCRT7Obm55RUVJaWl+/bvxzweiA1h0c/xHM0wR44c+SGg9nR3Xbx4QRCEQCAQDof8fr/T5ayprcEeaJoWJTEQ8KNLHn44iqJgho0sy42NYVEUAgE/TdM4gA6nkyBJlmX9fj+kjqh9HD16pKmp6eSJE7U1NQkJCQmJCS+/vGj37t2df3WB/O9fY/+mBUvQTZmZu3bt+kff9Am2nxnA45u3td0/duxbj9tdU7N/xeefx8XHIZECemmKs8lTJsdFBsgCkHD/Res2POeRAQNoNWLWnmzXdOla4gukBwDA/wSOs+inQiEWmTE03phEMn78OPw4NdWeXq/TkEyv16WmpoDqRywyadJEbS4LIC0tPQ3GtPhs6MdLiNi9abJwfCnk3zDjA9WsAW1qaorFarFaLZoIEXp+oG9sZBSvXq+bFmlJx+NGowEteVarJTnZDp92ADkEhohIANKIk/ByJO54d02bhj8hAtBaDePipsFCAAUU7a0Rt8EOCE8Ge/Huu+8cPnzoX6fvuru7Tp48sXbtGhwWKO9A9iDyA64nJ9s1pQUuBpPJOH3GdF1k6BGEGvA0jIub9uqrrwx0HXic3+dTgP+pVkfHg6NHj+zatWvpsqXLli/bWl1NkARy7kAwIMsyRVMAs35coWkP4eF4zh/we71eVfX6fD4YvHA8t3ffvvr6epbjGJblBR7DbERJJEiytq6utq5WVmSCJJ0uF7J51aeifo/OMYZhiktKMrOyYA6fsWFDfkHBRx99FDstduzYMUD30aNHjRgxHCn40KFDRowYPmrUSFDuyNHRIDds2FDk9GiLh7HdoEHPDR8+bPz4cRMmjNf66OzJ9sysLIyf0brhi4qLc3Jzi0tKQNfX1NbIsuzz+4LBYDAYEAQBc+KvXrny8FGts/fu3T1w4IDL7aYoqrW1RVXV2ro6judIkkQHQTgc8vt9DQ6Hw+mUFZlmGDgOEQTBsEwgGPCq3rr6+sgjLMtxDQ6HLEuSLMFRx+V2o3rS3NT02YoVkCMMHTokNTVl8+ZS9Pf+16+uf9PCrez6tatz5sx5jJm8T7D9zAB+4BHp6HjQ1nb/3PlzpMez+NPF8fHxkI4jhU1OtgMPtB50iKXRYzYRlqUWMzT2+ojluz7iCAuNPbJ53NxhgYdUVWuvB2EbHR0VHR01btxYVGHnzJ2z4vPPwcbl5OTk5OZs2Ljh9T++nhB5iylTJhtNRrilaiUGEN34zNbIZHSAt9atB82XxWKGzbsuMkYFjD1AMS7ipQ+A10fMevWROXhmi9lut0F4qLV+TZ48CeNcgbsa8AOY0aeHSvPAaAARkuYKp30A4DEMf1BBBzEAvd60yIw1HC7EB/0lEkNSWnpaamqKwWjQnAPGjx+Hpjjsdv78+U6n8wf+zP/kj6q9vY3weFJSkgdSDhDKgb/Bp7XZbSkpybERA11cMwZDEmSA8fFxGqdiMCTt2bPnRwXDj9ieAvxPuHp6um/c+C4UClZXV69dt+79P7+/fPnyHTt3EiQBpxq3211XX19XX+chCIZhYLQOyhrzYTF0jqZpRVFCwSDmyoC3V1VvIBigaLrB4XB7PKIkshxLkATP841NjT6/j6Ipt8fNcZwoiXX1dRj2Cju5ktLS3Ly8lxa9BKEccne0tv/qV/8PZfghQwYD8vFXEPjjxo2Ni48bPnzY2LFjoqOjUCJE9X3UqJFjx44ZN27s0KFDxo0bO3bsmNGjRy1cuDA7J6e4pKSuri4UDB48cCAUCpZu3lxYVIT+q8KiIg/hgfVeS0tLKBwSRbGpqbHjQfsj0eX27Vuw54O7vqIoNMMIosDzPCbrSJIUDAbRZRcMBpxOJ8OydXV1DMMwDB0KBTmeF0RBlESv19vS0hwOh0RJDIWCoVCQJMnm5mae59F04HA4Xnv9dRQjnnvu2WHDhqakpGzeXNrV2fFLxXgUJiRJ+mTx4sew8X+C7ecK8ANXZ2fHmTNnKqsqExL0MDZBX1x8fFxaelpcxJ0e0DhxYgx46fTp6aj4ahK2+Pg4m80K1VVaWqpWrtaassaPH6ePTB4bN26sThf/h9f+sGTJks+/+OKLlV8UFxfv27u3ob4uHA6dP3/+u++ua+vqtavHjn27du1ao7HfpQ6ZqMVqQVKIRjJgpKb40+xTNKjWkmwUI+x2m81mnTd/3mcrVlRVVVZWVa76ctWrv3nVbDahrDBwgB52hbghLT0N49i150BVp+kNAWwo0oOKt9msSUmJmHYPtr/f4sZsSkxKBMOBAEIfmZVuMCSZzCaU0hMitu2asSCCEujakPSjFm40GpJTkmfPmZ2cbMfRgJMd2gJ///vfESRx+87tn/Cndfjw4df/+PrkyZMw6kav1yE6RNNBdHQUBIOg8fFhoqImIHGPipqAY4gaypSpU956663r16896e/zKcD/5Ku7u+vGje9OnjwRCgZ37961/LPPPl3y6Z49e2RFJimK43mO53mBD4WCaB5TFEVRFEmWMUPW6XK53W6GYURR5AWe43lFUQiSdDidGAYvyZKqehmWIUmSoimSokRRlCSJYRnMWacoatfuXehKh7MN5rfOf3H+6NGj4FcTFTXBbrfNmDnDZrfZ7DaT2RQTE40uODS4g7ePio5Cjj5y5Ihx48aOGzcW/wuKHv9ANg+9Xnp6+r59+1pbW2/cuIGmkrt3bquqWlJampefX15RUVlVVVJSQtO0y+1GcZ3n+W++OdzV1flIdLlx44Ysy6FQUJREXuAVRQ6FQ7Ii+3w+OAF7vQpM+Pszco71qt76hnpM5YE9gM/va2xsDIdDjY1hmqbdHreiyF6vV5IljPelaKquvr6wqEin0w0ePAhqaBQpUlNTfH7fLxjg7965vWTpElVVH+P5T7D9EgAeqdjt27ecDkdaehqQQ4NnrVMLhiQAS6PRYLNZNbJdqxBjijnodBDFEOqD97ZYLXj+tGmxH338EUkSR48eOXvu7IWLFy5cuHDz5s379+89eND+yOytr6/37JnTf/rTm8jUAdgD7Vk0ezvU3eGnBgwG+KFrAImsBjCvvPLK/v37z5w5fevWzVu3bl64cF6WpaVLl6Snp82cNRNHA6WBfv2X0dAPvSYjogS0G4AbiIt4ymoFb6vVAmGgZr0O1xoQ2jjO8RF/X60FsX+6ndEAgSFm+CKDnzgxRvPk6Y9UIl31oA2SkhJ//4ffb9+xQxCFnJzshQsXglCZN39eZmZmMBAYOMTiJ1mXLl3alJlptVo0G398KRRx0IOAIA8RJEiF6OgoRC3ozESdJSU5WVW9/0gZ8IjtKcD/+1Zvb8+tWzcPHGjdsqVq+WfLN2Vu2l9TQzMMx3H+gL+5udkf8AeCAa/Xy/O8qqqqT+U4juc5l8tVU1tLkIQ/4Mf0OZZjGYZxulwegnC73QzLQJQHjJcVmRd4juPw39ra2pzc3NVfffXmn/6Ukpoya9asF+a9MG/eC/Pnz//d73+/ePHi7OxskiAaG8OtB1pbWpqbW5rD4RBJeJYuXaLp74YPHzZu3NgpUyaPHz8O2TxK8tDloQg4ePCg4cOHwaMelP7c5+cKoqCxXJpyze1xY3h8WXl51ZYtgiD4A36GZWpqamiavnz5ktaWNnC1t7cdPXpElESGYdB9IIpiIBiQJMkf8AeDAUVRREmCW0AgGDh86BA0hrIi0zRNURRBELzAK16FoigIINwejyAKjY1hSe4PC9weDwzyiouL0fU3cuSI0aNHjR49avDgQePHj/vwww+hwvvlSet7eropivpy9Zd/p7H2e+sJtl8OwPf19ba3tflU77Lly+IiE2A1gTRAa2DlGB7jMTHRMC1B3RoCaa2JDtk/aOQJE8Yj+5w9Z0711q0nThzv/FuW+B9ec7093bIszZ07Ryszg5MHWQ39P9TjOl08/MyRJaekphhNRjTu6zWf1/i4+Pi4zz777MTJEwN/jQ8etB898s2mTZtmzZ6Far092Z6amoI+e1SUYSSAuAGBBSIMzR0Ib22zWTEBHUy7FtwgbNI88rRgBZS7xWK2223I5u3JdjAlyIxx8MFpIwJLTEywJ9sxiw/Cfp0ufvnyZWfOnOns7Lh69WowGNi/b9/efXtlWb58+VLHX2ey/WTXz507t3ft2mm1WfHBoOSw2W1WqwV0RVJSYgLa5GxWbZRffGS+TmJiQmpaKtQPlZWVDx60/xO/z6cA/29evT093deuXXW6XB98+MEXX3wB63jY0vn8vlAoKMkSmugUr8LxnIcgHE6nx+Px+X2hcAiG8yRJiqIoy7Lb43G53SRFSbIkyRIm0JAUhZ4xl9stiEJdXd077777yquvfL3m661bt1Ak6VO9cHY7evTImbNnvvvuOy1j1n6/nZ0dhw4d/OCDPw8ePAgMPDB+5MgRqMGPGTMaffNI7jUPHED+6NGjRo0auWDBr7/99uj37k5tbfdDoWBFZWVZeXlZefmWrVsJkkTdgSAIWZG//fboqVMnMRVJW3fv3jl46KDPp5IkCapDFEWSJDHFh2FZkiIhRWQYxudTWZb1er0ut9vpdPoD/X71NENjhA96EcPhsCiJqk8NBPyhUAjVd0wH8Pt9a9auRevgoEHPjRs3FgWLUaNGGgxJgiA8zp3257X6+nrPnz/3+uuvt7S0PN5LnmD7JQD8wNXT3XXmzOmt1VtTUpLHjh0DGIuOjuq/TSfodbp4TIadMGH8vHnzli5dum79+g0bN2ZnZ2ds2JCVlZWZmfnBBx9MnzEdkiuYzkL7Nm7c2AULFjQ01N+8eeOfc2Vqb2+rqqqCwF5rqdJHNP9IH5FSA+rAeMPPTvPJ0UVmouj1urKystu3b33/IPR0Hzv27SeLP0lOts+YMT0tLTV9enp6ehpa8xMTE3R6Hf4B7eFAYwCUDMAT4BOi8AwuHZUOFBdQeo+PDAUAJYBdaZ5CcfFxWss7jOdQpNecYrWsXevRt1jM69evu3njBr5Ld3fXvXt3792729nZ8W+6Ztra7jc01CcmJWJCAb4CYB5KhbgBnoZxkRGFJpNRp9eZzKakpMS4+DiTybj6q9U3bnz3z/0+nwL8v3n9Fa4EQfjss89WfbmqpraWpEgsmqE9BOH2uCVZQgbPsiw853meV7wKSVHQ5aEIDZxDfIByu2ZVC0rf4XCsXbd29eovGYY+d+7s3bt3u7o6+yLtZwOD1B8GrB2dHYqiLFy4EGX10aNHAc6hwoMfDmh8JO7opgO6jxs3dsyY0R999OH9+/e+dxA6HrR/c/jwjp07y8rLSzdvzsrO3rJ1ayAQaGxspCjK7fGATj9+/Nj58+ewDh06eOjQQVGSwF6QFOVyuxWvAlM/lmNr6+r6fX5EgSRJv98H3p5lWZZjGZZBBQRe97Isw8j20MGDTpfT6XJRNIU5PWgslGRJ8SqVlRVw8sH3hdouKmpCdHTU4sWfXL927ReWwd+5dXPp0iVbtmx57FvcE2y/NIDvP2R3bofDoVVfroK2GVLw6TOmx8XHJSYmjB8/Dp0kzc3NZ8+dvXz50tWrV69fv3bt2tXr169duXLl1KmTTc1Nqurdv39fcUnxJ598Yk+2G42GP3/wZ9XrvXv3zr9yeV3/7npWdrbJZALTrlXZMVEmIUGfkJgANNUaybTxKrGReWuorCclJdbV1jxSbnbzxo2vvlpttVrgaZ8YCW4gvtPU7MinNdmg5rgXr4tHHo8PhhKG0WhARz605eA/8PnNZlNqagoy9ejoKG0Aa3R0FHbY70hvtUCYhpckRJx9EdxoXu6ZWZkP2v9hHvyTrZs3b5aVlYFUgPhA6xiMj5j+wr8IC8JMqCgMhiS73ZaQoH/rrT8dP3bs4WOlF4/YngL8f2y1t7cdOniwvLz83ffe/fLLL0mSbGwMowAfDofh5EoQBArt1dXVa9au/eCDD+bPnzd//ryXXlqI9fLLL7/xxhtff/11ZVVVg8OB0XM8z/M87/f76hvqV65aVVxcfOL4sX9ODXrv3t2dO3fo9Tqo8MBXP/vsM6NGjYyJiYawDnntqFEjgfR4cNiwoTEx0Rs3bfye9VNfb8/t27dkWS4qLs7Lzy8oKqqorNy2fbvL7YYjPcuysiKjHs9xHEEQsiwHggGk+NDGkxRVX1+vKHJTUxMM7EKhoM/vC4dDgijs3bcPUobm5qZwYxhz+URJIkhCVmQY1/ebDnEcrIFYlnW5XV6v4nA4ECqpPrWqqmrq1Cno70cZAuKDMWNGWyzmx+gi+zmtrs6OXbt2rVm79ubNG4/9qifYfpkA39fX29fbc/HiBVkSMzMzrVbLxIkxuHdPnjxpzZqvm5oa79y+/cjhBwP9Edvb227evHHq9Cm/T5VF4eTJE50dD/71y+vsmdMffvgB6v1IiIGyKOXGRgalAw5Rp9e09OjFAoFvs9tYlnlkxbe1tfVPf3oTrHu/DtxmtVgtZos5OSU5NtKnjsY/bTq7puODoRt4e8AbPgzku+iDhwYNWKhJ5OLj46Kjo+J18fpII5/ZbJo9ZzYEg5rxjkYJIPJAHx1a+dPT06uqqv6TIyYvXbq0Zu1azSIXNrQgNiAaAKijHoGPjTl1mo3gK6+83NrS3B3hNv+J3+dTgP+PLTQcX7lymaKpL1d/uXTZ0orKSofTyTCMIAgsx9IMLYiCw+lYuXLlO+++k52TU1dXyzC0JImKIiuK7PUqsiQ6nY6t1Vvz8vPXrlv38ccfv/XWW3/5+uvSzaWZWZnLli+rrq4+e+b0P+2+3tfXe+nSxQ0ZGQBy/BcWNzEx0WPHjkErfExM9ODBg2BhO2zYUID9xIkxa9et/Z4Yu63tfnNz0/YdO+BZW1ZeXlxSUl5RwXIsx3MkRcGoX5JERVEwjo/jeRgDUBSlqioGzCCD5wUeFgIESaDu7vP7GJahaFr1qZiqh1iH43mapkVRwHRa2AfRDAMNRF1dHc/z3xw+zDBMKBTcu3evqqq1tbVmixluP5AXwK934sSYMWPGvP32W78YOX1vb4/f51u6dOmpkycfPkHp4Qm2XybAa6unu+vq1as8z2VsyPjDa6+99vprFRXl58+ff0xn07+eiZ5ulKZ+mk/V033o4IG1a9darBYQwlCVT58xfe7zc2fPmY3/zpo9C/iqaQahmNNq2CmpKU5Hw/dShM6OB6FQ8LPPPkMJGZrBJENSckoy9mY0GvSRCe4gzw2GJJvdFjstFsULTFOF9F0TKmp5Nih3iAZiI/P6YPiDGnxCgt5kNmmN7NogAAj1UVzQzGvjdfFGkxE2eTCVmzFj+rbt2/6TF8nxE8ffe/89bU5BXGTUzUCjYs3eH0IECDjwkhkzpiuy3PO46P7o3+dTgP8Prr9qx459e7SutnbVl6vef//9wqJCQRC8Xi/HcTt37fxy9erMzExZls6dP3fv3t2BA0+hWWtvb7t27erZs2eOHj3a2BjmWHbnzp2ZWVl5+fkEQVy7dvUx+p3+7oKL3JEj33z44QfagBmNjR8+fJhWnh8+fNiIEcNhZAsL2+joqDfefOP0mdPaBdnb23P69Kmt1VtLN2/etXv3jp07yysqCouKqrdtwwyeBoeDFyKeu6LIcZzP5/P5fRRFudxummHC4ZDP56MZOhgM+P0+RVH8Ph9JUV6vIsmyJEskRWHRDO1wOGRZbgyHSZIgSMLv93tVL/z+aIbhBcFDeGiadjidDQ6H6lNlWW5tbWlubmpwOBobw/v27VuwcMGwYUPxjeDwA5Z+7NgxM2ZMv3b16i8A4Ht7exobG99+523V631CPHqC7RcO8FjdXZ1Xrlw5evTIkaNHbt++9b9wcfR0d184f54iyZr9+x0N9W63i6GpUDDQ0tLc0trS0trS0tLc2BjesWPHnDmz/z977/0W9bl9gf4ZNzZ670MZpvcZsBuNPZpYUzTFGGONDWsUGJjee6dLR5ogYI/RmKZJNCZRo0nsIsx4f1jyfjknnHMlFsy58z778UEYZobPMKxd1l4LzXOADZvDJov7AqFg+fJlKrWqtbX19OnTzS3NJaUlMrlsyZLFEyZOQCoA/j8qaQaTkZmZIRgox0Gv+z+536xMMApRsEI3nmwSEmk/4iLD4/NYbBY82VD4Em189AaIVDt9kFJN9oDlDGvABh7cAkziQTgoLi66f+/uC3gV8Bfw7Nmzc+fNxaUA8xELBdnZVJFIiEUDBoMOaWQ2mwUfOTQ5hEJBaWnJMNuwQ5wgwI9I+P39t27e/Prrrw4cqNq4ceOKFSv27t27YcOGNWvWlJSWXrp00zApbQAAIABJREFU8d+EkP9Tww/kuOvXf/vhhx9++umnv86//1709j44evTIkiVLQLjDwhjU7kCeJ94zRBQPq/C5uTler/enS5du37oZCPj7HvZ+efasTC6HjSxIdnaHo6S0tLmlpaen5+iRIy2tLW3tbWXl5Y1Njd093S2tLbCQKa+oqKurw4QeW+ydnZ1HjvS0t7ej6AevHn59hzoOnfr8VFtbW21dXXd3N7QCDx06hCnG4a7D3T3dhzo6amtru7q6mpubIT3U0dHR2dnZ0tJSUVlZWVVVWVU5Z86cpKREUO0gyoumRWRkhEDA//rrr0b8N+cpIxDwnz//3bJlSw8cqOod9hBnGOf/FwD/cga0eu7du3v//r0HD+7/dQM1EPDfvPmnQqmQSMSEsE0W94knnkQinjNnzrz586ZPn/7azNdmvDZDIBQAmYCaaK1jvx8yeZCgAcAD2AZL9wO9iOsM9ryJVDtR++HxuHQGnYzqUZ1zOGyxWMTlcTHsJ5N1xqD9Q/D5MTvgcNgo38GwQ36Qt337rVs3X8xLcPfuncrKSlAvsbJPHXDVQzOD5B8JCfGYmxC7QoGAL5PLbt7889HwmL1DnCDAj2BAqe3smS8qKsoNRqPRZGxrb/uvWoQvLu7du3vkyJHVH6+m0Wl0Om3S5EmzZs9asmTJBx988O6777674t133n33nXffXbpsmUQiAZE+PDwsMzNz06eflpSWtrS0nP7i9KFDh0pKSuApZzAai2WyouJiuUJRWVnZ1dXV0tJy4sSJEyeO19XXV9fUHGxubj/UDt5ca1treUVFU1NTY1NTQ2Njz5Gerq7DLS0tEPPpPNzZ0tx89syZEyeOt7W31dTUVNdUw22vpLT0wIEDhzoOwXW3ta21rr7+yNEjJ06eqK2rK6+oaGxsbG5u7u7u6uzshD1dd093d3d3a2uLw+ng8rhYFIRyH7T3ETwe98TJEyP+ujzNLxv+sG/estnlcv6tpd9hnCDAvyzxn17mnp6ehQsXAj6J2jxqegLSmLLDFIfH5zEYdHDm0WAnMiykgEaTnNjw4A4B2/wBdT8gbno6JTMrEyU+2cun02kYQsOIFruF6NtDSAckfOK9ixyCz+exOWxiscrhcjCzxzgA34L1Rblc1vcfnVqe8TW/9NOlzZs3g4YpkYjxlDBreLz0L+Dn5OagLcHhsJkspkgsSkiIl0jERqPxl19/GT6nd4gTBPiRDXTdb9++deXKr9euXX2CXccX98QePLj/ww/fd3Yc6jjUfurUybNnz3z11VfnL5y/cOH8he8vXPj+woULF7799puamurZc2ZjHp+Vlbl23Tr4zYNMp9FqP9u3T1pUZDAaLVYr1Olramq+/uorYHZTU1PTwSZYzNXW1QLdjxzpaW557ANbWVXV0XEIorPd3V31DQ3Q8D9+4jhW5rq7u1Dxw50PLr3V1dVt7W0dnR2wn29rayspLa2tq6utrYWwYENDA1T6C6WF+/bt25+f//GaNbGxMZDyjYmJzshIDwsLTUpKhB8Vj8frOdIz4q/L07ygd+7cLpbJDEbDXxegniyGcYIA/7LHpUuXlixejCE3/GeJhDswlUApEAgQjlIYW+yYgrPYLKQIQpGQdNQhYgNOOObrWJ1PTk7CI0KhFl9FVgH1XNoAd48Y2hKt3MFtfCo1i8vjYnRNZ9CJqR3uCinFY5FBAV8kFvEF/GmvTnM4HS/m2vb2PmhtbcnJkWB5DyYC6Dpgh5Co6MNyENeWRssePz7X5/Ndv3H9bxV5Q5wgwL888TIU7n99Sv39ff6Bof5fxV4CAf/tWzctZlNcXGxoaIhYIt6zdy8c6ItlMqVKZTSZtDod9G1UajUscGx2+/Fjx44fP9ba1nqwuRkz+KaDTU1NTbV1daVlZY2NjTW1NZ2dHbCBr2+or6mpaW1rxW7bwebmY8eP9RzpaTp4sK6urqPjEPT7IAbQ0NBw+vTnjU2NVQcOQNv/6NEjMOc9cOBAQ0ND5+HO0tLSjz76CHVIZmZGenp6RkZGSmoKJg5jxoyOjIxITEyIjIwA2yAuLpZOp3V2dryEr9ETxu1bN1Uq1bbt269eu/p3f9mGcYIA/7LH7zduLF++DEJ7gE+BUJBFzQKCImBbBzI8tNUYDLpQJISpPNr12E0HrqOHLxwQpKPTaRKJGMQxzNqTkhKxC058X1DNozVNzOtQ7BJZOnwG7q7oEBBbd2JQS9IRDOkxDsDgH337WbNn1dTWvphre/HixQ0bN2DYQRwFJ0ycIB5IjNAFwdXIHtjp/2TtJ52dHTdv/vl3/8oMcYIAH4ynCeB9T3f3xEkTKRTKyvfeM5pMHq/XZDZrdTqNVmu12aw2m1yhKCoqMppMcoVCoVTW1dcdPXq0s7MT23E9PT1tbW1d3V0NjY319fWVlZUHqqthMIMJfWtra1193cHmgxiu19XX1zfUY4J+7NixU6dOwhMWqjV1dXUNDQ2NjY0VlZVYuvv881Otra2NjY11dbU9R3pa21oLCgpSUh7D+dixY2B1P3bsmNDQEDAH4amD7QBw7hgMem3dC/r78KxeF3zs9/dfuHChqLioWCb77rtvn+Juh3GCAP+yx4UL5xcuXICSHUosoMdjS42oqgE10agnK9qAXpjKcHlc7KlnZ1MZA+gL+hgMdoljLNRkISiL2xNPWGJFgzSCrIyTh8bHKHyJWg7RuYNmHyn6iUw9WcljMhkfr1594cKFF5Ch37p10+Px8Pg8XDGy7k8EiTFKQF6VmpqSmJggkYi1Wu2FC+f7/oNk95PFECcI8MF4ygBvK2/HjndXrFAolRar1Wyx6PR6k9ms0+uNJpNGq9m4aaPRZDKaTEqVyuvzHe463NnZAXmZ9kOHGhoaDrW3n/78c4zJa2tr6xsajh8/1tV1uLml+XDX4RMnjh8/fvzYsWP1DfXo0ldXVzc2Nh6orj5QXe10uTwez8GDB1taWw4fPnz69OctrS1Hjhw5dKi9vr6+ubn5UMehmtra9vb2np6etvY2lVo9cdLE8PAwbMSNGTM6NDQE6wAQ7AO1ENvw2IPH+7G8onzEr/YTviLk394H92vr6j788IOy8vJLly4+3RrwME4Q4F/qCAT8LS0tU6ZOgeUJ2vKoNckqF9rpRPYOjHfizwZjXBqdRhtwnEMLGlR5iUQM0rhQKIBMG7GJw90S9VYC8KjmyXAdSQbscUk7ARkAGPIoi1ksplAoEAqFBDLxJLHxj9twuZy58+baHfYHz0Js4L9f1d4HD7oOH16w4HUOl8MX8LFxwGAyRCIhRiHjJ4yHUw5+/PSM9JUrVzY01F+//vfa8oNjiBME+GA8TeB38ocfvi8oLNy8ZQugXavTyeRylVptdzjMFovdbi8qLjKZzWjXl5SWnjx5orGxsbun+/Dhw61tbbV1dW1tbR0dHRCUPXjwYHdP9+nTnx89erStva22tra0rKy0rMzt8Wh1urKysqqqKrVGo9frHU4nHs5itdrsdpfL5XK7q6qqWttau7q66hsaOjs7G5uaauvq6hsaWltbOjs7DlQf2LV7d3o6JSIifOzYMdjyHzt2DMAetTvE7Aj2JyUlUrOpHA7HZrP9U1r0qOCv/PqLyWzauWvX4c4OrHE93fMfxgkC/MsbgYC/98H9HTvyWCxmcnKSUChgDlKJgQsO1G8olDQ2myUQCoiQLZrhwHtU28gMiBo8qeDJ7Jyo2gHSUlKSExMTMHvG/huW3/AEQHhJS0tNSUkmNToBbHwGyI12PYNBpw0w/vAk0Z9HqkGK+HfefefkyRPPW4ry3r27nZ0db731FpPFxPI9n89jMBliiZhOp0HBBqzDLGoWfvydu3Z98+039+/fexbPbYgTBPhgPE3gd/Ls2TMbNm7cvGULFuHkCoVcocAMXqPVmkwmtUaj0+sdTqfd4SivqAAJrq6uDhw6l9tdUVnR3NLc2dnZebizvb0NxbrD6bTZ7Saz2Wa3O5xOj9dbUlJisVq1Oh3G/E6XC8mETC7fn59vNJl0er3ZYiktLW1sbKw6cKC1rQ0aOEePHq2orGxtba2uqcnPz48ecL6PjY0BuqNexwYggJ/I+MTERNPpNC6Xs2///hG/4E8YfX0POzo6Nm3a6HS5zn11brj6K/8hhnGCAP/yRiDg/+LMF/Pnz4NiDGjw6emUKVOmgHZOOF9kswt98sFmekDx8RPGox/O4XKIKx3xaYXOM5oEuBnYfODbU6lZfD6Pw+WQYTwW3jAUSElJTk5OysrKfLxRxmEzmQywAYhvOsk5sL6P8h2DeRDxHi/W87i79+z+7bfnqDXt9/df/+238vLypUuX5ORI0GYAE3DipIkCAZ/DYSNbgopwQkK8WCwyGo2XL//kHyQk/nRPY4gTBPhgPGX09/c1Nja88cYbCqVSoVSqNRq1RqM3GIqKi/GxQqksKCyUKxQwp/f6vGjOQ6bmUMehlpaW6ppqu8Ph9niqa2o8Xk9lVZXFapXJ5WTFzma3W6xWKOJpdbr9+fkyudxitVqsVnT+8V+3x2Oz20tKS+0Oh1anhRN8dU1Na2tL08Gm1tbW2rq6nTt3Yq8vISGeQkkjzfno6CigOxRqMaEPDQ2JiYlOTU3h8bjFMtmIX+3/EuSvxJ3bt0pKSz/dvLmtteXqtat/W9bwLzGMEwT4lzf8/n6L1SLJkVAoaVg3hxANzFWBlwhUw2w2C6Zz8DZF7Q6kZ7FZdDqNw+XAixZ0OdioYOKOHXcMwsGcB5YLhAJJjoQ9YOiemZkB4l5WVqZIJBSJhETA9bGuLZMBzjn87oDupJ8P6kBqagr686Cpo6DPzqZOmza1tLT0OS3IYfe0o6Njz549M2ZMJ5wDwpnn8XkAe+jnY0IxefKk0tKSZ70SPcQJAnwwnjJ+++2aUql8/fX52HRH4W4wGs0WC5jzKrVaqVKhgne73RUVFS0tLW1trR2dHbDJqa2rdXs8RpPJ6XJZrFbY2Nvsdp1e53A6CwoLTWZzaVmZx+tVqdVqjcZoMqnUaqfTqdXpwOlTazR2h8PucDhdLo/XW11dbTSZDEaj1+etq69rbm7uOdLT3dNd39DQ0tK8Zs0aVOdRUZHJyUlRUZHjxo2FKG9UVCS8YiMjI+Lj40JDQ8LCQqF1Q6VSDUbjiF/t/xJYubx69UqxrFihVJ49e6a398Ezqg0QwzhBgH95o7+/T6FUcDicxMQEsNVAahMKBQKhgMvlkA03dM7pdFpubo5YLEKRjbk4SnwiJ4c7QTcem2A8HherccB4+LeiWwCQxveSghucvqysTB6fN37CePDR0HInZHuipYNUA9kJ2gxkxy8lJZlGpyHhAJH+jTfeOHXq1PO4koGA/8qVXw0Gw/zX50+aPAn5DfYFkBuNH5+Ly0ieJ41OW7du3ZGe7lu3bz3r5zPECQJ8MJ4m/P7+Y0ePfrJ27Z69e7U6XVFxsbSoSKvTKVUqq81mtlg0Wi0G8zq93uP1VlRWNre0tLS0dHUdbm1rraisdLndmJ3LFQqlSiVXKEC/L5bJ9n72mclsLigsVCiVRpPJaDQqlEqD0YilO6fTqTcYkBaYzGaH0+lyu70+n8VqraysBGMfQ4GSkpITJ453dHScOnWqprbm3RUrwsJCoTMP8B43bixUeNE/S0+nEKla7MRnZmZwuZyu7q6XeQbf39/35bkvt2zZbLZYfrz4Iz75TLuSwzhBgH95IxDwnzx5ctasmVgrJ713iMbk5OaIxCKxREwa3VhzxyoXkBh9+MGisEwWkzug/Y7hNxmZE6V6MpWHbqtQKGBz2Jh+IUtgMhkCAZ/OoJMePpCSw+UIRUIWiykUCcViESnQydAdIAphHBqdRqVm8fg8tAGo1KxNmzb+8cfvz+NK3vzzz4qKitlzZuM5oFInhrzQmedwOUg+WCzmxk0bD1RV/fjjD89oZvZvMcQJAnwwnibu3r3j83kXLlxos9kcDkd+QYFCqcTsHOW4XKEwGI2gwrk9nuaWliNHj3Ye7mxsbLTarGqNRqPV2uz2iooKk9msVKmUKpXJbNZotTqdzmKx4GM04dUajcPptNpsUNHRaLUul8tgNGq0WovV6nK7NVqtRqtVKJU2u12r0ymUSqfLBYebg83Nn5861d3TXVtXu2TJksTEBAzdk5OTsBoXHh4WHx8XFRWZlJQInh0sdmCMGxcXO2fO7Of0V+IpA/h9//695pbmd999p6ys9MrVK8/nsYZxggD/UseD+/e3bt06afKk3PG5WdSs7GwqlrjQ0yaF9WA9u6ysTD6fh8qYDLxhxw6ROxDrkATwBXwQxVF/o6AHKx6lP6bmWFLH4z7mvQ8Yw2dlZebm5nz66ac+n7fjUHtra8uunTsnTpyA3Tyo0iIJIDw+DBewOMdms2BFA4C/fv23Z34N/f7+zz8/tXTZUrAEiOI9WhG4RJmZGSKxKC0tlcPlFEoLf/jh++epZTbECQJ8MJ4m7ty+7fN5ly1fbrPbzRaLtKhIoVTqDQaL1Wq12XR6vUKp1Op0dofDaDJZLJbKqqqDzQddbrfZYlFrNCq1Gm12m82GnTqzxQJbGpVabTKbvT6f2+12u93FMtmevXthSef2eExms0KplMnl+QUFJrMZJL69n30Gs3mzxWKxWnV6vdPl0un1ao3G6XIdO3a0ubnZ4XDQ6TQ46MAHLyIiPCRkHGbwkZERYWGh2Jojw/jQ0BChUHDgQNWzG2Y/swgE/Hdv3+ro6Nixc0dBQUF9bS0UrJ9PDOMEAf6ljv6+hxs3bhBLxAyiFDtApCee62g1ox7FAhvsZbHjnp5OmThxokgkwhQ8IyOdL+DDEZUo1WP/DRgM9VnshWPhDfvrg1Xlib49i8WcN2+u1+u9dOni3bt3/P7+h70Pqg8cmDxlMvRzkH9gAQ9ZAnAd6Qj6/6iqMzLSP/zwg8EWWM8kIDPu83mh34cfhxj0YbGQzqCDQigUCq1Wy6+//vKcG4BDnCDAB+Npoq/v4cmTJ/J25O3bvx+0uGKZDGQ6vcGAattssbjcbpfbbbPb3R6P1+dDQa/T6zG212g0aOm73G6ny4XxuU6vN5lMVpvN4/VarFaFUiktKgJL32yxWG027NkrlEq05Q1GIyRy8b1Wmw1lvd3hMJnNdoe9samppbVl72efhYSMGzdubGRkBEA9NjaGGOcMhvbQ0BC07hkMutvjvnXr5svWnw8E/L/+8svevXukUunBpsZvvv56mO5Tw41hnCDAv7wRCPhv3Li+bOkS2MyA/Y61NMAtl8vJyEhPTU1JSkqEGSuHw84a8HrHGD4tLRUr5qjyQRHH4JxKzWJz2HB2B/ENswAej8tmszBKz8zMoGZTCQ+OiN5jtez9D95vbm4ebND34MF9u93G5/OysjI5XA5M6h673Qzw6fCcKZQ0EAPRtKdQ0lasWPHFmS+eOcBfunQxb0cecX2l02nIXUgjASZ7EonYarX+8cfvz//PxxAnCPDBeJoIBPy/Xbum1+uXLluKjbVCqRSm71hmc7ndJaWleoPB6XKVlJYChtFUd7pcbo8H5DiL1Wp3OAxGo8vtNhiNqNTlCoXH63W6XGaLxeF0gpyv0WpVajVI9XaHw+V2o2GA5MDr8xFaH2j8NrsdlD2ny1VdU71121Y05AHhMTHRMTHRWJMDtX706FGjRr0CCv3o0aOSk5Py8/P/+Jvi7U91YYf85GAr3p8vX87Ly1OpVWST9jk/q2GcIMC/pIFfoG+//WbOnDnZ2VTMvwHbGIozGHTgNKj1aWmpDCYDBq9oO2dnU1NSklGFY/scqvIwUAEZnkjTYISflpZKo9O4PK5QKEC1/ZhhR6eBMQcuHgr69evXnTh54u69u+TXva/vYdfhw8uXL0eTn2z3oVcPHxcw+5BMEH4AaPlQob97984zfIf0Pextb2+bNGkiegZoFSAZwnVLTk7icDg7du5obGj4/fcbj54xHWbIGOIEAT4YTxnXr/9mMOiXLFlstliMJlOhVGo0mSBBo9PrLVYrNuXQM1eqVKjdIU0DYC4pKQFXDp+3OxwOp9PpcmHzjejioYLX6nRWmw1fNVssmLUjA0DPAI+O0btao5ErFNi1w1fzduwAkBO3+6ioyNGjR40bNxbL8aNGvTJq1CsQvRkzZjSPx/3yy7MjUruTByV/6Aaj+8Uff9yydYvBYPj111/Bn3/+T2kYJwjwL2/4+/scTsecuXPYbJZAwIfrGiAZmjZAaxDlUF6DSZc9oA0HVMNkPSdHApm2jIx0ajZVIBRgTM5g0Hl8HnIFIB+AmdjTkZU5yMoymQyxWLzp002nTp0k6x+PHgX6+/uOHjmyZs0aHp+XnJwEJRyi3w4sx5b84FU9tP1BC+AL+LNnz8rL2+71+U6fPn337p2nv4a//35Dp9OCr4CtdxjYQ1UX+ceiRW9evvzTc+6qDY4hThDgg/GUcfHijzK5bMPGDSaz2e126w2GYpksv6AAVDiU8hCbMxiNmLtjqw2NepPZ7HA4BqM49t1hUYMkQG8wyORyuULhcruhe4O1OnT+cXu3x+NwOnE/NptNbzBYLBaP16vRakH6UyiVOr1+e17e6NGjYG4LCIe7zLhxY9G6Hzt2DDB+zJjRUVGR8+fPu/nn33Z/+JsRCPjv3rl95cqvXV1dp0+fPnbsWE9P9xdfnP7qq3O3b926fetma1vrJ2vWWKyWq1evDhamfc4xjBME+Jc3rlz5deXKFaQCxj4bj8fl8Xl8Pg99bzJUBlsNsnEAaTDbiT0MiczMDNT6KMp5PC6k6ZEooJiGgs1ji3cuh86gg1EPov7HH3989OgRCMoi+vsefnH6840bNwqEAuQQROKGKPCQdTuhUCAUCgQCPo/PI4U+QXqJRDxjxoy33loulUq/+OKLvoe9f/8aBvxffXVuxYoV0MDHbiFyDtACmEzGxEkTzWbToxf6h2OIEwT4YDxlfPnll9u2b9+1ezfEaDVabVFxsVKlgggdpOUwO8fQHbx31PHgxwHFwbAzmkxWm83r88Fe1myx2B0Oj8fj8Xj0BoNKrS4tK3M4nWXl5eUVFdC28/p8TpcLVbtGq1WqVIVSqdVmQxtAq9ORtr/Fat28ZQva7yEh46BHO3bsGDjNoHDHinxIyLhRo15JTEzYu3dv/wuxkCbx8GHvN99+09DQ4PX5imUytVqNnAkpi8Fg+PDDD1RqdW1NzW/PgRr8X2MYJwjwL2kEAv4ff/xhwYLXMR2HyCuDQUfzXCDgY1+OOLhkZWXi86jX8SUUqWw2C1I2KKaBtVgPYzIZ2GdjMhliiZjDYWNQPVjWHt11TAdotOx33323s7Pjzp07JGPt73t49MiR1atXT5w4gc1hg8eXk5sDTzaSN0B9Dx0FPp8HVgEsbbCchiSDbOtNnjI5b0feyZMn//Y1vHfvbllZKYPxWFmPiOkKhQKRWASMnzVr5rlz517sizvECQJ8MJ4mHjy4X1tT/eabbxYUFoL75hzQhzeZzWaLBSQ7At6AfMC5xWrFrN1ssThdLozSgdOo780WC2TsQM0zWyz79u/HGD4/P3/NJ2sWLXpz8eLFqz9ejTzA4XBgQc5kNpeVlztdLq/X63Q6QbhDfb9x0yYM2lGsE0X6hIR4yNOGhIyD3M2oUa+kpCRrtNqff758888/sLk6uG3+DC8jqVhu37rZ0dnpdLkUSmVRcTEUf9G90On1hVLpp5s3v//BB+fPn38hQ/d/i2GcIMC/vHHr5p+bNm0Ui0VYfIerOovFzM3N4Q9I05AVc3ShUSKTJTrAPwp6ACqCzWELBHzcAMhKHF8yMzM4HLZYLML9E7l4APN7761sbW0Z3Dzv7+87e+bMunXr8DTI8j0eCOV7WlpqRmYGg8kgxvOgFBBHHDabhfSCPA0Gg85kMSdMmFAoLbx+/be/9xb68ccfPt38KX58Pp8HdZ3k5CQOh42LyWQy3lu54vbNmy/2lR3iBAE+GE8TFy9ezM/PX7FyJRbVIFMDbVpU7YVSKT62OxzAZszjISlvdzi8Pp/L7Qb62h0OrNthco/uOpbgt27bNmPGDC6PKxDwuTwujZadRklLS0tNSIhnMhnb8/IgY6fX67E3j+04l9tdVlZmNJnA8isvLy8oKID+fHR0VHx8XEjIOIB9REQ4yHco7kNDQyIiwqOiIqdOnTJ37pxly5auW7fW7fFcvPjjo+dAlwkE/A8e3P/m229q62oVSqXd4QBJEJQFmVyObGnnrl2LlyxubGoiT+DFYvwwThDgX97w+/vb29vmvz6fzWbB7Q1cdA6XQ/xYwQOHMC22yVF2Q+Ad3XJYy+DbRSIhEb1BUQ6reHDxwL8Ti0VEBJfcIZ1OW7lyZXt72507twd35j8/dXLDhg2Y7qelpWKKD5wmj44yHfiNwQGXy8EKPmYEIpGQO1DrkwUBTP2XL1/W2dk53PdPIOC/d+9uU1PTazNfwxPAPWdkpEM5H0S/nByJ1+t94Wu1Q5wgwAfjaeLMmTObPv30082boTeHvTWVWo3VOKCsXKFAve5yuaBVB3k7jVZrdzjQS/d4vR6vF716k9lcXl7ucDpNJtP2vLy333lbIpFkZ1MjIsIBw+PGjYXSHFRmw8JCRSLhrl27ysrKsPsOjLfZ7S63GwU9ZPLsDsfHa9aATBcaGhIeHobpe0REeHx8XExMNKA9NjYmOTkJQ/qoqMjIyAj8OcrJzVm2fJnb7X6GG634i/H1118dbG7GDALLfhqtVlpUVCyT6fR6mVyu0+ulRUWrV6+eOnXK9d+uPXoRnNy/xjBOEOBf6rh9+1Zpacn0GdMxaAf4Qf+VOMGjaCYUcdDHsMtO5NYFAj4wHr19LpcDU3my9gbOPOTq2GxWRkY6luvQG2AyGZMnT3I47Ldu/vl/6N7fd/TokVWrVnG4HEz6YSoDUMd3ZWdTU1NTiPg8MJ5Op0GKh0bLpg341qekJOOnI4p4aOBPnjypsrLybwD8d999u37DeujnbKKCAAAgAElEQVT2kEyIz+cRt3sWi7lt27bffrv26NHIvz+DAB+Mp4nvf/heWlS0dds2g9EI7zhMwbGnrjcYFEolhOhNZrOvpMRqs8FCBv18qMpbrFbssnu9XgB8YWHhggWvv/rqq9RsKoWShkZ6aGhIdHQU9OETEuIhUBMeHpaampKSkjx9+qtKlQq4rlKrPV4vHOiRXiCxKCouFggEkKiDPh3I84B8tO7HjBkdFhYKsIebXEjIuLi42NTUlISE+LS0VIlEvHbtJzU1NVevXnkaiMX6z/ffX2hsakQiUlBYuD8/X6VW79m797N9+3bs3FkolWL1QKFUFkql73/wwZo1a56PzOWTxDBOEOBf9vjjj9/VahVaypiRQ7BFKBTwBXx046nULHDlIC+DJTS0ylGmc3lcwC0qe2Aqca+h0bKZLCaPz5s4aSIc4tE/Z7GYQGsqNWvBggUdHYfgqPboUeDWrZvt7e2rP14tEAhwY9AAURmj6w47Ox6PS2fQkToMtsAByR/kAKQvWOJPT6cgF8nOplIoaZMmTayurh7uRbt7905VVWVubi7cdCAyj+fA4XKSk5PS0lIXLHj95MmTI7F4M8QJAnwwnibu3LldUuKbM3dO3o4dKJTVGk1+QQHI8KDNA+DJdhyodujbo7C2WK1l5eUGo1GhVH60enVOjoTJZERFRYaFhaLCRkRFRcbGxqSmpsTERKenU4DNcIgJCwtNT6esW7/OV1KCDTpo3MLCjkjifLZvn0AogIxdSMi4mJhoDN1BuCO+saGhISEh43AzpBR4IGQG4eFhFApFIhFv2LC+rb3971XSgYD/1s0/Ozo6DEYDJPwMRqO0qKhQKjWZzcUy2Y6dO4tlMojww0OvqLh4/ITxB6qrR05vZxgnCPAvfQT8F3/84cMPP8gcEJ4DvY42oNwCNCXeM2DMpaWlJicnQTwObnIozQHwQHfsxaH6ZzDofD5PKBKKREKxRJyTmyPJkeCxQNmbO3dua2srutlXrvzqcrsWLXoTXDns0CPVIDw+Yj/DGBjhQ/4dU38MBSiUNAaDDqsbNpvF4/MgpQcCP1r3s2bPqqioGNYVCwT83//w/ZYtW/C4WNhLTU0BwPP5vJSUZC6Xa3fYR4IgExjyvREE+GA8TQT8/RcunM/L2z7/9fmFUinRmwMZHktxpEyXFhXZHQ6v1ytXKPbn54NbZzKb0Z/PLyhY/tZbmZmZERHhKKDHjBlNVtKhFR8XF0ulZg1G3Li4WBTZFErap5s3E9kcDPsxDsDCHp7Ph6tWpaWl4j5DQ0OwEQeeHfblxo4dk5iYkJGRDrwHwT4iIhyTe2zW4dEplLR58+Z1dQ3fgSbgv3Pndmtbq81uLygsLJRKlSqV0+WSKxQyuRxbhUhNiOVufkHBuvXrN23adOPG9ZF7uYdxggD/D4j+vodt7W3TZ0xPTk4CLx1VL5G0Q2DADO13iNPhqyjiIRYLEzniMYNVdXwG+IfsITubSs2mstksLo8LqTsWi/XGGwu3bNm8Z8/ujz5aNXXqlMd5xsBgGw9H5GDB70P1TyTowfWDni4yDGjnkQclwA/sh7VdUZH0/r27T3657t+/V1dXO3HSRPzUJPkgEn58Pk8qlV679hyN5/9rDHGCAB+Mp4yHD3u//PLsjh15K1euhA08RGdhCqfWaNCKtzscWp0O43mNVmuz2crLy30lJW6PR6VWL1u+jM/nJScnweEtJiYaIDp69KjRo0dFRISDphofH5eamgKTmNjYGFTbqO8zMzPWfPIJbOWghI91eTQStuflOV2uioqKoqKi9HQK7haIDoAPCwsF4Q4PFx8fh9wiNDSE+M5hvy4uLhZMe0wK1q1bd+vW8Niy/f19F86fx37BZ/v2WSyWouJirU6HiXuhVAq2/OYtW9auW+crKdmxc+eaNWveeGPhN998PUJ/OhDDOEGA/wdEIOC/c+e2RqsBuhMLV7Doc8fncnlcgDeLxeTyuBiugycPqVqszME/hsfjIgkAxgP/4O6KuTuW4tC9B70OI3l4wbHYLPaA00xaWiqpjwHY2L8nqvjEkP6xkD6TkTs+Nzc3Bzx5Pp9Hp9OEQoFIJCSaPJj6A+nx6MuXL+/qOvzkGH/x4o9bt25lMOhsDhtLAcgqMOBgMOh79uz55ZefR+4tOsQJAnwwnj56H/Z293R/uGrV6o9Xg9RGVs8hEwtRGl9Jicvtdjqd0qIiuVzu9fmMJtMna9fm5EiSkpMAt8DOyMgIogYfGRkRGxsTHR0VFhYaFhYKBbrExITBkDx27Bgqlbpr926MAKw2W0VlZUVFhcPpdDgcPp8PM3iT2SyTy6e9Og06NqDR4W5hDD9mzGgEBvCQvkEqgIceN25sQkI8IQRERITPnj3r1KnhrdQ+fNh75osvVGo18iGz2QxhAHDm9+zdu279eiqVSqVSs7OpCxcu4PG4YrHI4XT09T0cUT38YZwgwP8zIhDwX/zxx+3btzEGeHNEvgZ9cuI3A5ikUrMyszKBssBsoK9QKEAGgHk8bow2PjGAoTPoPB4XvH2y8EbI9sgqEGiA46vEyhb/JXK5+Py8efOKiouqqiq7ug4fOtSuUimXLF0yddpUeNvnjs+V5Eiw2ofbY6yA+pvDYb/xxkKlUnH8xPFr167+d9K7v7/v8OHOKVOmZGSkE+k9ZDxoJ3z44QffffvtiL6aQ5wgwAfjmcStWzd9Pu/SZcuwsa1QKrdt3/7Ou+8sWrxowcIF8+bPe+utt9avX79hw4ZFi96cOWsmX8DPzc2R5EgyMjJAcyMTcYy9UZeDOQ+wJwAfGhpCoaSlp1NAiwsLC6VQ0iZMGK/WaLAu73S5fCUlHo/ncW7hchmMxqLiYhDWli9fjuQgNjYmKioSfvD4l0zikTSQnCMuLjY2NgZt/MTEBJjHo3vPYNCtVuuwrlVv74NTp06ialeqVCq1GiY9RcXFBYWFW7ZupdNpyD8wmEhOTsrP3//77zcGq9WORAzjBAH+HxCEtX7+u283btwgEAggHQNSG0baWDNDZY8KG9RxYDYxoYGQLZGXgS87bgy+G5/Pg9C9SCREDwA0eDQAoFyLkTkaA+i6oxwHKQ/EOkjuAOO5XM6ePbt/unQJcrD9/X3Xrl09efJES/PBhvo6j8f9ydpP+HwePGrRpQAtDlsx6AqIxaKlS5ds376ts7Pz3n9WsYUxNpb+YSeDGQH29FasePfMF6f7Xqwk1l9iiBME+GA8k4BAVn5B/idrP1GqVIuXLMmmZSckxMfFxSYkxKekJMfHx0E+MiEhPj4hHvNsrKvFxsYkJiagag8JGYcPQKmD+MyoUa8A+FFwY0M9Pj4uISEe5XVsbAydQd+6bRtkc7BhTxT0MBoA6lus1rffeQfIDZAGlQ+teJDsAPNIKcaMGQ0eH5j8Y8aMxjwefYWIiHAaLXvdurXDAt3e3geff37K7nDIFQp488D6VqVWf7hqFV/Ax8WJjY1BFpKfv//KlV/JdR65V3kYJwjw/4AY7G3wxenTb775hiRHIhQKJBIxtGm5XM6ECeMBqNgyx+chZYOlNSJ5m51NTU5OAvwTVRx045EfgOmWlZWJGhpfwldBUoPMLdoAyCqI/ivG54OxOTMzQyQSmi3mh729g60a+vv7ensf9D64f+7cubVr1yJlIf15fCOHyxGJhOhDQOFHIhGvfG/loUOH/tO1+uWXn/fu3UvW+hkMOo1OEwgFWVmZM16b0XSwaaTba4Eh3xtBgA/Gs4re3gdHjhxZtWrVhIkTEhISAMZog4Mxh6E1KnVMvgHwGLcDQcPCQmHkGhIyDsU6EZQlxu34ZFRUZEZGOrroY8aMpqRTtm7b5vX5bHY72HwQz4GOvdVmq66uLiktdXs8H330Ecj5MTHR6L1D9yYpKRF3RZblMBfAj4AuAqbyMTHRmBrExETHxcVOnDjhxvXrT1hbBwL+3t4HJ04cL5bJNn36KUbvmLtv3baNx+OhaYE8JiYmetHiRZcv/zTiL+6jR4Fhvf2DAP8Pi94HD0pKSqZPn56ZmSEWi4C1wF00zNPTKayB8hq7YSKRkM1hgwHH43ExX4cLOz4Johz574QJE/h8PsbVZBCQmZnBZDHxQJjHg52HUn6wzzqR2SG5xWszX6uoqPi3dx3eh/fu3i0pKZkwYTyHywGdHgMFLAIMttLh8bhQv8kdn2sym4a8OIGA/+uvv/5k7Vr46GBkgKdKo2W///57L95ucqgY4gQBPhjPKkDZaWpqmjN3DhF1Dw8Pg10b8WYl6jSAbeyyAz5jY2NSUpKBcBiKYwZPBGVjY2PIGB61PrmHrKxMeNJDt87ucMBqFpbwMKfR6nRGk2nd+vW4Q3T4w8PDsPuDinncuLGjRr2CKUBUVCSG8ePGjSWcAIA9fhbkItlU6unTpx89cXnd2/vg9OnPzRbLjp07Icf72b59+/bvmzx5EnKasLBQSOm9/vrrJ08cJ0vCIx3DOEGA/4cFTOK3bNnCZDJoA9q0mJeThjmUatCHJ7ZyaWmp2HkbDNv8AR85oDXZcMMQnUbLZnPYQpEQO2+YBZApO5oExOCO9O3xXyQQAOw5c+dU19QM+bNcvvzTjh07UPcDiXk87vjxuRgNgL5H9GvpdFpychJfwNfp9UNenL6+hwebGsUSMe6Ky+WQ3EUg4O/ctfOFi9YNGUOcIMAH41kFUarwej1MJhMN7fDwsKSkRMAhNZsKgMcIHP4uaI9DVy49nRIfH4dRd1RUJCp1ADmqbdDcQkND0LonW/KRkRE8HreioqKqqgoWdnaHo6y83Ov1er3eouJiX0mJ3eEwmc1Ol2vL1q05uTl4eqDXpadTkEagdB43biyLxfx4zZr33nuPyWQgqxistINOQ1JSYmxsTFxcbHo6pb6h4ckvVN/Dh199dQ4SdVjq2/vZZ0uWLiHO9Jj00+m0Y8eOwvUqCPBBgH+OQfrbR48eWbDg9eTkJCi/CoQCJpPBZDGzqFmgqqWkJKempoC4jg48NuuwsUbobAQC8RmBUMDhcnAzwpXDPBvFNCb3oNrBYo7Ux0gLgPQYez/m4rFZixYtOtQxRFM9EPCfPHliydIlkJIlpnMMBh3QjlVAJpPB4/NYbFZ6OiU9nZKTk6NSq4aUkbpx47pWq6FSs1JSkrFoBzXc7GyqRCJRKBUv7fszCPDBeLYRCPh//vny7t27k5ISKZS0yMgIYHZIaEh0TDS0ZlEKg0Q2atQrKOhDQ0NSUpIxpwN4Yyg+WCseYIwteSzBI1dIT6es37AeKjfEiBbqMSazWaFUen0+kPa9Xm+xTLb8rbfwoJgIIJnA3SYlJb3++uvl5WXffffdua/OeX1epUopkxXLZMV7P9s7Y8YMjAliY2PQnIiICE9MTFAolU/+Hu/re/jll2c1Wi36DSazOW/HjsSkROQQSG6Sk5MKCgtGmrXzbzGMEwT4f2TcvXunsrJi8uTJoL6DK47mNo2WPXnyJBaLCX47gBZInJmZkZSUmJAQD815MObIYD41NYXD5UDzDgw+DpcDOCckO2QAoM5iS56YyqDOhvkNEaylUrO4XM6SpUtaW1v7+/v+bTwWCPjb29vnv/46aH1g6SO3QMMATXv0CYhkDYNB/+STNdeuXf3rZfnmm29Wf7wavAF0GjDUz8rKnPbqNK1WGwT4Jzgjfn2C8Wyir+/hmTNfvPfeyvj4OFDhAOQox1F/oxBHpx0EOpTymMfjk2DIJyTEYxCObwRNB1iIsjslJXnZ8uUwVDUYjR6v12yx2Oz2svJyVO3g2RlNpmKZDKp2n6z9BM0ApA7IFaBHu3nz5s8/P3X37h3wdW7dunnjxvUbv9/45ddffD4fm83C0wO0Y2U/KSlp9+7dT3Jl8Ifo4cPec+e+lMnlMrlcrdEUFRev/nj16NGjyKWIiAhPS0s9efLEy/F3g8QwThDg/5ERCPj//POPkhLftGlTU1NTUPWCW5c9IFDD4XJQu4NJjlqfQkkDmmKnDn11tPcplDSsqKEQp2ZT6Qw6UgSALphuyAagkYd8ggjXIG9gs1n4XoA0h8OeMGH8lq1bjhzpwdt1sNXj8ePH337nbfqAdA+eJGEPcAdsdTDjx+PSaNnz58/v7u4K/KXffvTY0dmzZ+Ep4ekB3SmUNKFIqNFqRvyFe/QoMOR7IwjwwXgece/e3QMHqjhcTkxMdEJCPFlYJxKw4eFhUKoByqLvjQ458gDcJi4ulgzaibQckY8FzDNZTLVG4/Z4TGaz3eEoLSszWyxmi8Xt8UCXHkY4docDdji+kpJ9+/dTKGmESx8VFZmUlBgeHsZkMV1uF2be//YX4+rVK+vWr4uMjEBzHpo84eFhYWGhqamp0qKiJwfj+w/ud3V1QatOo9Xuz89/6+238eOjfB87dgydTvvp0qURfx3/NYZxggD/jwz80v927drqj1aRkhddd9TTwMWMjHQ05zEpx1Ccw2FnZGYkJiYkJSWiN46SF7o0GLfjG0Ui4cSJE1GXg/WGOyedc4L3aNqTB0KdTWj8TCZj6tSpS5cuUSoVFy5cIFyVQMB/4uSJt95+C6kGUdwjnvQgAFIH5g6EyT9p8qSCwgKI1Qy+LEePHpk7d65QKBAI+JIcyfjxuWRNAOu5I/7CPXoUGPK9EQT4YDyPAM1l584daGWDEI7BOXARpSrhq+NLWPuOiYkenASQ25BxO4AQ2UB0dNTkyZPcHk95RYWvpMTr83m8XtjMw5QWW3MOpxNedhar1el0Wm3WFStW4A7Hjh0TExOdlpY6ZsxoGi27tLT0rz/Ow4e9Pd3dDCaDEP7BHMRzy8zMKK8of9KLE/DfuvlnWXk5BPOLZbItW7fSaNlIfYgaLpfLGbJZOKIxjBME+H9w+Pv7DAb9hAnjiRE7OupQe8U4HB/D6AUEe2o2FfUx1HLYbFZ6OgWDOhaLCRYeVGyzsjKxUs9ms+CnDuock8kQS8SQz8MNAMxg6oGdR6fT0MlHMY37zM3Nfeedt9VqdXNL8/Hjx8+cOWOxWqZOm8oeUMfDN6I9IBaLsHM/WJYHhT6Xy5k3f151TfVg0lwg4O/qOjx9xnSBgJ+TI8GPjAV9LpcjkYgViuAM/knOiF+fYDzL6Ot7+NVX5zZsWA/MJpxz1OWo2omkDCnZ0feOj48Dn5ysqKFeJxqxZFU9OTlp1UerSsvKyisqXG632WKprKq02e0Op7OktNTldrs9HrPFAg9Wp8vl9fkgZ7t127bw8LCYmGjw81E3Z2VllZcPAdW//XYtLy8PZMDo6CjQ+1955f/BljyDweju6X5CIm1/f9/Pl38qKS1VqdXSoqL8goJZs2YmJiYQsiGSBh6Pe+P6byP+Iv5rDOMEAf6fHc0tzdNnTEfFTEp5ICIcaFANo3sPVh369jweNyc3BxN3Gi0bpDZCrEO5T+p1IDcppnHnmIujB048YVHQg8FOJPOA3wShhULBzJkz33pr+aqPVs2c+ZpAwMfyHqH+EUs6Lo8Lsg+c8dAbwHydy+Vs27bt999vkEvR1/ewvq6Wx+NCZgcyt8gGMjMz2Bx2fkF+EOCf4Iz49QnGM46HD3tPn/78nXfeAVQTBRuMmdEbJwZuoLzhlqjXB+/RxcXFAv8ggEMAPj0jfc/evR6v1+3xOJxOrU5XVl6u0+t1ej1G7yjflSoVTGwtVqtCqdQbDOs3bCB8fnwwduwYGo124C8ekoGA//z571599VWs1YHrh5nCuHFj09JS33v//bb2tt4H95/kbQ6VG5VaLVcodu3evW//fio1i6jkkjW8IMD/ywkC/AuOH374fsmSJVCgIx5xpL8Nylt2NjUnRyIUCUkxzeFymCwmm81ic9go5dPSUuGyjLQAA2wOh028bdAPAHONw+Xw+Dz0zyFxA44etvJYLCbuny/g83hcInePMT+h+4FDB/c5gVAgEArQgSBiO9m0bJADkpISGQz6lKlTsIJPZHk+/nj1n3/8Ti6F39/f1NgA2rxAwMcDpadTcCl4PO7WrVtG/PV69Cgw5HsjCPDBeK5x9+4dj9uFMTxa66iAIVoHyASQw4Ud7XoylQeFHnoysI9LSIiHxCyK+6ysrP35+VabTaPVFstkNru9srIS/4UuPXDdZrd7vF6Hy+Vyu/UGg0arzS/Il+RI8Ijwgx87dkxyclJeXt6/CVZCpG/e/HnIOQhJED2G9HSKUqU6UF39/fcXnhDgT5w4XiiVFhUXb922debMmfhZcOfEqz4I8P9yggD/guPBg/vFsmKhUAAsh1kcuugg1QMj6QNicxKJmMNhc3lcGp0GWhyXy+HxeTweN5uWnZmZwWazhCIhsBnoi/03Yg+Ddr1YImazWWKxSCB87AcPpVuBgI/bEO95tPHpdBqNTuPxeUB3gvcwgxFLxAIBH4MG9NXhMsflckDFFwoFOTkSmNNkZKQnJSWmpqZs2LD+39ZXOjoOjZ8wnsNhI89gs1kQ48NnVq5ccfv2rRF/yYZ8bwQBPhjPNQL+/mPHjk6dNhVkdRTxRNkGknbEYyYpKRGVOib0gD3U9/gW5AdJSYnx8XFoqrNYTLlc7vP5UK9XVFR4fT5fSQno9G6Px+VylZaWwsXOYDSijQ9HnDWfrElOTiKqtDEx0fHxcWw2SyotJKZQwOxr165u2bqViNwRB9uIiHA2m6VUqcwWS2tb25MYU92/f6+5pVmt0cjk8i1bt5LOBO4Wk/gxY0az2ayrV359OTp/JIZxggD/j48jR44sWPA6j89jspgYrkPHBvgNvMckHlw2pAKA3qysTAaTASBnsVm4cTYtm8NhowOPXAG3FImEEokYCrJ8AR/sOQSh8aOTj2oe8wKAK/CebNBRKGlpaamYC6Azn5iYQKNlSyRidPXBp4NiT3o6hQzUcT9Q4tuxI+/fLkV3T/er01/NzqZC1UcsFjEY9CxqFn6WefPmHj12dMRfryHfG0GAD8bzCwDkd+e/e+/997B3DtiGQhwxd8HuXGxsTExMdHJyEv6L2nowxkN+jvi/wXSOxWLu2r3b6XLZ7PaS0lJfSYnJbDaZzXBYx5pcaWkp2HYGo7Fk4AZ2h2Pf/n1iiRjPAWq1UVGRMTHRGRnpb7/9lkxWbDAYSkpLW1pbyisqXn11GumiR0VFpqamREdHxcXFCoUCnV4PV/sff/zh//OC3Lh+Xa3RSIuKFErlosWL8NDIYIh1Xnx8HINB//llUaglMYwTBPh/dmBfLm9HHl/AJ/p0wHhiwApYBc0NE3H0wMGAw3cBmCF4B4Ucsk0OC5n0dIpQJBQIBSwWUywWsdgsDLmFQoFYIubxuDCbIYN/0pYHJMMMnqA+GcyjmkfJzmazJBIxqn+0DQioQzhPIODjS/gBt2/fNvhS9D3sra+rhcgu2SmARm/u+NyMjPTJUybX1deN+Es25HsjCPDBeH4BgP/jj9+VSgWmy5Clg7YdBs+wWiez+bS0VPTAUeujDY66FrfB2B4d8pCQcVlZWdvz8hxOp9PlKq+oKCsvh1OtwWh0ezx6g0GlVnt9PrlCgRLf4XBYbTaD0ehwOgul0rXr1nK5HFTPRCMvLi42KioyKyuTyWRyudyc3Jzc8blJSYm4DSYLyclJWMp/+513LFar3mBwulw9PT3/nWqH/nx+QcG+/fvVGs3sOXMwoUAqg7YEiPrp6ZQLF86P+Cv4rzGMEwT4f3wE/P1VVVUzZswg3W9sr2GkjYo5KyuTx+ehLgdkEpI8m80iijdIBVJSkuHpjvwAJHkOlyMSi+CIzOGwsRfH43Fzx+disR7AjMH/rFkzd+3evXvP7vmvz4fMDoNBZ7KYeNDBWrlIHZAr4HsplLTExAQ0/Aeb1dJo2ZR0CoznQexfv37d4Jb7jRvXFQo5xG4f+97SaSRLoFDSpk2bWltbO+Kv15DvjSDAB+N5R39/X3t7G5vD/jeB+vj4OMzX4+PjUBlHR0dhsyYuLpYo2wBTUT2jkY6GNjKG1NSUZcuWwUWmpLS0rKysrLwcxvNGk0mlVitVKojCGoxGLM7pDQazxeJwOu12u0Kp3Llr18xZM7GcRp4PkaAnirZ4PkRcD311Pp+3Pz8fWjpqjaaktPTy5Z/+KnaJRMfv77vy6y9Ol2vf/v2f7dsnk8vpDDp2B5D6kClGWFhoYmJCa2trsEX/+AQBfkTi62++Xrp0CYbfZP8NzjF8Pg89bdKxB2qCzoZBOxGTASii2iYrahCcgXmdSCQE7Y7BZGCxjbjHYt0Od7tn755LP126dOlicVERfF9A0yP+NCAHoGGQlpaKXgKeIY1OyxrIVKBhR6zh0NtPSUkGn2Dx4sXHjh27d+9ub++Dixd/dDgcc+bMxsQdYwV8L+YLmZkZs+fMbmlpGfEXa8j3RhDgg/EC4vLPlzd9uokMsDHDxkwdUq+A/IyM9Pj4OMjDYVcegnFAdEzK4dYK/9nIyIiMjPSZM187cOBAaVmZzW632mxenw/NebfHA99YvcGg0+u9Xi+85ki73uPxWKxWk9m8b//+OXPmIOEYTA6AZyvGCgDg0aNHAYYTEuJjY2M/+OADeNEajEaM1SurKs+dO9f74D4sK8kg3+/vv/7bta6uw0qVqlgm271nz/78/UgsoAFA5HjRP4iPj1u3bu2QwtgjF8M4QYD/xwe0LJYvX0ajZTOYDNToqNqZTEbu+Fy+gI9CGRUt+ufQjCNrbKC/Qd2WcOOJOiyPz0NzHo60YMChNMcMHjU6jZZNoaTxBXyb3eb39/v7+7xeD9oDyDOQLkADh0bLBnKTdIQs2SMhQBBnd9TuFEpafHxcSkoynU6T5EgWLXpz+/Zt+/Z99t57KydPmczlctgctlAoIF44+BbI3SxevOibb74e8ddryPdGEOCD8QKit/dBfX0dg0EHNx7zZsjQJicnpaWlAjWTkhLRoCajd9wmLi4WMq5hYaGxsTHYj0UpHxMTzWQytudtd7ndao3G4XTiA4PRWHXggMfrtTscNrtdq6/SnF4AACAASURBVNVabTaX2w1ePTj2JSUlvpISh9OpNxi0Ou2y5ctzcnIIYx93Hh8fl5SUiGkCGdVDH3fS5EnoCrhcLpvdrlAqjSaT2+PxeL1dhw+3t7cfPtz5xRdfnDx58sSJEx0dHQ2NDcgGioqLC6XS7Xl5M2fNHLwiiAcCd4/FYs6ZMzuoRf/4BAF+ROLbb7958803UKZTqVk0Og3eMCwWE/btoL8xB8pu0OJwGx6Pi5IXw3JkBpmZGcStNSsrk8vlwOuFzWYJhIJsWnZaWiqNTuNw2JgLED38zMwMHo9nNpv8/n6/v7+mpnrCxAmQxcVQn86gM1lMdPjJnWAMT5KPwcN71PHp6RSQA1DxIwsBrU8sFrE5bGKigzU5ZDl4bmge8Pm8TZ9uuvcE9NrnH0OcIMAH48UEqHboeKM0JyJ3YM+BYkZG0dipG9yTx/weSjhkDR379CKRqKi4GM6wVpsNo3eU70qVyma3G00mnV6vUCoLpVKtTmcwGo0mk8PhAOFOpVa73G6FUrl7z56VK1e++eabTCYjNTUFdjjEYg51dkjIuISE+Hnz5yuUSgB8SWlpYWEhFvCsNpvZYrFAWsdgqKyqstvt5eXl+/Pzi2WygsJCtUajUCq1Ot3+/Py58+YRNx0QDjAaGDt2TGJiwuzZs2Al99LEME4Q4P8Xoru7e+68uaiG4e9CluDRkEf1TITlgaNAZbLpPtjvlSywAS+5XE5WVibM67hcDkxo6Aw6e6B/jsfCmvvceXNra2vQEOvo6Fi6dCmW6AjDDgN+VNjwwYNQLkR16HTa4F07ol6Hbwfko1uAdXw0J5KTk7Bbz+PzsBQApj2W9TMzMyZMGC9XyEf8lXr0KDDkeyMI8MF4MfH77zdksmJgdmxsDIp1YFt0dBS2wMlXMX3H51HgkluigE5IiAfYo9aPi4udOWvmzl27HE4nsNzldmu0Wui9e7xem91uMBptdrvdbi8rK0Ph7nK7lSqV3mCARj3W5c0Wi1Kl3LJ1y8dr1rz99tuLlyxhsZhIR2DhmpycNHfe3N179nh9PovVanc4HA6HQqkslsmMJpPNbi8pKZErFDq9Xq5QGIxGuULhcrngK7M/P39/fr7b49FotUXFxRs3bYSGHRbkMNpPSkpESrFw4YJgBf/4BAF+ROLYsWNz587hcNjMAXFWsmwGyKcz6PjgcVOdxeTyuKjdUeIDBTMzM4QiIZfLgUY95uso9zG2p1DSIBpDG7RKh2V6wCqPx92wYf0333wNgD/9xekPPvwAD41WPFHWw52DxEfa+yDwgycoFArGTxifkyPBw2VlZRL/GDDphCIhhghYi4d1ffZATpOamoJnC2EcgYBfUFAQ9IN/gjPi1ycYzzHu3LltsZhRpxI9eUygwTJDs5qIyoFsj4U6TKmJG014eBjG9sB7LNclJibMnDlTq9OpNRqny1VRWVlSUgKGndfnc7ndFqvVZrerNZryigqL1QpVO6PJ1HSwqaSkRKfXQ+DW5XZ7fT5o4Wl1Or3BsGfv3o9Wf7T644/f/+D9DRs3bt6yZdfu3TK5HD1/2NPhcSGlZzabtTqd1WYrlEqhmlcsk0FvR6lSQZZHpVbvz88vlEpXfbQK5nipqSlgG6SlpaLDsT0v7+X4u0FiGCcI8P/4CAT8v/127dNPNxGJGxDliMMbCt+MjHTQ4x8r1YhFZLEN34Ibszns9AEBHGjgCAR8Jov5eOOOTkPSAAobhtyAW0D17DmzS0pK7t27C4C/dOnili2byRQca/pkJQ8jAELlQyMBTxhUeYFQANogMgCyGY8VfC6Pi9E+WvdUahYEcZEfoMNPNu4yMtIXLXrz7NmzI/56DfneCAJ8MF5M/P77DYVCTtjyCQnxROKGmMURgMdKOjbjsRaPb8SyHG5AJvSpqSlgnickxM+ePVtaVNTY1FRVVeV2u+ESa7PbAdU1tbU2u12n16s1mkKp1GA0VtfUXLny6/fff19bV2t3OGDeqtFq0dhXqlRgyOcXFOgNBr3BUFBYaLPbUaBj0g9JeSjn6PV6l8slVyiKiovRG8A+nlqjUanVIPBrtFqVWq03GKRFRXiG7654d9y4sfDVJZlNcnLSweaDQRb94xME+BEJv7+/paV5+vTpqIC5XE7WAEkNk2/MsCH/Qvbi0PRmsZjgxmNdDWT1wVx3lN0YwNPoNCJNg0oaLXdAcnY2dfXq1QREAwH/nTu3rVaLWCIGQhNOPtryj0n1HDb6AY/V8nlcoUgIWj6879C3FwoFZMUfa3WErEesZvEQ2OXDVzGG4PN56emU3PG5ao36JUjGhzhBgA/Gi4krV37dtXsX4ZTFxESPGvXKqFGvkI12kNoSExNQ4qPKj4+PA+2OcO8xBUdlj34AEXIfPXpUYmLCe++/V1lZ6fP51BqNWqPBXNxkNmu0WofTCZN4FNzlFRXNzc19D3vv37936uRJtUaj1enAcldrNC63W6vTobevUCrNFovL7S6USk1mM7ruNptt9549CqUSAK/WaDRarcfr1RsMxCnOZrcD1I0mE/5FlgDWvcVq1ep0CqVy+ozp0LpBohMdHcVkMn66dHHEX7V/jWGcIMD/j8Sff/yxbt1azNfFEjGYa8TaFc1tICiwFj35xy16AR+isCDhg9NOnOWwsYZcAfeAAho9+ccb6pQ05AerVq06d+7co/9bOe2/cOG8XC6fOfM1tApYLKZILBII+OjPZ2dT+QL+xEkTBQPUdzwu0D09nQICP9boqdQsIn1DKHho2qNYR6ohkYgFAj7ZBiQjBiaTsWjRoq8Hxgcj92INcYIAH4wXE7/88vPWbdugQweoJrJ0MTHRsHiPiYmGB0RsbExsbAwwHqtxqN0TExNiYqLBzkO5D04+NtRHjXolPj5uydKl+/bvRzluNpuxGqfV6XR6vdliqa6pKS8vV6pUCqWytKz07NkzgYC/r+/hj99/D7Uco8mErrvT5ao6UIU6HqvzVputWCaz2mwY8zucTsz41RoN5G91ej00cdUajdVmkxYVebxeo8mE+j6/oOCzffv0BsOOnTsLpdJCqTS/oECuUJjMZpVKNXXaNHQywsJC4+PjhELB1Su/jvir9q8xjBME+P+RCAT8brc7J0cC3ji4ZujSkzY4ut+wb4cdnFgiFolFWHijUNKA92i2k3U73CGKeDDwQabjcjnIITAawC0XLlzY2taK54Mn1tf38Jdffq6uPrB69Ud8AR8sv+xsqkDAFwoF4PQxBx5RIOCjZ4DUAWU6m83KysrEg5IfhKQdGBnALyeLmgVDGqzygz+PRgVmFgIBf/36defPnx9RjB/iBAE+GC8mbt26abVaEhMTQJ0jIrVYDIMAe3h4GBbck5ISUcSTeh0OrTEx0Whf4/PAdfDy0NVHzi2RSD5Zu7ZYJnM4naWlpR6vV6fXW6xWn8+H/XizxVIsk/l8vt9vXH/0KOD391+7drWktNRqs1ltNrvDYXc4NFptXV0dmHqEgidXKAbW6nTg0GGlnjjXmS0Wo8mE9MJgNOJ+UN9DwM5gNBZKpdKiIvwrk8t1en1Jaenezz5bsHABnU4LCwuFa3ZlVVWwRf/4BAF+BOO7775dsmQxmUZj8w1LbjRadlJSIiRliGYcSnnwzIGIGKtjRY24zEFYBkUwmuEgqBORONwSRbxEIt65a+fZs2fv37/3aKCOR6/+yy+/tNqsCxcuxGOR7jqNlg1rO6QLuCso7YhEwsc6+QNcPEA+WPfAdbjSEfl9JAR8AZ9CSaNmU5FDkJ8Id7Jx08bvzn8XBPj/cEb+NzkYzy/8/v4zZ84sXrIY+jZEojUhIZ54w0NMBjU9PokhPbzkcXvIzmAkT0TloqOjUPFTKGmYzWdlZS5YuECuULjc7tq6usrKSq/P53A6waTDdlxdXV1/30M8t58v/2S12VBqQycH2jgWqzVvxw7gutli0RsM6LqbLZZCqVSn1xuMRmlRkUarLZRKUc3r9Hqr1VpUXIw5/b79+3fv2YO5vkKpdDid+FiuUBRKpcUymbSoSFpUhJutWLECdnmhoSEzZ868devmiL9wg2IYJwjw/zvxx++/f/D+eykpyYDD/xtXM+hoyGdlZXJ5XPaAWi1MV3EzUosT3Td8iYzkAZO4MYNBZ7FZgFKBUMDj89AVQJ9cLBatWbPG6/WeOfPF4DcGOHc7du5AukCs6Gm0bDjDYtdOKBK+uWjR3Llz0atHCjJh4gS04tGNwFPiC/hQ6cnJzeHxuGAFYgFPKBISS3jCPeQM3AOfzzOajEGA/w9n5H+Tg/H8IhDw3759y2azYqyOjjpa9IRqh503tO4hezdmzGjIukVGRsTERBNpekysyWAezQBAOxGWT0iIf23ma3v27rXZ7W63G0R6q82GpbiqAwcuD7i5+Pv7fv35cklpKdhwBYWFGq3WZrfjG7Hs7nA6QY4rr6gwGI3lFRVOl6u5ubmysrK6prrpYFNlVVXVgQN2h6OsvNzt8ajUauzEg4VntlgUSqVGq8WCXH5BAfxm5HK52WzGljwEcJYvXx4fHzd69KiExIT6+vqXqYgfxgkC/P9O3Pzjj1UffkihpIHijsDHZD+NYD8BbNLuBk0dH8MqXiQSwkwdTXJo2IEcx2IxUe6jtQ5kRbecy+VIciRTpkxZvnz5nr17qg5UXbx4EVqP58+fX7t2LUj1UKXFoh1GCeguLFy4oKy8rLS0dNbsWRgNQNAGa3V4wiD/0+m0pKTEjIx0ZBscLicnR0J+EO6ARC4IgyKREMvxNFq2SCTctXvXyL1SQ5wgwAfjxQSYMcePH3v11WkxMdFEvoaIwINcho04KMyAZg8tWwolDV8Fqw4de0Ktx/2gmgcPPzY2ZvToUZGREZMmTSqUSqExZ3c4QHODMUx/fx/gMxDw3751s7uri3DsUcpDOQfr8lC2d7pcXV1dFRUVXV2HOzo7WlpbOzo7urq7Tp062Xm483DX4aaDB+vr6ysqKzVaLZnWW6xWlOwarVYml+/Pz8/Pz9+3f79MLrc7HJaBcn/Hzp1yhSK/oGDq1KlgI057dVpHZ6ff3/9ywPwwThDg/3fi5h9/rP7oI5DdUHOTNTYiEoe+OtbkRCIh1sQJYDMYdEi98nhcFptFymIQ6+gMOib3rAE5PGQDUMJBVwAFNNbVeDzuhAnjZ7w2Y/PmT61Wq8fjkclls2bNRK1Ppux4dBaLiSX+jRs3XLt29fz579avX48eA/j8YA9g6I5aPyUlGZq1LBYzLS0VPwK+BbdBdiIQCqDuh+qfwWRMmjwpL2/7yL1SQ5wgwAfjRca1a1fz8/djfx36rKTgBr8Mn4+Pj0PTfty4sbBjiY+PQ6M+PDyM8O9QvuOTqP5xJ1FRkYmJCXFxsWPHjklKSlz4xkIo2IDijjr+m2+/GYya/f19165dO3ToEAAe3HtYyID3bjSZysvLmw42nfvyy56e7u6e7q7uroMHD7a2tXX3dPcc6Tl+/Fjn4c6mgwfb2tvq6+vR3i8qLpbJ5dDSKSgs3LV7N+4Ka3vAfr3BAB7fZ/v2Yf9+9ccfT502NTk5KSws9LXXXjvUcSgI8EGAH7G4+ccfH6/+CHy39HQKi83icjmQr4GtC+bWAH4sy0kkYuyhYbWdmLAB1IGO7AGfeKCmQMAncI5kAsAJDnzu+Fz01cnUHML1OTk5U6ZMmTZtGvjzqMXxrNDYx74ci8Xcu3dPf3/f5Z8v7969C1mCWCyiDdTixJsuO5uakpKMdgL2/plMhlAogBMueANsNguCu3QGHf15fFUg4G/btnXkXqkhThDgg/Ei4+HD3rq62vR0CjxdiNc7MZX5NzFa7NShIQ+Ah9wN8D4iIhzS8WR7Hpo5mMojV4iKipwwYbxCqSwtK7NYrfBut9vtn39+CpurpIj39/dfvXqlsalRJpejtkbVDvV4pUrV1tZ29syZ7u7uU6dOtrW3dR7ubGpqqq+vr29oaGtvO9jcfLD5IAC+6eDB9kPtZeXlhVIpxHaKiosLCgulRUUg3iPhUCiVJrPZaDIZTSalSgWleq1Ot2Xr1g0bN65YsYLH58XERM+ePevnny+P+Gs3rLd/EOD/d+Lmn39+vHo1mJ9paakCAR92agiU9Twel6jSoruOBXSxWATJd2yagYhHIBNi8gBIoklHOGv4Er6KhABNfvQM6HQanUHHpAB7cai5QYzHQIGQ9eh02mef7e3v77t580+z2cTlcWFUAyoA8gbcLVgCYrGIxWKCtUcfkLXHpABVPhIIwg3MyEhPTU3hcNhbnwPAk79Q/18U/SFOEOCD8SLD7+8/1N7GZrNiY2NQvqMhHxYWSmTYUbKDQh8VFYkPgOtwnYmOjoqLi8X2PGzosEEOFVsI6UA3Ji4uNj4+Lisr8/9l7z2/oziz7eE/Y+7vw3vvnZlrmxwllLMEOBIMxhln47kGGzCDAzZgbLKEckRZoIikzpVzVUdFosk5gxGgrG69Hzaq6RFCRja2BVfPOouFmuqq6hbd+znn7LP3F2u+qK6uzs3Lq6isBFW+sqry4sULPm+f/sHx+bx9vT1XLl9SZBnpe35Bwd7ycvjHl5SUqKp6+PAhm83K8zzNMKIokiTJcixBEiRJWiwWiqIIghBEoa6+XpZlgiAys7LA2M8vKMjMykJCn5aeXlxSgnI9OAEFhYWJSUnYTOTk5m78/vuCwsLs7OzExMT3P3j/+eefa2puGgVJ/AjWGMA/OdHT3b1x4wYgNOreqGn7IyjsYfTRMojLxsXFRkZFAg6B+jphPjg4KHBWoC4sAzhHaR0oDsjXWfdo1WNEDfYw2BzgHjC5h7NhzwHcRZ0/OjoqKjoqIzOjr6+3t7fHYKjH9gKVA7jdoI+AG4MkDoTup0yZjNk/9BdwJ2jqz56d4N+nQLf+9+jB+3zerq7OkydPNDc3Hz36U0931wOOHGKNAfxY/JEBgA+PCIch7N///jfU29FN1wvy8I7TH0GWj0E44DdG4f/f//sPlPHhWINcH4ch4582berEiRP+67/+Mz4hHn1uUO0gSsMwzPHjx27cuH7nzu1/YXxf743r1ymawmgcZGhLy8rMFovH4+Y4ThRFl8vFcpyiyA6Hg2EYURJFSaRoqt5gIAhCs2scz5MkqWkaRVG78/O3bd+ONH3Hzp0FhYWpaWl7y8tB6Nu2ffuPmzfn7d69Kzk5JTUVg3bJKSkwvisuLt62ffviVxa73e4//Xc3oo//GMA/UbF9+7aIiHDU5JHC3jN3j47SDeWQ4uvlekjKAKSxGwA6ImmGiSQwG1V3lM3BsAsfkL5H6hwQMBMEuqioSIyugT0XFh6G8XQk7hhmwyZAn5QDLeCll17ML8j39vV6vX0GQz1IALhcaFgo6vAwmA8MDJg1IEOrW9wOMsfDzcCQBq8oMDAgOCQ4Oib6x80/PvKdeEdHO8/zH3zw/ltvvbnisxU8zz/gyCHWGMCPxR8ZXm+fKArh4WHQq4H7O9rtMFmfOHHChAnjgf3jxj0DLj3wHiiOev7TTz+FFj64dWi9A+PRv9cr/zj5tGnTNmzcCOocuG9p6elV1dUGo4EgCE3TDh8+dLvtFuhs7e13NbsGixoMuxeXlLAsy7CM1WolKUqSJED48WNHbTabLMsUTZnMZqvVCoB3OB0Wq1XTtJaW5tq62uSUlPzCwsqqqty8vOqaGl3ifmdiIjAelXlsQbZu2wbt+vSMjOycnM1btjz3/HN/AMA/hETHCNYYwD850dvbs2XLZhTbMUiGNjkAFQk9KtsAV38BON3fHXXygICZoM6BN6fX4YHiujosZO1Rjdcn4yFwCyjVZWUxEYfNhF6W1+Xog0OCQc179tm5ybt23W5r6+vrNRoNsJWLjo6CDe49il94GHYw2KMgU8eU3dSpU3A57DB0Bj6s8HRFv9mzEzZt+v6RA/zZs2c++uhDfeOyYsXy7q7OoY4cYo0qgBdF4T/+8hc9ZgUG9vf7jh07OuiRsXh84x7AR4Q/88zT8IKDH+t//dd/oq0OKRs4smMaXher131oMCKvE+sgeYspeSTxeht+/Phx+KcZM2ds3rIFqnaVVVUVlZWZWVlV1dVV1dUlpaVV1dXV1dUURe3fv//O7ba7d+84Xc6yPXugSruvtraouJhlWZIkWZYVRMHpdJotFo7jzpw+3eDx8ALP87zJZCIIgiRJURIpmjabzUaTSRBFURLNFktVdXXZnj1QpC8qLi4qLk5MSoIBHSh46RkZmJTb+P33yOZT09J2JSdv2br15UUvu9yu3++X4g/tI+3xPWiNAfwTEj6fd//+1o8++jA2NgY1al2hHUz16JjokJDgqVOn6LQ78OOQ76LjDrAE/1yvvQODgdCQnUFXG6CLjD86OiomNiZigHgPXTxcCFsKpNroCyDwIy4dExsDPfz4+Lj333/Pbrf39fVaLOa4+DhsLHSvd2wdwCKcPn0aShEhIcFR0VHRMdHQyIuICI+Lj4Pe/j2qf0gwnG1RXYiMjFi79p+PFuD7+nqdTgfk/GClExcX+9NPR4Y6eIg1qgAesXjRov/4y19WrVypP1JRUe7/41g8vuH19qmqEhMTDYd1JN/IsydMGI8AtOvu73/7218xLPf0009hpg6YrSfoINYB2lGunzhxwqxZgQB4qOIEBASkpKbuq63NzcvbW15eXlFRUFi4Z+/eyqoqOMKVlJbu2bu3oqJCVVWWZQmC0PnzRcXFFZWVLpfTbrdbLBZJliVJQt5/9syZ1tYWs8WsaprVZqNpmue5hsYGk9lsNBrrDQZJljwetyiJe8vLd+zcuWfv3rzdu3NycyGPA2/4rOzs1LS01LS0nNzc7Tt2rPv22+SUFDjcbPrhh81btjz73LNOl/P3+HXowt5eb5/vl80yRrDGAP4JiTNnTn/33XfAdUAyCuYgnwOJQ8NC9SmyadOmItPVNe90G3W9Ix4UNGvq1ClTpkwODg6KjYuNiYnWiXi6FDwy/ujoqLDwsPDwsGefezY+Pg4tfN0CTmfm43gUBkJCQ2IxjxceBpk8ZNuLFy+uq6/3evtIinzhxRdQaQdvAB53upZ+aFhoeHj47DmzB5nRhYQEY5APj+A+IyLC4biDO1+xYvmjff87OzsIwjZ+/DgQ+2fMmD537hyrzTrUwUOs0Q/wixctGkP3JyZ8Pq/b7Xru+ed0kVo0y0GXQ5ldr7cDsMGwQ5UeAK+Pv+vGskB6cPT+53/+DhYesv+//vW/J0+e9M4772RmZUGktrKyEnR65NN7y8vhDQMNecysFxUXZ2ZlZWVnQ0q2oLBQUWRFVcxmM0EQFouFZVmGZdtu/Xz27BlJkgRBYBiGYRiO4xRVFUQBBxhNJkEUBFGwEQT67rC6SU5JSUxKysjMhCNOaloapOzTMzK2bN0K79rMrKxNP/ywYePGiIjwpqbG3+PX4fX2HT5yuKi4qLCokCCIvl+wnx/BGgP4xz58Pu/58+c3b/4xOjoKCq8REeF6CxxJ+fTp07CbhrlLZFQkUBni89Ex0XpnHUAbHR0VGxuDnQHG1sPDw0JCQ3TqO1JnFO2xe4iKioyIjIiMjIiLjwMLD3R67BVmzQoEvw++cMDdqOgoiNEi7Q6PCA8MDJg/f35tba3P57Xb7W8vXapvWbBfQT0AIIr5+NlzZs+dO0fnz+syvUijYQkPgf2AgJkTJ06AXM/777/X0dH+qN5/n8974fz59evXT548CbK4s2YFxsXFpqSkDNVRG2KNcoD/j7/8RRSFQS9cL9qjYr9q5Uq9ht/f70tK3Pkff/nL4kWL+vt9swID8ZexGCXh83kbGxvmzZuHVBumMuPHj4ODnK5B+9///V/gyes9eNDj9ZE5TMbrLXkwY4Dx2B/853/+f5MmTQwNDX399dfXfvllekZGQWEhHOEgVQtFOUjPAu8B8wWFhXCMhe5sRmZmSmpqdk62KIkcz4FSR1GUzWZTNbW7q/POnduNjQ0Oh93j8fA8b7ZYbAQhiAJBEmaLub6+nmEYaOAoilxYVFRaVgaqXWJSUmZWFmoJaenpuuds0q5d27Zvx9z895s2bdi4MTQ0pKGh4ff4XVw4f/7jZR/D33b5iuVNTU3DPmUEawzgH/vw9vXW1u6bN+8lVMjvibdHhCOPR2cdoKgz0QDA0dFRug4dpOvwXBS9dQ0c7BJ0OxmgF/rfKLDrs3Z4VlxcLC46c+aMyMiIOXNmx8RE36PFzQqELh5sYefMmf3c88/5K9KHhoa8+NKLNftqvN4+RVEWL148efKk4OAg7Ffg+66P5OGEuLpe+de1+XAYyvLBA9N9gYEBMbExEydOeO3VJZcfkUlUZ2dHY2PDjz/+ANsevKV4f1asWN7T3fVYA/yswEBg9v0Ar+O3ntzjKUmJO3HAWMY/asPb1ytLYlR01N/+9ledDA9oHzfumalTpzz99FOBgQFz586Jjo6Kjo5644033nv//aVLl37wwQcffvThp59++u57773/wQerv1j9ySefrFq9+ssvv1z9xRc//PDDho0bt2zZvHLVys8///ybdd+s+eea77//ftOmTbuSk3Pz8mAVgzQ9LT0dDyJHhyUMmHcAeJDg4CIDvK+qrm5sapQkSRAFluNYlhUE4dChg50d7b29PVeuXG5pbWlobPA0eCRJkiRJURWQ6mVFZlmWpEiKpnieN5pMxSUliUlJBYWFOxMTt27bBjEcNODRjE9OSdHlcTKzspJTUpYsWeJwOB45d6evr9dms7311lv1BkN5RcWGjRu279gxbKF+BGsM4B/7uHjxwurVq4KDg4DQkZERus48qt9IZPGj3jvXB8Qx/BYZGZGQEB8RGaGP0U+fPm3q1CnTp0+Dirs+EYcKv25MB9X3e2LvA1azur8cSO/YSaDxf88+Liw0LCw0Pj5u9uwEzMvhBjB5n5qacvfObZvNOmfObJD1oqIi8ayoAT9Z/x4EuHWoVWBqAB2H0LBQjP9NnToFAB8UNCs0njb0cgAAIABJREFULHTKlMmvvrrkxMkTv/3N7+7ucjjsS99Z6k8ehE3OrFmBCxbMP3Lk8H3PGmKNWoBfvGiRjvH+rwIJOrAcuXu/X05/7NhRURTu3xOMxWgIn8975syZ7777bty4ZyZMGA/SHIrw48ePW7BwwcpVK1etXr1+w/r1GzZs/H4jEtn0jIydiYmJSUm5eXm6pws82jFvVlxSAkNYXS5+b3k5lGRKy8p0F3b4speWlqI4X1hUVFxSkrRrV0Zm5u78/MqqKt0nfnd+Pqxj4Qi3Oz+/pqZGVRWe5wmCMJlMoijyPNfc3HTzxnWw7tG5dzjsiqrYCMJssXA8p2maqqpms9lgMJjMZpfLqdk1RZH37N0LUM/IzCzbswdkOtzGtu3bk1NSsrKz0zMyiktK8gsK0jMy/vfTT2022yP/dfT29uxMTEzatctisRgMBoPR+Prrr/f2dD/4KSNYYwD/2IcgigsXLkCCDvCOjIyYFTQLU+AA2unTp4FGDvobyGh66owJdajX6c6qINtHRUXGJ8Qj7Y6JiQaLHtsCYHl8fFxUVCS2AjrFHXNx2BPoiI6xveABl3qcHHxAXA6l9YiI8LVr/3no4MGqqkrI3oFYh8JDWHiYrq2LfD0iIjwsPAzV+8mTJ+Fl6obxkQNliYCAmWADBATMnDp1ypIlrxw8dPBXv+covHd2dsiK/O6772BLpKvx6AOBoaGhGRkZ923Gh1ijFuD1Ev0g8jwA3j+OHTvaPwD2SYk79Tx+LEZV+Hzeq1ev5OTkzAyY+de//jcMYTHMNmPGjPc/eH9nYiIAtbikJD0jIz0jA4k1stvUtDRAMqxiEDm5uTCIQ+McmnEwYgd2lpSWImsvKS1FNx1StTi4sqoKIvOFRUV79u7ds3cv9hC6szvM3dMzMmprazEmZzAYZFmiKMpkNrncrmtXrvh83o6Odrfb5XA4GhobZEU2WywMy6qa2tjYIMsyw9CKqvAC72nw0AzjdrsURcFrLCgshI1sSmpqckoKvGVT09LS0tPhSpeekbF127b33n+/qrr6EWbwutPmm2++UVpWJooiTdP1BsPs2QknThx/8IVGsMYA/vEOn8+bk5sTExsDhhqy5/CIcAjIIDsHruvD4kA4dNBRwUY1HhgMZdm4+Lh7yjYDubhu4AboQqoaFxcbExOtp866fhxU8+IT4uPj48Dgg9IcKtiAZLD30RHQR/ZjY2MSZie8/PLClStXvvfeu7hu1EDfAQUAKPSB8RcdE43mAm4J6vT+swMQxtElbsAinDBh/OLFi4bKrUfwtvf19R4+dPCDD95/9tm5CQnxaI7gKqAIBAcHTZ486Y03Xr/dduvfP6tDrFEO8PrgnF51B8DfX4TXk/gxgB+d0dbWVllZGR4eDlCHp9ykSZPeeOONDRs3ALazc3KQbcNbXddpLy0rg39rUXFxcUlJYVGRPxKjg45KO2bbgI44vrSsLL+goKKyEtCOI0Fzgyg9LqcX5/FnTm4uhtTL9uxJTkkpKipiWdZGEGazWVZkWMlJsnTi+HEAvMfjpiiK5VhRElmOc7tdiqo4XU6aoVVVdTjsDMtAAEdWZFEUaYbGxiUnN/fHzZthLodtDSbg8dpz8/J2JSev+eea3fn5j+oXAXTv7u6iGfqtt99iWEZWZIvVWrNv39tvv81ybP8Dh+VGsMYA/vGO221ta9f+U3duBa8NSTaYZcBOVONRsdfhNiQ0RPeAB94nJMTfM2gZSJ1Bx4PNzD2j2AGDdnT6Y2JjcEVk1ejE64NwcXGxSNDBiUPjPDQ0JGBg1A2lddD3Zs6cgfY8Em5UI3DDaD3MmDE9Ojpq9pzZ4OHj6frNYJ8BWR5cJTgkeO7cOcDaiIjw6IGR/alTpyxb9nFb261f/bbDc7O6qgrieuER4bg99AJiY2P0WkVCQvx9w3JDrFEO8P33Ybx/Nb6/37dq5Ur8RX+i/uNYjJ7wevtaW5rffOtNzLP9/e9/mzR50pw5c1Z8tiJp167snBzwvAC9mVlZEJtDpRpG7GlpaUi1AdVwZkNOX1hUtCs5uaqqqmzPnqLi4oLCwsqqKkjDZufkFBYVVVZVgVUH81ZsIzCfhhQfkrRp6em5eXnYIuzZuxe1+vyCgrzdu8v27OF4jqRIkiKtVqvVarVYLI2NjY2NDb29PZ2dHa2tLTRNm8wmza6pqmK1WkmKlGSJpCiWZUVRVDXV43FLsqTZNRjVWG3WQQPxKNrjxnDd9IyMtPT0f65du2PnI9u2+nze8+fPZWZmrP5idWZmpiRLoiQSJEmS5Lbt2xOTknTp6/ueO4I1BvCPd5w8ceK9995FKxooC5iZOXNGxEBHHCl1SEgwauwg1cfGxgDF4+Jin33uWSjNJcxOiIiMCAiYiSZ3dEz03Llz4D6HUnz4QIVcbwfoqvJ6YVxn4aExj90G5O6jBhxfcJ+oq+vcPQy24TzYqehZvq6oA0odavv3nG0jI7BLQEEeZ0D1HmV5yOWCXjd37hxo4GzatOm3vO0dHe0sy7zyyithYaEJsxPw/mPiIDQsFKUU9B3Cw8Oqq6v//elDrFEF8IOEboDWeiceUVFRXlFR7v+j/gJFURiU2Y+x6EdJ3L7dVlxSjNG1p59+Kjw8bMVnKzZs3Lh9x47MrCw0odPS04uKi4uKisAnz87JgVwrivapaWklpaVle/boQ2UFhYW6onvSrl1FRUVI99HMLi0rKygsTNq1KyU1tbyiAi7vyOyLS0oKCgtLSkth+r5n715Q6uAHX1VdXV5RYTKbge45ubl19fVGk4kXeJZjSZLkeA6Y3dzc1Lq/ta+vt6ur88D+/SRFKaricrvsDrvJZKrZt0+URLPZbLPZKIpUVEWWZVVTrVar2+1SVdXpdBIkiYJBYVHRzsREdBCSdu3anZ+Px1NSU7ds3frFmjVfff31b/wV6GM1t2+3fffdt9+sW7crOVlRZLvDbrFaTp08eeDAgYMHDyx+ZfHly5fGMvj/0+HzeVmWXbBwwZQpk5G/opMNkh2K1Uhn/c3gAwMDpkyZDEL77DmzgdxR0VGYL4eybFx8XFRUZGxcbHRMNAAbTHudlg8E1U1f9D8nTZqIv0yePAnzdeDTzZoVGBYehuk73TDGf5JeN6G51zuPikTtAZgdPlCfwNAd9GpwP6DQg72fkBCP0+JsOgNA16LHO/D8888XFxf/ujfc6+1ru/WzxWJ59dUl06dPg4QO3h8U56OiImfMmB4TE/3SvJeWLl26fMWKL7/6svPfRvKGWKMK4H9jjNHrRm2cOnVy1epV48Y9Ex8f/8677278/nugOKzVoMkKUC8sKgJRLic3F+6u23fsQOEa0jSQhQG6Z2Vnwx0OIq+FRUVowyP7ByMdVX2Iz2PwHaXv4pKS4pKS8oqK2ro6ZO2VVVWoFuD8SPQrq6qcTqemqSzH2u2aKIk0TZMkybCsrMhOp9Pr7evoaPc0eERJ4ni+sbGBIAle4BmWsTvssixTFIVnSbLscDoIkrA77DzPK6pCEATLsvWG+qzs7PUbNqSkpurdh7zdu/FaUtPSvlm37uNlH//234LP57108eLOnTtWr15dUlpaUVkpigLDMiRF/fTTkTt3bvf2dK/fsN5gMIwB/P/p6O3tycrKjIyMmDJlMqA3ISEe9WFw4NELDxog3Om5NVJbDL6jgB8fHxefEA/sx/B6xID5G0h5/nQ59Pvhwg7qOBxaJ02aOGnSRAy767K4sJ0FwT4kJDg6JhpAiNICSO9o4est83s0+/AwTN+hiQ7VGr2Xj40CnHJgooO70lVsdeUcdOvxPqBs/uKLL1AU9Sve8J7u7sOHDyclJS1cuEC30sH9g74QGBjwv59+umPH9rq6Wo5jGxsbHA7HDz/+cPjwIb/zDLGeAIBH3j+mdjdqw+fzaqoyb95Lr7326qYfNgGqQSNPSU3dsXNnekaGrg8PUxZoy8BpbfuOHXBaKyou3rN3b0Vl5Z49e2Cuir41tGLwd5QBcCo0uTHthjIA/kRynJuXl5+fn5ObW1xcnF9QAMu4wqIikPOhikOSpKIoRqNRliVBEJxOh8vtgqCNzWajGbqlpbmj/W57+11REs0WM8txDQ0eXuBFSayrr+c4juM5mqEtVqsoiYIgqKra1NQE3zmWZWmadrqcNputuKRk+44dO3bu3L179759+/ILCkC1S01LS8/I2LBx45p/PgIFzO7urtzc3K+/+bq8vFyURJPZTNGUJEkkRQmC0N/v83r79re2rPjsM+/Qw3IjWGMA/xhHZ0f7N19/BYhFbTwuPg6td3C5IT6jz6zr2i8Ygg8aGIsPDg6KHLCH0W3XcU5gPGTvwKUHTM59dm7C7ATUz5Ei65VwXF1H05DQkKjoKJTcdel7oC/84NFTwB4C+wa9wh8VFXlvRj8iHPc5ffq0mTNnRA+I5wQFzQqPCNfbEGgBoJ0fFDQLhAB08XWaYWBgwKtLlhw5/LAMOxBhrl+7tn9/a2lp6fvvvxcTG6O/UryBU6dOCQqatWjxooyM9JbWlsuXL3V1dfb19vh83itXLqdnZPz7dM0Q6wkAeL0rP5a+j87o6uys3Vczb95LaWlpqJDr/LLSsjKMwO3Oz0eVHjk0Uli00u+BcUFBSWlpUXFxdU1NVXU1AF6fFM8vKMCAWWFREaRnCwoLDUZDbl5eYlLSruRk9O+Ru8OFHZUADNFBlz4nNxenLduzp66+XhD4w4cPNTc3cTxHkqSiKg6HXdNUh9OhaipFUQRJeBo8P/105NixoxzP7du3j6ZpWZFphpZkyWwxwy1eURVRFEVJdLldml3zeDxGo5HneYqiGJbhOM5ms0qSiLcF97YrORlCtkm7dm3evHnJq0v2lpf/xt+Cz+c9d/bsiy++sGfvXpIkaYaGbL59YLQPx7Tfub1w4YLO9rtDnWQEawzgH9fw+bznzp398MMPJk+eFBQ0a9KkiRht193W/RvkOn8N4IoZdJ3yhvwYIBoXHxc3QH0PCwuFsLw+w6ZDWlxcLITk5syZjbwZIHrPYTYwAAgNEl98QjzYAGiQT548Cc7xwGy0rsE8xyO4K+ww0FlA6113j8XWAa8ozM9jRmfs6+Y3+At0dRIS4mNiogMCZn700Ye3bv38MO+wz9t36eLFvLy8zz5bsfSdpXPmzEGFAMWGyMgIKPGFh4f976efUhR17dpVf7/LSxcvlO0pS01LO3Hi+PCfzycA4MdilMfNmzd25+UtXrw4JydHl4oDsQ5NbgjEIr3enZ9fVVUFAvze8nKMoaOnjtF2FOrzCwrwJ+Rr9paX6xX+yqoqlN/37N2LjQIIazB+zS8oSEtPz8nNzcjMTEtPR4MA2u9Qv9mdn2+z2URJlBVZVVWe50RJsjvsqqaSFEWQpI0gVE2FhQzN0Ha73ePxECRBUqTJbOY4zmqz0QxtIwhREm0EQVKkpmkg37EcK4riPYdZUXQ47DRNu92upqbGmn37sMWBqh3oAjm5uVu2bp0zZ7b715rN6F8LV69c/uHHH1atWsWwjKIqJrPZZDY3NHicToeNIFpamnV2/ecrPz+wf/8Yye7/YuA/gSzLCxbMDwsPg858cHAQ+u6gtqE/jRQWfjAY3LpHuY+N0fNv3eZVd4vRdWyQyoeEBMfExoDyFhoaEuJHxdfzY1QIgoJmwV0+IGAmeHwAafDbAfPTpk0NDAwI8tOeQzav706CB3xso6IiY2JjIIQXFhYKX9ro6Cg9R0eLYerUKbrlHV7yjBnTp0yZjN0M4D8yMiIkNASvZcPGDT3D6Uj8602+evVqZmZmTEzM1KlTIPiD14sL4VXHxES//8H7iqJ0dLQPMGi8fX29J08c37z5x5LS0oMHD/T19Q7/+RwD+LH4XcPn8x47dvT7TZtWf/EFMlSk7+DKYdY8IzOzqLgYSLw7P7+8ogIHYOANw2PZOTkYXgfHPis7OyU1FZ1ywHlRcTG4aRWVlTgAFYLikhJk7eCyoWGfkZkJ+n1WdjZ4eUm7dmVlZ9cbDARJSLLEMAzP85pdIynKYrWKouBwOhwOh9VqrauvZznWarOhgy7JkqapDMNIsmQ0GiVJ4njOarNRFCWIAsMwiiIzDGN32FmWZRjG7XbzPO92u5xOp2bXaJpubGpsamqiaArvyY+bN+9KTgZjoKS0NCU1dfbshKtXLv+6Ej12/K2tLevXf7dx48a95eWCIIiSePDgwebmZoZlGhsbjv700507t/WDq6qrMjIyhqrSj2CNAfxjHJmZGbpVDLJtlKlRD9cr27qLK1rsKIkDWTGVjulwiMLCthVZqd5x14Ec7u9QkUMyDcN4nTOv+86Bkx8XHxcSGgLkRu8/IjIiPiE+IjICewg0C3SfeNy2nqDj/nXTGiB3dHRU+MDgvr9ij+4rjy4AtH2CgoPi4mL19sSMGdPfeutNWZYe0Nz6t+jt7XHYtdmzE1DDwNuIN1z33AsLD3vrrbdIkmy/V0y7R5Ht7OyQJHHtl19euHD+MZWqHYsnKbzePlWRly1blpaeDtYY0nTk0BmZmfrgO1JqFOT1yTFMtem7AT3jh/RNfkEBHkSZPSs7u6CwsLSsrLyiAvV2CN7tSk6Gf0xxSUlySkpySkpmVhauBcg3mc0Wq4WmabPFbCMIlmM5jhNEweV2sSxrsVox1C5JEs/zNpvNYrUSJKFpqqqpsizzPG8jCBjAq6oqyZIkSwzLGI1GiqJUVaVoSlZkiNK7XE5BFDS7pqqq3a5xHOdw2AVBkBW5uqamuKRk67Zt23fs0OsNOxN3vvzywp7url/x5vt83rZbP9cb6levXv3999/XGwwGo1FWZLPZrGnayRMnWltbbty4DvU6fTru1MkTb7zxRtut+6d5R7DGAP5xjfa7d1evWgV3k8DAgJiYaEzBIbNEB1o3j9GzeZSvdVfTe7ZsAz5sej0c8+L6sBl+hJQN4FM3dEc3GufRfWZnzJiOSTYchju8N+keGZGQEK+70PrXADALALYgquuYWUf1PmjAvT4sLDQiMgItBuTxui69PqeHMgB0b6CVO3nypMjIiK+//lpTlbt37zzMNryt7VZJScmECeOR9+tDfXhnoOL35ptvkCRx587tQSe8e/cORVGZWZkPWWEbnQB/+fIlu91OMwxF0xRN0TTNMAx+pBmapmmKpux2+/Xr1//0j8NYDB89Pd2Ezfr6668DksFmBwMuJzcXam6YVYOzCzjwaenpW7dtw0w8oBqcdvjEoLavp/WpaWl5u3enpKZCcx5tdUzJ5+Tm6rI56NbvTEwEUz0lNbW0rEyURKvNKoqioioURdUbDNU11dCrsTvsmqZpmkbRNM/zHMfZbDa320VRFElRDqejuaVZURVw7niet1itBw7s1zTNZrPxPM9ynMlslhXZZrMxDMPxHMdxsiJTNC0IAs3QgiCYLRarzcoLvM1mk2Sk/lZdACA5JWX7jh3frFv3xZovHiYx6PcryP9888b58+domv7hh03fb9qUkpJSs28fL/CyojS3NNvt2pkzZ27fbtONr/z94O/eub148aKh2EIjWGMA/7jGzZs3Pv30f6HrAg6dv1Y84AeK6Ehe0SYHDPtnyVC/Aaxi1lzXkPEHWhyv46g+W49LJyTEw38dAfBG/zsmJjomNuZf6johwUi4dSAHCx04rXPddZPZmTNngF6A+8HmIywsNDQsFBV4ff4eGwvdYge3gVf94osvrF+/vqKi/Pjx496+3odC99ttdXV1CxbMnzhxAsgNeFdBJ8SrW7ToZYOhvv0+IozP521ru2UymysqKx9fN7n+fp/D6fjnP/+5ePGiRYsXLVy48Pnnn3/uuWdfeOH5l156acGC+YsWLVry6pJ/rv1nS0vLn/5xeFAMsrz7vWNWYODDS/gN0g/4XePWrZ9LiouXLFmSlp6OZHrzli0/bt6Mgjwc3qC+vjs/X5eSxdg6jGHAn0cfHdiMUj9GyPAjFGyge1O2Z095RUV5RQV69uDnI/UvKCjAeF5Obm5dXR3LsYIgUDSlaqrL5ZQkURRFgiRpmhYEQRAFT4PHarXyAs/zvNPpcDgcTpdT01SapjmOEwTBRhAkSSI1t1itoihyHMdyrKzIVpuVoihJkgRRlCRJs2sESWp2jWZom80mCIIkSyzH2Ww2q81qMBolWXJ73CRFmi3m6upqSPGkpqV9v2lTXl7eQ9bnIatXVV21evWqzVs2b/rhh52JO/fs2WMymXhBQMHgxPHjN25cH3RCPX2/ceN6Zlbmho0brl69ct/5R7DGAP5xjZs3byz/9H/1AXSgHYhpqGkj1dY75ci/8Xe0rmH9PmfuHOA6Mv6oqEgUtFEtnz1ndkREODr6uJCuYK8T9PQyQGBgQGhYaMLsBF0vD8K3KCTAZ1Y3nw0LC8XuJDwiPCIiXNetw6uIjY2JiYnGZiIqOipswKXN/+o4/z2j26hIfaeCMTm85JkzZ7z++ms1NdXnzp3FNnkoxB0ifvrpyFtvvTV9+rQJE8br0rORkRFTp05B1WTOnDnbtm9rGyxD6+sfkPvOzs7mOG6okw+xRifAcxz36muvTp48afz4cePHj8NU5IQJ4zH1AHO/115/zeFw/OL7qUvi+HPsdUWd+0ERjw+Sxzl27OhIBXP8XXB+bzQdZKY3quLUqZOJSUnrvl0HXTYU2NGG1/viu5KTITWfm5eXlZ0N3xeMusGFBdQ8jM+hbb9j504IzqPyD2270rIyqNPsLS8H2ENJHv34lNTUouLiwqKiisoKk9mMSXSGZUiSZFiGZmjNrqFNbrXZaJomKcpGEEaTyeF0QKaGIEmzxSIIgmbXWI6zWK0GgwEesizLUhRVV19PEATH883NTQRBsBwriIIkSwRBHDiwn6IpluNcbpcsS26PG5q1BEHYbDaaYVCxpxmGZmiKomwEsTs/f/OWLW+++QZBkg/z7QGKXF193TvvvrN165ac3JzSsjJJlkiSNJvNtXV1kNK7e+eO19t3/wm93r7W/a3rvvk6IzPz0OFDYyS7/6PR3dW5Zs0XgEw9GwaaRkVFzpw5Qxe6AagDjyMiwhMS4lHfjoqKREKMxBp99+gBxRvkvmC0gc42SDYHeAz4h2xOcHBQWHhYTGwMivN6XV1Xs9et3lBIAABD0RZjb7povK5OHx4eNvfZuSASYqOACjxo/LhufHwcBHl0pduIiPBp06ZGRIR/++06VVVAXXn46O3t4ThWn7sDkw4y+JhHCA4OevvttxobGx/wafeePXt2/fr1p0+fGupfh1ijE+B5gV+wYMHEiRMmTBgPcaRZswInTZqoY/zkyZMWv7LY4bADQR80IKdnz1Cwh4otnoK/L160yB99V61ciWH6WYGB/o+PFN1FUfhjEnf/Vzo8wP9Zin4ul3P5iuU5ubkYA0NDHbw2lOvRBUcPXh9k31NeDsf03Lw8jIMnJiWhdg2M37Fz587ExPSMjMSkJDirohqfk5uLuXlMwJft2ZORmZlfUJCWllZaVmYwGARRkBUZU2qaXUOmXltXRxCEx+02mUwMw1AUta+21mq1ms1mmmEIkgCiG4xGjuccDockSaqmmc1mUOVJkrTabIqq0AxDkqSNINCwN5pMLMfSDE0QhKZpkiSxHCtJkqLImqYyLENSJMdxPM8zLCPLsmbXnE6HosiYua+urn7/g/fXrFkzFJ9miPD5vBcvXljy6pLEpCSe5x1OB8dxDqfDZDYzDMNxnMvlvHzp4oOe29vbk56RsWXLlvPnzz3gEiNYYwD/uIbP501OToZoDArIwHjgNNAUjXM0v+F4FhwcNHvO7Ni4WCTEoNbrou56Rq5L0yBX1g1pUBUIG0jT0QJHWg9zd+TiuoqcPjev697oVjcozqPBP3t2Ashxulq+LoOjwzZ2BrrOPIRuIJGr0+50RmFwSPDzzz+3e3feyZMnsE0e0Xt79+6diorySZMmop7hLwMwc+YMqNTl5GR3tLcP+XSvt+/I4UOfr/y8q6tzqAOGWKMU4Hl+3vx548ePQ1cCPj1PPfU/Tz31P5MnT5o6dcrEiRMA8Dhet5D3P4koCv669HomraN4/31IvHjRIsCk/pf+f5e7f8ioqCgfVQCflLjzTwH4nu4us8m4ZMkrGGcHQgOwc/Py8vLzYRiDxB1F++07dmzbvh2PYJoOA+5bt23DtgBJf9mePWnp6TsTE3clJ8PyNW/37j1790Iep6q6ymKxWKxWSZKqqqsNRiPP8xzP2Qhbc3OT3WGXFVmSJUjR8TxP0ZQsy0cOH+Y4rq6+Ho9YrBZZkd1uV73BwPEcmB9uj1tRFYIkVE21ETaCIBRFURTFZDZjss5oMu6rrQWNzmg00gxjsVhsBFGzb58oiqIo8jzv8bg5nnM47LIssxxnd9jBMpEV2W63UzRFkmTSrqTly5cn7dp18OABNOB/8cukr6+3salx3vx5VpuN5VjNrpEkKQiCx+32eDytrS0Xzp/z/ttYzb//snq61375pdvtfvAlRrDGAP5xDejUvvTSi2hRAwuB9LqybHx8XHBwcHBwUGhYKCbHUEUHSQ15OZJmXYAWNnRIynX2nM6QhyBucHBQbFyszuaLiIwIDgmGyQr48JDBBytep6Tpsnq67DyyfPD/9ePj4mIh1wPdWX/SnL7V0JVuUcDAafUNSkRExKeffkoQNrS4fsVYS1vbreLiounTp6E+AR0bNOChALhu3bozp08/6Ok9Pd0et+vLL798eKXJ0QnwHMfNm/fSxIkTpk6dArO+SZMmBocEA9rHjXtm4sQJS159VQd4xPCGcrMCA5Ho+2fn/tl8/1AZPKTvh/mV+dvX4hHsNgaZ4OkH48yDhPT91fX1mwFm62fTr4WtA56ibyP8AV5X78e/wkhX71MMqnno/6qfSj8Al/4tO4P29rtVlZWvv/F6RWUlivMwdIcma3FJCUbSc3JzoSmbk5urp+bYB2RkZiYmJW38/ntIt2J/ADsWcOMx4L5n716bLWGOAAAgAElEQVSjyUhRlMFotFgsNEPLstTY2NjQ4JFlSbNrBw8ecDgdLMt6PG5VUxmW5QWepEhRFBiGcbtdvCCAQEeQpCAIDqdDs2t2u8awLEmSHo+HZVlFUQ4cOGAwGm02m6qqFEVRNKWqqsPhEETB4bCzLGsjbBWVlQzDsBxbs2+fIAqiKEIVx2QyCaLAsmzr/lZFUTweN89zNoJgWFaza5qmYr5uy9atGzZsSE5JqSgvP33m9JDl9Pujt7fH5XKtWrVy0w8/YBCApChBFDwet6ZpLpfzwvlz/mz5+6Ojs+PtpW9fH6L1PtwXyIPWGMA/ruHzeS9furRi+adTpkxGEu/PgwtFgh4THRgYqLvC6xQ8AGFkZMScuXN0qbjp06chgUbGP2nSRCjS6Lk7Eu6goFkwoUGlGt4tIQM9/qAB6zZo3CL3xVgdyH36/DqejtK9bj+vi+DqHnGRkRGhYaFh4WH+bnhoQOhaOjgDrv78889t27atpaX51w20INrabhWXFENRALcEPj/e5IULF4iiMAyf9s6d2wRB5OTmPOCAIdYoBXiemz9//rhxz0yaNHHKlMmTJ0+aOXNGUHDQlCmTx417Zvz4cRMmjF/8yiuDAF4P4Kj/I/5N9EEl/ft/9Ee14eVv/TN1wOH9j/sf7I/6etcAhAD9cnhQx3V9U4Jb8n9p/lfRAb6iohxH+rf/V61c6f/y9dP6Z/azAgNxtmF2AyMNAPzbS9+urqkBiR3ojiHv/Pz8ouJiUN5SUlPT0tMTk5ISk5LSMzIwlV5SWmowGmw2a21drSiJyJgNBoPBaNhbXm61WgVBoBlGkkTQ5QRBIEkSFDan06koiqzIjY0NTU2Niqog+SYpqqWlWdM0iqZMZjNK9LzAQ5GGIAiapmmahsacoiiCIJhMJlEU7Xbt0MGDPx05QoKFJwoEQbhcTlmRHQ6Hy+V0uV0kRe6r3VdfX2932CVZYjnWYrWgKsByXHVNDUESmJgnSILlWIZlCIKw2mwcx0mSWFdXt3Hjxq3btvEce/LkyQcV6ob8Tr5588bnn3/21ddfmcwmTOfbCEKSJbvDLggCy7HdXZ3D7xJ+vnlj/vx5XR3DXHQEawzgH9dAt6a4uAiD2nCRmTZtalhYaGxsDMrakHkJCQmOi4sNHhCGw7D7rFmBgbMCdTV4JMQ6Dx+F8bi42MiBXBwYDCN2bB1mBc2aOXOG7u0W6efqppPb8RcUGDBhr+MxNg26kXxEZASUbfSZN90fLyhoVmRUJMzidCqAzivEqSCxlzA7ISMj49y5sw85zfKgaGu7VVJSPG3a1NCBIX4Q+iIiwkNCQ3748Yfbt9uGefqNGzfKy8uhOjlUDLFGLcC//PLCyZMnTZ8+bdKkifhNYa/z9NNP/f3vf5syZfJrr79+P8ADkO7P4P3L7MMDvH/o4DdkC6B/qGKAnvcPWaIftPPA8f7tADyIH/2TcmwO+h8C4Ie8PX+A98ds/9eOfcb9oP5bAL67q7Nu3775C+Zj6n1XcvL2HTswzJaRmQlQh15NZlZWSmpqYlJScnLy3vLyyqpKkqI0TeMFXpZlQRBIilRUheNYjuOcTqfdbtc0zdPgUTVVVRXQ5Ywmo8VqFQRBVRVN00RJdDjsHMeKoiiIgtPlFEWRpunW1hZZkTmeM5lMFquVZVmn02m1WU0mE6RsCIIgCIJm6H21tRzHmS0WkiRVTd2/v7WpqUkQhLq6OpIiLVbroUMHGZZBtd/usINwV1dXx/OcJEunTp5gOY4gCFESNU01mUy8wGuaWrOvRpRElmVx84Io7Kutzc3NXb5ieX5B/uHDh/oeXEi/P6BOc/SnIy/Ne6m8osJgNGLYXVEVjufcHrdm11pbW3/xJBfOnVu6dGlvb8+DDxvBGgP4xzsOHjywdOlSHYRmzpwREhoSMaDahuZ60IAXO5rl+gg7avu60yswTHepiYmJfuHFFxYtXrx48WKYvkN2Bll1RES4nnP7T9MhX9ddX8GkmzUrMDwiHGCMuXYMngUPOKajo4/5N7D/5s6dA56/PkGn29KHhYXiJv39acLCQt95Z2l5RfmFCxceiRuEzWqBIR56z7ri75Ilr3g8nuGffvHihV3JyceOPqhhPMQatQC/cOGCqVOnoCYPpIfu4cSJE55++qkJE8a/+tqrDue/WPQPwuD++8rsw5To/SMpceegNHcQEvffN2/mn0Y/DMDjTgZh8+JFi/Q2gf64nuU/JMAP6gIMCfD3Z+c4/hECvNfbx7HMK68sTk5JKSsrw3R7Tm7u3vJyCK0D70Gyq66pMVvM9fX1DMsAs+12O0XTFEXRNI0ON8xReIG3ETZAPsuymHPDHDmYbui40zQtSRJJkgRJqpqKDF6SJafLifS93mCwEQTHcR6Px2qz8TyvairHc6IkKqoiCILFaqmrq2MYhiAInudlWVZVtcHjqTcYJEmyEURrayva+TRNq5qqqIrb7eJ4HtPtTqezqblJVRVNUxmWpSjK5XY5XU6L1SJJEsxmWlqaa+vqvv3uu++++66iouLSpYu/orvX09PNC/znKz+3Wq1GoxFauXaHnWEY1B7afkkh2+vta2pqWvvA7t4Dv0AetMYA/vGO9va7iUmJqCHrqjKAc3DUdWrbrFmBMTHRYeFhSJR1fjtq9QBs4O4LL7ywavWq9PT02n01PM/xPLd7d95HH38UGxcLnMPZgL6AcyjRAtFRY8de4V4WHhwERh742Pq2Ayw/dO5BzYODXFDQrPj4OP20gHzdoS4gYOaECeOnTZ+Gmn9MTHRUVNRXX33pdDpuj5At/6Dw+byNjQ0xsTGTJk3UHeVRhMgvyO8Yrnrm83r7Dh8+9M03X9994M0MsUYpwHPcCy+8MHHiBKD7M888PX78uClTJkP3cMKE8RMnTliyZInD4fhFp5n7TeJXrVzpD5xDIrEoCv4kO5zBHyYRswID/U/u37l/SIBHq9v/tPo2YhDA44m/CPDYCgxiEgyTwQ8qHjzaDL6/33fgwP7v1q+HDczu/HzMyO3Ozy8pLa2tq62rr8OgmtVmczqdB/bv53meZhi7XVMUxWKxmC0W6MpB6pWkSFmRDUYjQF2za4IoECTpdDobGxt4ngf88zzPsiy84Ox2jSRJza5pdg0KNpIk0QxdVV0N+htN05IscTyP/QEv8CDTqZrKcRzHcQRJ8oKgKArLshzHuT1uq83m9rhdLpckSRzP0zRNURRJkpIkOZwOkqJUVTVbLEaTye6wg2dntVnNFrPL7XK7XRzPkRTFMAzDsgaD4ZNPlqWkpDgcdghh/Yo8obu7y2A0bt+xQ5Il1OdbWpp5gadp2mQ2a5o6DLdO//YwmkwZmUMKZA33BfKgNQbwj320tLS8885S3e5l5swZwSHBkJRHNRUCMjNnzoCUOqbMdV8W0M5DQ0MWLlywbt263bvzKIo8fPjwtWtXu7o6vd6+3t6e69eveTzuvXv3JCbu/Oqrr5avWP7hRx8uWrQoISEeewWMRGNoDXsFMAPAbNeF8/QSApA7eAD4QapHEg/Y1sVoAwJmBocEhw6MzwUEBoSEhkyZMhl4P3PmjNmzE7bv2P7TkSO/sSw/KC5fvrR16xYUMwIDA2JiY6KiIj9e9vGZM6eH/+R3dLQLAr8rOfnB9b0h1mgG+Keffgod96effmr8+HGTJk2cOHHC+PHjnnnm6aee+p+XX375QT14PQCf+o+APQAYHhk0DjfoSMQwGTz66MA//73CMACvFwz0Y5Bt4zYG3Zt/j0CvDfgfoBctdID3nxHAq6uoKMdLOHbs6KAEXW/599/XvH9UAH/l6pXikuLv1n9nNBoZhhEEwWq1GowGmmFQJxdEgWEZSMHIsmy2WKAPg9q1IAo2wiaIAk3TvMBbbTaKvjd1JooiWOI0Tbs9bl4Q4MoqSiJwjiRJnud5nqdpmuU4XuAlSeR4zuPxUDRlNpttNlu9wUDRNAbEeYGH/gzDsoqiKKpqNpubm5sgNytJEsdxDMu63C5e4D0ej6ZpuH9ZljH/xrKsoiqqqsqybDKbaYahKEpRFJqmbYSN43nNrlksFpfLxTCM0+ksLCpavnx5Tm7O6dOnHlIIa8jo7u6qravbvGULrOE4jvN43Jpd43lelKTW1paH4eht37FDVZVhDxvBGgP4xz66OjvLysoSZieAA3VPPy42BnV1XRgudmA8XWeroZ+KzvqyZctqamqOnzh+69bPg4xYsJn1evvu3r1z6dKl4yeOHzp0qLm5SZYlk8mYm5vz/fffr/hsxbvvvbvsk2Vrv1y77ttvv1n3zbpv163fsGH9hvXrN6xf++XaDz744LXXXps3f17MgF39tGlTweEPCJgJop9O40cpAlbuERHhkVGRumSePgSI/H7OnNl5eXm/vel+f/T29rjcriVLXkGdIzo66vnnn0tNS+3t7RnmU+rzea9du7o7P594YAPeN+RnY5QCPM8tWLBg3LhndEod1H/Hjx+Hcv2ECeNffvll+7AA789vH8SuH0bopr/fNyswcFDRfpj6v36VQWy7Ic+P/FtnueuP+7Po/W9DP9WgOoF+ch3d9Uf0l4ZbAjzjQbwufw5dvx+L3h/d9QMGHTzS8Pm8XV2dAs+vXbvWYDRomtrQ2KAoCsdxqJZj2MxgNNI0bbfbSYqqr6+Hvwsv8CjUGwwGhmFIiuR4nmEZkOA4jiMIgiRJ6MqJomA0Gs0WM83QoiTKskwzNMdzKO/bbDYw3p1Oh6qpdrvGMAzDMjabzUYQFE3DwV3VVEjMyooMFRqSojwejyAITpdTURWWu+fgzrKMoig8z1M0rWqqqqp2hx2pOUVRTpcTyrWqpqL3z7Isy7E8D5/4OoZhaJrOz8//fOXnFRXl165f639oIawhAwC/MzGRIImWlmZVVTBebzQZG5saL144/4tn6OnpXvbJsnNnzwx72AjWGMA/CXHhwvlvv/0W6Ih2OFxk0L0Glw06r7rWLFrp8+fPX7V6VXFxUXNTE0TZHvT/e9A/AfK7u7tu3rxx5syZQ4cONTY2trQ0Hzly5Pjx4ydPnjh9+tTpM6dPnjx54sSJY8eONjY1apomCPze8r3frf/u42Uff7r80zVr1qz4bMWyZcv+8Y9/fPDhh0vfeee99957/Y035s6dExYWGhwSDHTXhfSB7mglzJw5IyYmJiUl5dq1q7/Tu3rq1MmVq1ZiJxQcHDR/wXxIzz7oeJ/P6+3r/enI4TVrvhhmiG7Iz8boBHiH07H6i9Uvv/zywoULX1606OVFLy9avHjRokWLFi967bXXXn/99cWLF69ctaqpuelP/wiMKO6n9w8TI1KfHbXh83mPHz++Y8eOrVu3MgwDVbh6g4EkSVVVXS4nZrpcLqdm16w2K1J2g8Gg2TX4sgDLBUGQFUXVVEEQVFUlKYpBxZznBEFgGMbhsJMUabZYwIonCEJVVVEUZUVGGi2IAnRnFUW22+0EQdTW1Tkcdp7nUYFH991gNDocDkVRQO7jBcHjdpMURdE0TOQsVquiKCRFUTRls9ncHrckSYIoOJwOQRRohhEEYX9rq8VqdbldDMuo6j2vOZqmGxo8LMuWl5evWbPmhx9/YBgatNnfgu79/b6enm6aoTds2CCIQktLM3oQNptNVRVVVW79fPMXz9B26+dXXlncfvfOsIeNYI0B/JMQXm9fQ4Nn6dKl0J6LiAiPjYsNDQuFmJ2uWYup8bnPzl2yZMnyFctTUpItVsuhw4du32777cS0h4yOjvZTp062tLQcOLD/4MGDra2tzc3NDY0NDQ0NHo+nocHjcNhtVuvuvLxvv/32nXffiY6J1hXuoH8XnxCP7cu6b9edPv0LBfORhr6P6ezs4Dj2+Reex7TetGlTn3vu2fz8/OEB/vbtNpPJlJyS3D3ckN4Qa3QC/PXr15tbmuHWBYcuVVVVTbXb7Q6HAwzqpqbGmw/xzTWq4v8gwPf3++7cuV1dVfXxxx8RBIFfpo0gbITNarOCzuZ2uz0eN1joQFmO51RNlSQRBi0kSVptVpfLqWqqKIpAaLtdoxnaarMqqmK12VRVZViWZmho0LIsy3Icy7Isy6KQLkoiDN/Qa8eUnSxLNpuNYRnIwoiSyPO8oigWq0WUJIIkBVFsaGiwWK0Wi4XlOKPJBAgHKc9kNkuSRFGUjbBRNG2z2cDsa2pqAv8fBAIUEliWlWW5qLh4+YrlOxMTW1pa+vwo67/l+8Tr7Tty5PDbS992Oh02wmaxWARBEERRlmWKJG/e+AVPJq+3r7Gh4bPPP/ulexjBGgP4JyS6ujpzc3NWfLZi166k6uoqq9VSUlK8Y8eODRs3rFy58sMPP/x42cerv/giJSXZbDYpitK6v/Xy5UudnR2/Qujtdw2fz9vb033r1s8nT52kGfqzz1aAQwChm6DgIEzKLVy4kGboR16Z1/sRJ06eWLnyc1Q+UAJ57rnncnJzhtnj+3zec+fObt227fDhQ/39vv7+B72rQ6zRCfBPZNxfzB8m/Kvuf/qd/8bwefsOHjywadOmrOwsRVEYlgXWMizjcNgFUVQUGeNnFEVZbfcq2yRF4hF0sg1GI+a5GYaRJKmpqdHpcmp2jSAJg9EIj0EYvVAUJSsyZGjB1AMDDr15RVFwEpqmVVVRNdVqteq9fFmWm5ubZFkmKQpK8rIii5IoCILdrimqAlcYq9XK8ZzdYed43myx7KutNRgMJElyHAfiHrzkXS4XRdMsy7a0NIuSaDSZioqKPvvss7Ky0nPnHiQH+6vC5/355o0Vn32WlZ1tMpurqqpYjqVouqHBc/jQoTtD+Vb4R29vT3JKSlV19RjAj8UQcejQwR9//NFqtXS03/X5vO3td69evXLmzJmDhw42NjY2NTcdPXr0+vVrPT3dg4rtowrg+/020e3tdymaeuONN3Sfe91D9s0332ht/V1MzHw+7527d6prqmcGzASLHlyBF154YV9t7TBvV2dnh2bXfvzxR2hZPPhdHWKNAfxY/AHR3n6Xpqn1G9YbDAaKohiWIUgScq00TVssFpZlXS4X/snlcqKDbrfbaZrGnJvFYkFiStEUnF3u6cBTpN1uR5+b5zm7w26z2YDlqL0jKacZ5sCBA6Ik0gwNgCcpykbYWJY1GI11dXWQr7k3V+aw8wJP0TQaBKIkMiyjKIog8BaLhWYYm80mSZKs3BOaVVWVF3iGYURJrDcYTCYTRVFmi/nggQMESfI8/9NPRxRVycrOXvvlWpPR2NZ2v9X6b42enm6Gppe8usRsNsuKzAs8RVFHj/508cKFYUbb8XXRfvfOvPnzzpw69Ut5ywjWGMA/OdHZ2bFnz56ystKLFy/2/7Za0+iJa9euZmdnRUVF6r71M2ZMnzhxwvz581iO/T2u2NfXe/Dggbfefuvpp5+aMWN6bGxMfHxcQMDMefPniaI4DHJfuXI5IzPDarP9ig34GMCPxR8QPp/3/Plz6Rnpa9euJQjC7rCjIy6IAtTgaZpuaWlBRV1VFZijuN0uiqZ4nicpClPpiqooquJ0OmVF9ng8p8+chq/51atXjh87dujgQbfbBY0XXhAsFgsK/rCKsTscHKRhGcZoNFI0zbAs2AC8wGMq3Wg0GoyG1tZW7AAYhoFzDEVRTqcD0nhNTU0MyxiMRjD2NU1zOOyqppIk6XI5IUwrCAJBEmjkUxSlqkp6RvraL9fSFNnZ2dH/e3xJ+rw3b1xftmxZQWEB3GscDkdTc9Px48eGv5bP5z1+/NjClxf2dHeNZfBjMfR/kaNHj+7atUuWpb7hhJAep+jr7WlpaV61ehXogZGREZiwDw8PS0zc2fvvhP9HEp2dHTarRR/Bj42NgaPPggXznU7ngz57Xm/fwQP7P1/5+ZXLl37pEkOsMYAfiz8menq6nS7nF2u+2L5ju8Ph0OwaXFZRToeMDMdjmE2yWq0wWceMHMuxqqpSNI2efWtry4UL52/fbtPbfD5vX3dX1907dy5cOH/q1MnW1pb9+1s5npMVmabv+cAKgmC2WGwEwbKsyWyyEQTH8zX79nEcJ4qi2+1WVcVqtZotFrvdDo69pmFnYJcVWVUVQRTdHrfT6RAEweGwUzSFAj5BECzLWiwWWZZlWWYYxmK1chxH0zQKBsUlxf/4xyeEzTosRebXB3b/bbd+XvHZZ3m7d1MUZbdr0O3RNK1zWP2Mnu6ukpKS5JSUh7jQCNYYwD9RgZG5srIyKDH96ffzSOLu3TuVVZWwh4duLibpP/jg/cNHDj/yy7W3391XUwPlebT/p02bOnXqlIULFwxDF+/q6lRk+auvvnqIrdUQawzgx+KPCZ/Pe+fO7dq62pUrV/IC73K7JElyOBxQkrFYLJg6I0mSoij4qIqSSJAEqPWAeZ7njx09eu3a1e4HpJt9fb1dnR23bv3c1nbr0qWL58+dO378WGtri8fjaWpqZBhGluUDB/bD49VGEBRNQd3W6XQQJEkQhKLItXV16AVwHAeNPEmW6g0GkqLcHrfFaqFp2uNx0zRtMBphLwsxXbPFAkZ9VXU1WvuiJLIc+49/fJKZlTk80P6WN7a/39fV1Wkymd5e+jYoCzzPcTwnyZLBYLh96+dh6DsXzp9fvmLFw/kljmCNAfyTFidOHN+1K4kgiOEF1x6j8Pm8TqfjzbfehNMdhO0CAmZiTO7uneFHSkYct279vDt/99SpUyDwFxERDk3At99+60EOzT6f9/r1a6WlpZVVVQ+xrxpijQH8WPwxgSzzxMkTiUmJWdlZKMhjJt5kMpktZp7nwX0D6R0JKElRHM87XU673X7ixIkLF853dnbo7apB/+fvp/j09fX29HTfuvXzzzdv3rx549KlS1euXL59u+38ubPnzp87derUqZMnWltbT544cfHihQP79zudzrNnzjgcdofDISuyKAqqqh48eMDlcgqCIEqi0+kkSNLhdDQ2NrAca7FYGIbRNK2puYlm6Nq6OrD8LFYLRVFWq1UUxerqqoSE+Obm5t/vjfV6+86fP/fJJ5/k7c4DRQA9Dl7gSZIcZvitt7fHYrFs27btF6Xu+vt9I/r4jwH8kxa9vT319XUZmZlHH6iF/vjFsePHvln3DRTpY2KiZ8+ZDSe6d99959ChQ4/2WpcvX96ydcuMGdPj4uMCAwP0msEnyz7uaL97//H4YB87dnT9+vVnzpx5wgD+iakDjYV/dHS0MwyzYeNG9LMFQYCjGs/zmqZJsuRyOT0ed3NL89mzZ06cON7U1HTp0sVr165eu3a15xH1xXw+L8pdPm9fd1dnR0d7V1cnNHlu/nyzp7urre3WlSuXr1y5fOXKlUuXLt25c/vGjevXr1/DgxcunL9588bPP988f/782bNncZ+HDh5saWnR7BrHc0jxIVjLcVzNvprnn3/u+LFj/b/P/2qfz9vd3VVTU7169WpJlmBuq6hKbW0tNAF7e7ofdN3bbbc+/PBDp9P5cNcawfrTAH6QvhUkovyVpIY3iByLYeLSxQvp6em1dbW3fgea6B8fkIdLS0uFKl9ISDDM5aZNm7pg4QKe5x/ttU6cOL58+fJZA1Z7GMSfNSvwH58sG/Krzefzdna0S5K4ffv24XXuBmKINToB/s6d2+fOnzt56uTJkydOnjr5r8CPJ0+cPHni3Lmz7UPte8ZiNIfP5z1z5nRGZkZWdtZPRw6fO3vm9OlTRw4fPn782OXLl86dPXPt2tXr16/darvV19fb2dHe1nbrkY+kPuR9PsxhXm9fX19ve/vd69evXbp4we12OxwOm80GSRxVVWmGsRG2z1d+TlLk77Rn9Xr7jh8/9uabb1ZWVdEM7XQ6VUWxO+zVNTVQDvA9YCDZ6+1raWl+/4P3h/eo9IsRrD85g/e3WkKsWrlySFXqsXj48Pb1SrKUm5d76NDBP/1mfnv4fN6O9rt1dbXx8XFwkNPt7+bNn0czzKO9VlNjw4svvhgbGwMjXej7xifEr1ixfEhOn8/nvXLlSm5eHk3TD/fdMcQanQB/4MCBuvr6sj179paX19XX76utLa+oqK6pqa2rq6yqLCktKSkt3bN37/ETx//0/yR/TNwvZPv7xf2eOsPEr1Dj6ehoJ0niu/XfnTx5oq+3p6+3t7OjvbOj3evt6+vtGTQtMgqHaf1D16fyevtut7W5XK6mpkZZlmiGho6eqqk0Q2dmZa3fsGFEJrAPfwM9PT0My7y99G3Q+BsbG8xmsyAIBEE4HI4DBw/0P2C/0tvbU1RctHtYEa1/jxGs0QXwg8B+LH51XLt2NT09HWNdf/rN/Pbo6+t1uZxL31kKhzpY2AUFzVr8ymJBFB/hhXp7ulmGmTlzhm6Id8/dLiH+y6++fBDAnzh+/Kuvvzp9+tQTBvCqqmZkZqalpxcWFaVnZKSlp2fn5OQXFOzOz09JTU1JTc3JzU1JTW3xEyTQ7cz9z+Ovpv7bP+C6+Iz/qXTx9vsrf/5mMIMeH+l1wYH6A3RvUOB8eID/FeHzeU+ePJGallpeUd47oI3xBHxd9Pb1Xr165dzZM60tLRzHKYqsqApJkUaTqa6+fvmK5b9TG767u8toMq347LP6+npe4Fv3t9IMTVGU2WJpamwchj3X3n73w48+GsldjWCNFoDXjZYHhV60140X/S0ZYAKRlLgTH+8nQG3qUUX73Tu7diVRFOn7MwprjzwgErfph02BgQHwnQsLC506dcrixYtkRX6k79vdmurq8ePHwewOAjvg0q9aterOUJq+3d1dLqdzzZovOjraH+4rcog1OgFeUZXSsrKc3NyCwsKs7Oys7Oy95eUlpaUZmZnpGRl5u3cXFRenpafrAK/33QYB/PDttmPHjj58Pw5ubP0D3wz3m635u9D2P9iDbqTY6e8v98fEL2bwvx3+Ozs7ZEVOTEr66aefngx0R/T29pw5fZrneUEUbDYbw7I8zxuMRp7n0zMyvvr6q57fYUyuo6MjNy/vhx9/FMV7TnqiJNI0bTaw6S0AACAASURBVHfYVUW5ceP6/W8vSg6HDx9a+s7SO3duP7EZ/P22TgigPj6W+oZ90DfIWKt+6P9t7XeTkhJJknhiAL6zs6Omphr+csD4adOmvvrqq6qmPcIL3b7dVlZW+swzT0+fPg3F+ZiYaKjVvvXWm0MaPt68eaOioqKouPihvyKHWKMU4BWlvLw8MysrMSkpIzMzOyentKysqLg4MysrJTU1b/fu3fn5Sbt2tbT8K/kYZHKKR4bfefs7qw4fx44d9T+zXpfWUbz/PiT2d5HXrwK3txH9x3hQBvL7xfAA/yAn3JHGtWtXKyoqcnNzu7s6/8hX97uG19t39cplQRRYloU5Pctx8Inft2/fRx9/9NORI4/8onfu3P7q66+rqqokSeJ4jmEZyAmoqupwOK4P5Ynl83l7eroLCgsKiwpHsrsawRoVAD/IKlEPJOj4KOquzNi54z/3WMr+oADAEyTxp1BjfqfQNPWVJa+EhYXGxEQHBwdNmzb17aVvOx4sPvMroqurk6GpqOiowMAAzMjpzfiE2QmJSUlXr17xPx51zi1btxw9+tNDX2WINToBXpblgsLC9IyMnYmJu5KTc3Jzi0tKiktKqmtq/v/2vvytrSNN988w/8Cd2+kk3sELjpP09J3ujrNNYneSTm+TdE/c6aT74js9niRO4hUMGCGJfd+NWA3YbDab2FeJTSCQABsMBhuD2Rct5/5Q42/KdY6EBIJzJL73eR8/WDqqU6fOqXrP99VX9cXFx0dFR0fHxATfuNFJbQ/AF3jo3YJeSjqpKzkAPtnQQj1z+jR56Wesc7oCfAtera6xP27Qob6kSnAJ/FqBI4HZsp7O9wpTCWdOnybvGVA4nIujJjKg3eg89PT0Px2hDGYPnIX+lm4TlSqTnJp+MzCZ1js62gMCAprt5vx1O66urvT16RoaGsjC+tq62qrqKrVaXVxc/MOPP5aXl7v2dFar5dGjiY8+/qiktKS6urqysrKtrZVY8BUVFT093f39/SQSkIlsWFxc+Prrr4eMTkWxOAFJCDy46JkpNPqxpp9LyK+MAm/raVtZXlIo5OXlZVLLJbMVDg4Onj9//ujRI8eOHzt06ODBgwf++Mc/tra1ufACrVbL+PjDgAB/sjQOttY5ePDAsWNHf/u734aGyrRaLemoZIFvb0/3d999K7iCzgYFIE2Br62rS0lNTUxKiouPj4iMTEpOTk5JSUlNzcvPT0tPj46JiY2LC5XL6elDQQueey6EgpY6kT3yN21nb6jx9IBAz8fz/0uPHva9BbSlTuSQ1F/QgodRi7Y9yLXDH+RDEFdQ4jOnT5MqkQMEz06KVatroPLwDkEnxCMXSIqlLXsyfnK8qAUmfGFm5ml6erq//zVPMgbMZtPYgwd3791tbGqsrVXX1de1d7STXPKXLl8uKSlx7eksFnNfn+7dd99R16rVanXR7dskjf2tggKVSpWpUqmyVDU1NcXFdxoaGnQ63ezMzML8PPHP/+3vf1t1zn3iBKQi8Bz14km/8ApG5cBrr7N+tl1CssA0ISGhpKSE7EchepVcwkePJoKDg48dO/raaydOnPD18fH+/PPPNtzk2dmmM5nWm5oaT719iuxvs3fvqwcPHiAL4l9/4/U333zj7Nmz2dnZGq3m2ezM8vJSY2PD999fsJNJgkcBSFPg1Wp1QmJiQmJibFxcfEJCxs2bySkpiUlJ6RkZROkTk5IUSiWd9Ycv8Bt+BQJPDgBDn3RzW9FJtJvdvsDTPOfnxxjl/MowzgCw++0ECdGnloXcoKcMSJngRYDXC1IgGPH0h1BV/vsNVI/JeAvjJH3tpD35os60j9lsqqurPX/+P58IuZHdlFarZWF+TqPRkMx1paWlnZ3au/fuEQu+ttaVkbkcZzWZ1tVq9dmzZxubGu/du1dWXp6ZmRkbG5uSmhoTG6sMCwsKDo6Ljw+PiIiIjIyKjs7LyysoKGhtbS0pLQ2PiHDydE5AQgLP8TSe9sZzLwaVeDmW7XE3MyMjo6CgYG6jHIXSJ8xtz8w8TUiI//nP//n110+SxDNff/XVzMxTl5/OaDR+cfaLV1552dv78OHDh3x8vInT/tChg2SF3oenP/zii3+/HhAQKgv55pv/koWGbnEKTZoCX1dfFxcfHxsXR0al6JiY6JiYiMjI+ISE2Li46JiY+IQEuUJhfw6epuAiWJA90LwNi2K8d3Zc9DRVqkzGzOVP/zPrzZi6CZZJf05qwmgziDEt8PA246DAM7MAtgSesYjgcuwIPMdZu7o6r1676sw0kxvQZFqfGB+vrqkm+XJIIto7xXe+u3Ch0aWBOxxnXVtbvVVQ8N2FC7V1tXl5eVnZWZFRUdf8/RMSE5VhYf4BAQqlMio6Oiw8POD69YDr12WhoQqlMiEx8eq1azU11U6ezgmIJvDMRjdkCQr9CXn66dkv+l1eFnKDv0gGPfY0M1WZuXm5MzNP3V3guecav7q6UlFx76OPPiJC++lvP83KUrlqXy36XE+ePFEo5K+88vKRIz7kXK+9doL8cejQQfJucfjwoZ/97E1f3+P/8ot/uZnp1NIvAUhT4Osb6mNiY6NjYhKTkiIiI+UKRXRMDImtI6vmYuPinBX4DS14xgDlW/AGwyBj2hJNpX/FPzUdqw8WNiOTHGVtw3+dsuBJWAAZ3Ojq8S14qOeGAk+OZCIJ7Fjw9CsLaLl9ge/t7bkeGOjyTSFFJAlQn55+UlFR8XyrvsoadU1BYeF//OMfra2trj3d6upKVna2f0BAVnZ2TGxsqFyekJhIhFwZFkaUPjwiIig42D8gQK5QhMhkoXL5latXP/7kYwfSUzF0AiJb8JsmavmGvH3nTmpa2ujoA9Fr4hKuLC8bjYbExMTf/e53X3/9VVxsTH193TY5FdfX15pbmj/88MNjx46SvfP27du7b9/eQ4cO+vh4nzjhS/54/fWTBw7sf+edt5ucC1ASgEQFvr4+OiYmKjqarHePio4mm97Ah5FRUTdCQjodE3i1ukZw/puY0Wp1jVpdA9PG3IuyTZdPCxs9YQ8xeoKDA12UHQsepsy5F98V7As8uV44hvwQSvbx9iYHwLw7fWrabwFRRxwl8LTDn1wdcUXQgcbMRCfUh568320CT0LYGhsba9Tq+vr6hsaGioqK8vIyv3PnNFqNa09HXPS/+c1vwsLDw8LDI6OiUlJTA65f//6HH0JkshCZLDIqSq5QKJTKb779Niw8XBYaGhgU9B//+Mf333/v/MY7TsDNBJ48vk4tnN2FJA93X59OoVA0NTW5uwVvNq0/eHA/OydbqVSmpacVF9/R6XpJksrtO+mzZ7OZmZnvvPM22ehm795Xjx0/9vY7b3t7HyYBd97eh48fP3b48KH33nt3eGjImcIFIFGBb6iPT0gICw+Pio6OjYtLTEpKS09PSk6OjomRKxSRUVFh4eGBQUEQZEfHn4PKwie2IubIr/gR4/w+TpfPHGNnoxtSJn9pvuAcPHMW5mB++VB5xstI+yPh1MQ9wG8N+BBMf3phEV0UxNPBh3QLM8FMtLrDAfxtgqxWS19/X6hc3tPTvX0daudJNofX6XRqtbqzU1tZWZmXn19cfMfvnJ+dtJCbPtfU5OQ333xz7v+dC5XLSX+55u//w48/Xr5yRaFUhoWHyxWKpOTkEJmMrEm5eu3al3/9653iO86fzgm4mcDTq0qQtkgEfmlpMSk56datW8+ezYpepU1fyOLiQn19XXh4WEpqSlVV5djY6HbkgBc89eSjiejoaBJtR4LsfvWrX5E98A8fPvTSSz85dOjggQP7//KXvzjZwgKQpsDX1dcRCSer3mNiY4mjngQN+QcEBAYF+QcEaLUuHi7diIyL3j5pF710aLVaRkaGE5OSmh1NduIeJAGzDx+O1dTUNDY21tfXl5WXq1SZ//Zvfxy3kRZyKzSbTV1dnb/7/e+UYWEKpZK8BIfK5dcDA8nsO5nSik9IIB3qRkjIqVOnNuVLcAJuJvBIB0k0vrm5KSU1Rb8NuzrsGLu7u+QK+a1b+Q8fPjQ7lMrFZTSbTePjD7NUqr//37///P/8/NVXXyGb1+7bt/fNn735xdkvLl++LJOFNDU1OpbkESgAaQr8w4djbW2tzU1NrS3Nmo52TUd7e1tba0tza2tLS0tzfV1dQ0NDU1PT1NSk6M+JWPQAgec468OHD1VZWbV1rtwUUlzC1vQL83PNzU2VlZW1dbVNTU1ZWVlnTn+4Hbv6WK2Wublnn//p86vXrkVGRZHNoGShoSEyWVJycvCNG7FxcbLQULI3VHRMjDIs7Nixo8y+Go7RCaDAeybJ8z09/SQ2NrayssLlkWg7xoaG+sjIyMciSQhxIeh0vSpV5pdffvmLX/7i3ffevXDhQmFhQW9v79jYqOAOlBtRANIUeLLe0mRaN5nWzUIkn7v7HNCmyXfm26GdqQfROTExrsrKqqysFL0mriJsrb+6utLZqa2vr8tUqeQKxYULF8LDw7dpdm9lZVmhVP72t79VKJXhERHhERFXrl4NCg4OlcsDg4JCZLLrgYHhERHKsLCA69eVYWGnTr21qZHZCYgs8LaGBvI5P6OR6M+Ne9FiNuXn56Wnp4+PPxS9MptjV1dXenr6g/v3xa3G0tJiT09PWVlpZWXFyMiI2YlV73wKQJoCD7TT9bBXegAfP3mck5ublZ0tek1cSLIP1dTUVEFBwcWLP16+ciUxKbGoqHB8fHybzmg2mzo7te//6/uXLl8OlcsVSmVQcHBgUBD5N1QuJ0ovVyiuXL166fLlr77+alOvGk5AfAveajHfKS7+b965U1JSUlJSUlxcXFxSXFxSfKf4TllZWUlpybz7r+feeVqtlr6+PmWY0n33oezv78+4ebO3t1f0mnBWi8VidsXOgAKQuMAjPZsrK8sVFRX+/v5Li4vuPsyCcTjzdLqktMTf/1pERERCQnxtrfrRo4lt9WVarZbFhfnExIRPfvPJjxcvEpPdPyAgPCIiKjo6PCJCFhrqHxAQERn548WLP168GBgUtKnWdgLiW/Bm0/rbb5/65JNPPv3003feeefzP/3p1x/9+oMPPjh95vQnv/nk7F/OfvLJJ++///4DR3Nx2qRTs2WchCfMnHrglhYXwsKU+fn5K8vLotdnE+zv78/IyOjp7RG9Jhzl99taOQJAgUeKy74+XfCNYI1G4wECv7q6otF0hIUpIyIjc3Kyu7o6Z2dndua6rFbL1NTklatXPv300+9/+IEY7iTnsjIsjASl+gcE/Of583/+859ycnI8X+BNpvWf/OR/k+yc//RP/+vk6yd9fY+TxUgnTvi+dvK1w4cPvfLKy0bDYE1NDbP8gyasGxH8lknksEtI1Cg9Pf1m5s3p6Sei18fZynOctbOrMyMj4+HYmLuPOxQFgAKPFJczM0/z8vPiE+LdfUf69fW1zq7OS5cu5eRk9/X3rT9Pdb9jFTCbTcYhoyxU9tXXX3/88cey0NCA69dDZDL/gIC/fvXX3//+9/95/rx/QEBQUCCZeXRJEI8tiO+iN5nW9+599aWXfuLj4/3SSz/x9T3++usn33jzjf3795044evtffjll3/66quvGAYHSUPQmRVoktWftvag5py34KVMB3cCIE92bm6uKkvldqHO5HbX19fFxcUtzM+JXh/XUQAo8EhxaTKtNzY2BAT4u/uO9MvLS+V3y7+7cGFxccFFLjenabGYxyfGq6qqIiMivv/hh88+/+z8f/3XZ599JpfL8/Jy6+rrOrs6Hzy4v9lc3k5AEgJ/4MB+skHY/v37fH2PHz165J9//s+HDx86fvzYiRO+r776yv79+4yG/84pQnaA4pvpZJeoXSLwjqfQtlotRbeLUlJTR0dH3c4IXltbvXu3PCExwX1XAQhRABIXeGaghP+63ROFtEWr1XL//khcXFxZWZnoldkK19fX2tvbLly4sFn5dBktFvP83JxaXZOSkqxSqbKzVKOjD1zRZZyAJATe2/vwvn17fX2Pk829T5zwffPNNw4c2E+2DHv55Z8ePXqEFnjib6e1nCScpQWev38WLfD0+hZ6W0qygRT5CZ12wv5uXPQWUfRWlOSdw4tKac/sIQW7X8GJ6D2tOGrjT/I57EcN9bGVa4umTqdTKpUN9XVOLtcWmWSZX35+fm5urmcJiQCkKfBzc89GRx8Yh4wGw6DBYDAaDcYho9FoMBgGBw2Dg4ZBg8EwMjK8sDAvdpMiXcClpcWSkuJLly7Nu7PDzGoxGwb0//7vf15fWxW/MlaL2Wx69mz22bPZlRVXRUE5AfEFfn197fDhQ3v3vrpv394TJ3x9fY+/9davyO7fvid8jx498tJLPzl48AAt8JxQTgiO2mMZdrEmrwJ0YmZyPOwODc4AZokqEVHI68AvDQiyTbSWFAK7RYIAk2w6HJUEExJvwIlgQ004Eb3bJb3Lt4MBgKTFlpeXcnJzbmbenJjYrvUh20S9vj8xKbGhscGzjEUBSFPgBwb0LS0trW2trW2t3d1dWq2mu7uro6O9ra1Vq9VotZr29ra79+7eF3sRo8vJJHrfbtqfW+RXzJHX+k3QYjFrNB0XL13U6XSi34JN02oxGw2Df/jD71ellCnbpTVxAuILPHHRk10/jx8/5ut7/OTrJ729D+/fv8/niA9J+71376swB8/XWrW6hp8LGSgo8EDI2cBPksEkjmRKYz6kM95CHgsYHWipBiOeSQfJT6YnC7nB1GoTAk94//5IRGRE/q18N9q21moxV1ZWBAT4Dw8PeZZDWADSFHiNRtPU1NTZqe3s1Pb39w3o9Tpdr0ar0ev7R4aHdTpdV1dncUmxwWCAnwi+BG+aTH45QnC/MZ8zCVXp453KTQX5bFx7LbZoK6hIFI6PP0xJSbl9+7boNdk0zWbTgL7/L385a1pf85QRg6ETkEQUPZHwN99849ixoydPvnb06JGDBw/4+h4nU/I/+9mb+/btNRgGSXgnbWQTgaSzNtH9BMxoWwJPO9U3FHimNJp0/6QTVTECz798ehssweSYWxR47rnGr6+vNTY0hISE1NfVuct89vLyUk52VlBQoMd5gAUgTYFva2trb2/r6enW6XTd3d0DAwO9vT09Pd19fTqj0dDT26PX99eoa0ZGhsnxdvoIHOC4XgoKOd2VwA8H/4UsLHTSF2cXu6pUmTtjuAPtC/xO5taanZ0tKipKSk7eyct3IckauaamxitXr4g+B79tdAJSseAPHNj/+usnSbLtY8eOHjiwnyyWO3LE58QJ3yNHfIwGAyPwMBMPMgwCT4YGSKTIF3jigTcYBh2x4AVLo8kIPLx2MAIPgw64HOBExIFPF04m5rcu8MDV1ZXCwsL09HR3ibZ7+HAsLT2tsLDQLWrrDAUgTYFvbmnp6e7u7ekhDvnu7u7urq7+/r7OTm1bW1tXV+fAgL66unr4ucBzG+WD34RBzIgfnQ2WUWIo3OvFBG7O3iA6PevO0L7AOx5Ru3XOzs4W3S5KTErcyct3Lefn5/Ly8zNu3vS4cQPoBCQh8C+//NPXXjtx9OiRQ4cOnjz5mo+Pt4+Pt7f3YR8f70OHDr7x5htHXgyyg98SE5z+L+kn9ChAejvJoMy3lYnAk1zUtgResDT6ErxezP1MvmU88ETFyd/n/PzoOXhwCTLJsJl5d44auegU2o4/GaOjo0qlsqamRvrubqvV0tLaEhcXd39kRPTKuJoCkKbAt7W3azQarVbToenQ6Xp7errb2tt6e3u0Wm1jU6NWq+nq6rxTfId20dsSeHoGivQL+hM78sZ8SxfOOMb4FjzpaHbuBT95K4TU8F395K0aErlCyeC3oCvjxQu8JeciAwUphE5mT4f60vFATEQt44bk1x8OELyEDbm0tFheXu7v77+0uCB2N9kkHz9+HBwc3NLSLHpNto1OQHyBN5vWf/mrX/7+D3949713//WDfz3z6zMffPDBrz/69Xvvv3fq7VNvvfXWRx9/9N77790fGYGNbqA/kJls7sWoeNLP6f967dmjVCroTggdA3ogfMtEvMtCbvBLY0YNLyohNOlRdDpn+jC68uQNgHFp0udlUkrTfzMptB2h1WpZW11JS0vNVGU+mX4icYGfX5gvKChISkpa3Ya8T2JTANIU+Na21vr6+pbWlq6uTr2+X9/f39XV1dPT3dXV2dXdpe3UarSawqLCgYEB+IkdC97W2yp5mG1pPP0V3/3OOMboPsh/EWdIW8Z0bxK04KFHgwlBZBtcgBz1gi4YeMu96Hhjzg5jAu01JD+HXzG7dfHrT48S3KYWBlssZp2uNyg4qK6uTuJDhC0+uH//888/G33wQPSabBudgPgCb7WYy8rL6upq794tr6yqvHvvbmVlZXV19b1790rLSsvKyu7eu1tRcW9hfp6zit6ywrRvgkiKfX26qOiopqZGKe9XZTKtNzc3KZSKltYWNx1l7FIA0hT4lpaWpqam5ubm9vY2EkLf29uj1Wra2lq1nVqNpqO3t6eiomJoaAh+4qDAMyLKLIqh6bjAM4QCaYOYqQz8lhZUWy56Wp5h0o2O+6FDAr2EAm83FHjB6tG/EnRD0vWnRd1W6I99zs/PFRUV+Qf4T01Nul3vW19fa2trPXv2i+WlJdErs210AuILvAfQjQR+dWUlJycnIyNjYmJC9MoI0mw2Dej1UVFRWdlZCwvzbjfEOEABSFPg29ra2tvbW1tbWlpb2trbOjQdGk2HtlPb1NSo0XR0dXX29HRXVFaOODYHT3/FTGCBBPLpuIueJhQO82tMrZiwGDsvH3SZILSgr0z1YF7PSyjw1kGBZ2YBBAXeVv23LvBWi3l4eEguD42Li12Yd7P41vn5OVVWVvCNYNFrsp10AijwWyXjeJc+R4aHoqIia6qrt5bzdLs4+eiRSqVKTkmZmJiQfqzApigAaQq8Vqvp0+n6+/uIlnd0tGu1WqPRMGQ09vXp9Pp+o9FQWlq6CRc9mbeGr+zEtXnxguz4Aa0M6Vh9sLCZRTGMNtMGseMCT4plooL4FjzUc0OBh/22HbTg+fXfusBznHV9fU2r1YSGyqqrq92oD1qtlomJ8ctXLntSYnshOgEU+F1Hs2k9KysrOTmZ7Hsjkd5LxpHFxYWSkhKlUqnX6yVSsW2gAKQq8Nq+Pt3AgL69va1Pp9NqNZ2dnV1dnUajcWBA393dZRgcLCkp0ev18BNHoughvoQOTbXzE2aZHNj6giei94XkbFvwHC+mFSpjR+DpOFlyPJFk2JCDrpudwFsIryHHwDXCkbRg0xG1/KVATP1dIvAcZ11aWqysrJTL5fPzc+7SE81mU09319/+9rXbJdZykk4ABX430mg0REZGlJaWLC1JJf0zWcDa0FAfGiqrrq5yl8X6m6IApCnwJIp+eMjY09Ot1WraO9o7OtpJzJ3RYDAYBo1Gw927dyGKng5HFYzfJprEjxgXVHc6ZIy2km1tdMNRC1JoCs7B0/VhxNiWT44ECnjxgmchip4+tRcv8Ja+ZGL3g7rD6eiimFg54rqgY+j49acPYALunKXVYjEaDVFRUU1NTZxkzAD7XFxcvH37tiw01C1quwU6ART4XUeyuVB1dVV0TExPT7dUtoOwWvp0vWHh4QUFBR63sw1DAUhT4Nvb26uqqjo6OtraWisrK6urqyoqK+rq62rrapubmxobG9va2srKy4eGh7anoaRFpzafcKM5O1ucm5srKCgIDAxclowZYItWq8VqsTwcG7148aJG0yF6fbaZTgAFfteROMNnZ2fSM9ILCguksHmtxWy6f38kJTU1LT398ePHEh9NtkwBSFPgJycfDQ7oDYODRsPggL5/cEDf399nNAwODgwMDuh1vb2DA/rBwYHZ2Rmxm3QnuKsEnmRJ0Wo1V69d1Wq1Ep+Jt1rMMzNP09PTgoKDlpcWRa/PNtMJiCzwDj40nrUVuSRotVo6OtoTEhM6uzpFrAPHWc1mU5+uNyYmJjUt7f79EdFbZvspAGkKPBnlTetrL9C0ZjKtw3/NpvXd0DH5znw7dLvAWz7/2wyYmcnPz5OFyiQ+q01idy5fuaLX93NuMqGwBToB8S14q8X8+PGUfU5NTZp2xziyk3w2OxMeHlZYWGASKZzearVYLObh4aHk5OTEpCSj0Sjl1fmuowCkKfDIXU6LxTwwoFcoFRUV9yRrYq2vr2m12u+++662tlaaNXQ1nYD4Am82rVdWVY6MDN+3TY1WM73lzdec3ddpE/u9A+2s65UOLWaTSqVKTU19PDUlVh3GxkYzMjJS09JGRx/sDnW3CvYNFHikNLm0tFhWVuof4C/BcHpiITwcGw0KDsrMvLnqsoTrEqcTEF/gTab1W7duLczPLSzM22J3d9fDsVHYqlZQO+kIVf63zC6P20ryJiF9gec4q17fHxUdVVur3mFHK7EGxifGVVlZ8QnxhueJBnYHBYACj5QmLRazvr8vKCiwsLDQYjFLx44nNZmZeZqSkiwLlc3MPJVIxbafTkASAl9SUmL/3hgNhodjY+QYW+mTYY8IW4VsYmfmTXM7LHiXZ7iyWi0rK8vZ2dmpqSkTE+M7KvAW8+jog/SMjNjY2P7+PqlE8u8QBYACj5Qsl5eXampq/AMCent7JCXwCwvzpaWlAdevGwyD0qnY9tMJuJ/Ak/WjfPkk21B4qsBvRwpL0iUGBgYUSkV1ddWOecjX1lYHBwfS09MTEhL6+nRms2lnzisZCgAFHilZWq2WmadPs3OylUrlmgSSP5GBa2Vlua629tq1a62tLaJXaWfpBNxS4CETPBygUmWSbaTgQwhk5SdS5F7cEYLedoPsAk1+Qu9tyS+NJp3SkXxCBB62rWCSxZFcseQT2Hea2beSfE7eEuAYO3uEbY5Wq2V1ZSUjIyPjZsYOBMqS3WxaW1piYmJycnIMhsFdZrsTCkCyAr9rrCKkTZKp7t7enuuBgXRqYBErs7AwyHKvgwAAFBBJREFUf/fu3WvXrpWVlYoVIywenYBbCjzHSz8FkgxbOtMJFumslOR42BoTnAGMyhLNJgIvWBqQ2Z8SfsL8TXbQhA0pIS00/XoBCaS9eDmpmOQcrmV7e3taWpquT7etzyVZfH/v3t2QkBu5ebmPHj3aNVF1DAUgTYE3ra/Nz8/Nzs48m50V5OzszPz83O4bYXcXicU88WgiPSOjsKhI9MosLS1WV1dfD7xeVlqysuzBWeNs0Qm4q8DTWguJnwVd9IICD4RET/w9tJnsFExpgoSNrxkXPakY328Pdjn9ekE7J/i7WLuQpD0tFnNTU2NySkpff9/2PZRms2nIaMjJyYmMjLxz57bEl9VuMwUgTYEfGRnu6enu7+/X6wVI0N7ePjk5KXaTWjnKLbfpxS+O0/6W+4IVE719tkiy1vzq1StLi2LuJLO8vFxbW3vp8uWa6mqTJ29obYdOwF0FnqOMeH5SB0LGQ87vZsRcdlDg+f52mhClb0fgOWqna5InSrC0HRb4kZGRhISEwsLCmZmnWymH/yF8vra6qunoiIqOSk1N7e7uWlxccO2FuBsFIE2B7+jo6OnpmZx8NDU1yefk1OTk1GRDQ8OIY9sTMYnXCG1tLA/uLgepVteQDkJndt8+bsd8mcRpMZt0vb2BQYH19fXczm4+BidaW1tt72j//vvvi4qK1lZXRW8TkegE3FjgYSYeZBjkkHRyJosUPxETSda0ocALlgYkP4R0kIICz/wK0kB58fJAczsr8Farpa6+Ljompru7y1mHOdwywX6+vLzU0dFeXFLc1Nx0585tuVx+M/Pm2NgozukK9g1pCrxWqx0d3eCWdXd3j46OCn7F5DYVtK1J12DynpGMc061Kp0Obge4oQWvUmW67zZ2tri4uFBaWuLvf21+bm4no9Yhqq6hseGa/7XMmzeXd6NnHugE3FjguecGMf1f0qlAaLnnIwjpb/RwQ97xicDDECMo8IKlwWF0fDs5ErJCMQfQRgn5lkTPQU34maTpqIIzp0+TNxIXPitWq6W9vU2hUKjV6vW1Vcd7LFmjMj4xPjY2Ojf3jP9Dg8GQmJioUCpTUlNv3rxZWVk5NSUJR64EKADpCrzddzKr1dLd3T02xgq8oJzzd46Cnkh3SW5TK0Lp9Oo7wA0F3v6KHjel1WoxGAZlspD6+vodFviFxYWq6qorV67k5+XNzT0TvSlEpROQhMDn5efPzszMztqkVqsdG/2fjW5AAkm0OfdiVDzpWvR/vfbsUSoVdKA7xL2Dl54JU4dPiCozpdEOQDrrJb1GH1z6MFoRkWYckswe1/QF0gF35P1jOzbPmZ5+kpefJ1fIKysrHMkaYrVaJqcm6xvqU9NSo6Oj4xPik1OS1bXq6eknVouZhMDoB/SJSUkpqSm9ut5+ff/ExLhpfQ1t9+cUgGQFni/eDHt6/kfgYbmH4JGCW0PyLfgN1R36Bb3whBkZ6IPpfgefQ1WhT8ErPl04ORe86MPftMDTiVnBz0cXzp+wY+pPDoCRRMpvBouLC/fu3g2Vhy4vL+1AjyYx89NPHufk5gbfuHG7qHBlt2xXZ4dOQHyBN5tN6lr1kNE4NGST2k7tbtqoaKf5ZPpJeXlZcHBwVVXVmpAdD/Nta6urvbrejJsZiUlJOTk5paUlVdVVefl58QnxycnJhYWF5eXlmZk3Y2JjMjMzdbre3Ronb58CcGuBJy76DZVJUOCZOXjyLmu/EFpi6eWm/MJB1+GtHXxp8Brh4+1NiytRYnohLh2Lw5ydFEsytXPP3+nJkfQV0a8R/PpDCwi+DUiNVqtFp+sNvhE8OvpgB05nsZgfTYynp6fJFYr6+rpdsxmtfToBkQWeyMbTp9MbEpPNbCtXlpdvFdyKi48bGrKZ23txcaGyoiIiIiI3N7evT7e4uGCxmDnOsrS02NenKyoqSktLS0lNycrKqqur3cWr4DakADxA4LkXp5z43DC5A+wPAXLLzMQzU/W0oNpy0dPyDJN0tHcdDHfyBz1NAEa8fYEXrB79ugOabav+tKhDVJA0abVaBgcHlGHKgcGB7T7X0tJic3NTcHBQeEREX18fjifP6QTEt+CRUqDVatHr+wMCAhRKhVqtHhoyrlJbVplN6+PjDwsKC0LlocXFd6ann3DUyxaEwExOTo6OPnj2bBZfxexSAJ4h8ITEBc33tG8o8LRVrVJlMhPzHG8hDC3Jjgg8HM9oMz0LBqeDAh0UeGYWQFDgbdXfXQTearXMzs4WFhWGh4c/fTq9lXJsLb2BP2aeThcUFsjl8pTk5EHDIA4pFJ0ACjzSyj3fhaag4FZkVGRKampERERhYaFerx8Y0KvV6rS01JjYmJSUlObmpoWFedFr6+YUgCcJPCE/vZN9gT/n5wfiCtrJuP2ZSFjaIHZQ4GFXK9o3IGjBn/PzI8dsKPDEb8FEEtix4Pn1dyOB7+vT/fDDDyTIbnMl2FpfZ7GYZ55OGw2GmZmnRqMhLS0tODi4vr5+16+q5dMJoMAjrRzpeBbzs2ezYw/HDEYDCbuLi49PS0tLTUvLSE8vLy978OC+GfcscwEF4HkCz6cdgWdWptiy4LnnU+bkb9Bgzq7AM4tcON7qFXIAPe9OnxqqTe91QQs8E21nMAzCttn8RbOC9XcXgec4a1dX17fffmPYlElttVpM62skyof/86dPp9PSUkNDQ5VKRUREeHx8vEbTIan8dZKhE0CBR/4P4eV6fn5Op+ttaGxoa28bGjIuLszT3Qz729YoAMkK/FbWwdNkAstpwh41QFtz8IT0ChemcP68OBF4Jmqdo6Lo4dREnpm4PI7SdbKzFqg7HEYH5Hu9mD9CFnIDVtPQGk/Xnz6ACbiTICcmxhMTE2PjYnW63nXHNpIjGSiGh4eKi4vj4+OSk5IaGhuIh588WmTpTVVV5Zdffnn7dlFuXm5FxT3cM8M2nQAKPBK5wxSANAVeo9EMDRmXl5ZWlgW4vLS0srTU0dHx4MFOBFRvjoIbTguScdEjBbm+vjY4OJCenhYfH6/RaOwcSUwCs9k0MT6el5cbGRUZHROTlpaalpYaGRUVGRnR3t72+PHU9JMnGk1HXFxsWFhYdnaWgy8Nu5tOAAUeidxhCkCaAj8yMtzf3zc0ZBweGhoeMg4NGYeHjMPDQ8PDQ0PP/6vVaqW8hREKvAsJ2SseT03m5eUpw5SCoXbgCFxYmG9sbIyMjIiLj6+ouDc0NLS6srK4uKDRdKQkJ8fFx8cnxEdGRkZFR8fHxzU1NS3MY3yPI3QCKPBI5A5TANIU+JWV5enpJ5OTjwgfPf+D/u+TJ49XJZAjXJB8Z74t0pvVoMZvSKvFbDAMyhXy6prqZ89mmXSCMM1XUXEvRCbLzc0hi+bB5W6xmOfmnmm12tKy0oLCgpaWFke22EI+pxNAgUcid5gCkKbAI5G2+OTJ47T0tG++/SY8PCw5Oam7u9tiNlkt5tWVlcdTUx0dHRk3M5RKZU11Ne4952o6ARR4JHKHKQAUeKR7cWVluae3Jy8vV6XKjIgID5XLVarMWwW3UlNTEhLiSQaKtra2ddyj2vV0AijwSOQOUwAo8Ej3IiyrsZhNk48mysvLMzMzb+Xn52RnlZQUd/d0k/TTuMhtG+gEUOCRyB2mAFDgke5LssB9aWlxeXmJSUqJ6r4NdAIo8EjkDlMAKPBIJNIxOgEUeCRyhykAFHgkEukYncBOCjwCgRCGlAQegUB4CFDgEQjxgQKPQCBcDhR4BEJ8oMAjEAiXAwUegRAfKPAIBMLlQIFHIMQHCjwCgXA5UOARCPGBAo9AIFwOFHgEQnygwCMQCJcDBR6BEB8o8AgEwuVAgUcgxAcKPAKBcDlQ4BEI8YECj0AgXA4UeARCfKDAIxAIlwMFHoEQHyjwCATC5UCBRyDEBwo8AoFwOVDgEQjxgQKPQCBcDhR4BEJ8oMAjEAiXAwUegRAfKPAIBMLlQIFHIMQHCjwCgXA5UOARCPGBAo9AIFwOFwt8bW3tqbfeGkUgEM7g4IEDo9sj8OfPnw8KDBT7+hAIhAhwscBPTEx4Hz6MRCKd4rvvvLMFEbeH2JgY0a8OiUSKwi+++GLTQ4eAwCMQCAQCgXB3oMAjEAgEAuGBQIFHIBAIBMIDgQKPQCAQCIQHAgUegUAgEAgPBAo8AoFAIBAeCBR4BAKBQCA8ECjwCAQCgUB4IFDgEQgEAoHwQKDAIxAIBALhgUCBRyAQCATCA4ECj0AgEAiEBwIFHoFAIBAIDwQKPAKBQCAQHggUeAQCgUAgPBAo8AgEAoFAeCBQ4BEIBAKB8ECgwCMQCAQC4YFAgUcgEAgEwgOBAo9AIBAIhAcCBR6BQCAQCA8ECjwCgUAgEB4IFHgEAoFAIDwQKPAIBAKBQHggUOAlBB9vb689e3y8vTmOU6lUXnv2eO3ZYzAYzvn57UwFyBm99uxRqVQ7c0bpQK1Wk2tXq9X052dOn3aw/Q0Gg9eePWdOn3Z53WQhIeSpoGvltWcP+QrqrFarXXt2H29vg8HgwgJFBNxfWUjIOT8/+jknbejj7a1Sqc75+ZEj+TedNPjmQD8YjpQDtT1z+rRarRa9P5LK7NhAhHAVUOAlBB9vb1AXIu3kw53sV3QdpIltag3QS6Z8Igb2fwtDsEql2g6BP+fnRwZ6+kOoFf8rhCDou8O8tzE3nf8YbBFOvXuRl3vS/YnSy0JCXFiZzYG8/YhdC4RzQIGXEEBciS0In6PAA5iWcWGxjIlMoFKpyNBsv03OnD69fQJvMBhkISGE9Oco8M6CvsvMnWJMZHEFnvgS4L/kAXBhZTYHFHh3BAq8hECLK/HBMg5ScC2q1WraIUx8+/CJj7c3+ZwUAuWA25+chdiFgnWAooj3UqVSkT/geHJGxs4AGgwGUoKg8WGrVuRIUjJcrFqtJp/AtTMtAD8EW+ecnx85mIzmtBMbQH5IDqArzwz0ZESjhzZoEFIrtVoNFTvn50dkgxwDPxG8a3AMPTVAvmWGUfKSwX8FYQSe/i3dFPzr5V+C4MMAswBwGFNhukHoGw3PBnxIiuK/QpGmsN9QnMOPN9SE/Ffw8T5z+jT0KbgEg8FAGhkqDE1HTk2mSEj97bcG/BceJFJJWUgIXAu0A9OJ6BIEZ0bggSdFQQeBtoXWg+rBMeQPaGrBTkcXxb87KPDuCBR4CYGxnplhEWw4GALACgG7lnbuwfHn/PxkISEGg4EcTCRzwzqQomQhIfTAB2chXR1OAb8Ca5IeJujRiqkVbdmQYZG20em3DTJiMt/Spzjn50dsHRj+yIkMBgOj7jC1DBpgy4IH0aLdBvDuBddCW/CkraBAwbvGHEPfEf5sK9SBsdT5FjzcF6Yp+NfLvwRBkFPQWgt/wEnhGLhe5q1IFhJCLgruCFwpyKqthnL88SYaxm3kRGHOAneN+ZZcBakD+Qou0H5r0MfQBZ45fZp50vidiAAaxNbt4Kj5BXgbpmMy4BLIBZJGIz0LnjfBTkc/Lczd4VDg3RMo8BKCoHuctldo+570QP4ISM8y0soK7+x8o0GwDnThgmoNpgnHccSUIX/AeCFoFjO1okc3GFUFBZ58An/zT8FY6rTk0BdIXw5dGl/gGbcE0/gcJWZ8Fz2U7Mhd4ygrnC/wdB3oa7Ej8HRTCF4v/xIEQTc13BFy+6AE7vmjBeIBXgTGzvZ6MQKRmV3e4uMN5jttT/MBtSKvHdBcUAioI3EVwA8ZgRdsDf4DAwfAeZknje5EdLPYqTlHvRFCbyX9jqNuKPxBn5p5CeBsdzr+3D8KvDsCBV5CoOfg+UM5PQKS/rzhCEi/LjjYPx0ReNL51Wo1jBSM89CWQcyvFT3WkBo6LvCCpwBTCc5lR+A5ngFKw9botmmBt3XXoHy+MU2GWjs154QEnm4KwV+5UOBJECh9FsZzbj9EgAizgw1l5/G274rgXxT9pAkKPPGlwzuEgwLPOA/sCDy/E9E1ZN7zyMVC4VDI1gXeVqdj7g6HAu+eQIGXEJggOxgawBKlZ+84qusSE4p7cQSkx27iEKbdm1ux4OlxEDyQ/HLIiKN+cZEPUyt6xhHcALSu2BJ4/ing50wglaBTBPy0pDKCAs8MZ7SgOi7w/LsmKPCc0LDOrwN9OfZd9HRT8K/XVQJPyx5cnYoXsAaPB30u4nSB2m7x8aYNX/s6RGamYUaJyBuUw7joaefHhgJPWgzuBak/yC3Tm/idiG4ZxlVG/qbnFJipMacEnt/p+ALP3B0OBd49gQIvITAWPMTg0K5L5hOwm7327Hn71CnGkcuUAG5MkAFGmMG7qFQqoSg4hc/zZfrgiiSfkJ7PuGHpY/iXKVgr2ltLfghn9OLF94EXEU5BLsfrxSA1QW8n+Bv4QXZk1IMDQKvgAv/29ddMy8DswJ8+/5zfaMxdg5KZYzhqjGYaSjAwCloGKpaZmQnfMk3BXC/d4HAJjEcazg53gfgD4PmB5mLuEeOmNjxf6sk8t9xztaafkC0+3lArUCbByXh4XeBefP2C5r106RI0i8+LAZ7QC2y1BhRCT3LDJdA3nd+J+JVkWgN+coYKsqOLhU/gEvhfwQwF3Vb8i+LfHRR4dwQKvIQgOAfvFmBsdBFrwkBSlbEP0avqkgrQT4JgSAHCTYEC745AgZcQwBgSuyLOgZl6lM4oQE9gSx/iCrxgBMAmQM9b25kJQrgXwA0gdkUQzgEFHuEC0JHSUhjTiTNT0EMrQfg8X+ctdkVcANq3LLpPAoHY5UCBRyAQCATCA4ECj0AgEAiEBwIFHoFAIBAIDwQKPAKBQCAQHggUeAQCgUAgPBAo8AgEAoFAeCBQ4BEIBAKB8ECgwCMQCAQC4YFAgUcgEAgEwgOBAo9AIBAIhAfi/wN2kA1MuIYcYAAAAABJRU5ErkJggg==" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The correlation shown in the data above can be explained by natural selection. Outline how the process of natural selection can lead to evolution.</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 a base substitution mutation, such as GAG to GTG, can lead to a disease like sickle-cell anemia.</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 a Punnett grid, determine the possible genotypes and phenotypes of a cross between a man and a woman who are both carriers of the sickle-cell allele. Use the symbol Hb<sup>S</sup> for the sickle-cell allele and Hb<sup>A</sup> for the normal allele.</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p>Phenotypes:<br> </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>offspring compete/environment cannot support all offspring;<br>(genetic) variation in the offspring;<br>natural selection /survival of better adapted/fittest organisms;<br>reproduction passes characteristics to other generations;<br>allele frequencies change;<br>malaria causes selection pressure (in Africa/worldwide);<br>different hemoglobin/sickle-cell genotypes exist / normal hemoglobin and sicklecell alleles exist;<br>natural selection/resistance to malaria of sickle-cell heterozygotes/allele;<br>survivors pass on sickle-cell allele to offspring; (<em>do not accept sickle-cell anemia</em>)<br>frequency of sickle-cell allele highest in areas of high malaria incidence;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>change in the codon (of the mRNA);<br>tRNA with a different anticodon attaches;<br>(if codon changed) wrong/different amino acid is joined to peptide/glutamic acid replaced by valine;<br>distorted hemoglobin molecule alters red blood cell shape/reduces ability to carry oxygen;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(<em>genotypes shown in a Punnett grid eg</em>)</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>(<em>phenotypes</em>)<br>(Hb<sup>A</sup> Hb<sup>A</sup>) normal and (Hb<sup>A</sup> Hb<sup>S</sup>) normal carrier/intermediate/sickle-cell trait and (Hb<sup>S</sup> Hb<sup>S</sup>) sickle-cell anemia/diseased / (Hb<sup>A</sup> Hb<sup>A</sup> and Hb<sup>A</sup> Hb<sup>S</sup>) normal /symptomless and (Hb<sup>S</sup> Hb<sup>S</sup>) sickle-cell anemia/diseased; <br><em>To award the mark all phenotypes must be mentioned.</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>Much stimulus material is given about malaria and sickle-cell anemia in the stem for 4(a), yet the final question can be answered without any reference to the stem. This may have caused uncertainty among candidates. An effort was made to accommodate general answers about natural selection leading to evolution as well as those that included the malaria information given in the stem. Some candidates inaccurately used the term “sickle-cell anemia” when they should have written “sickle-cell allele.” <br><br></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Few candidates recognized that a base substitution mutation causes the structural defect in hemoglobin which causes sickle-cell anemia for 4(b). Hemoglobin was rarely mentioned. A change in the codon of mRNA and the consequent attachment of a tRNA with a different anticodon and amino acid was just not given. There was almost no reference to codon or anticodon. Candidates proffered less detailed answers such as “a different amino acid is joined to the peptide” or “glutamic acid is replaced by valine”.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A few candidates confused sickle-cell anemia and Hb inheritance with sex-linkage in 4(c), perhaps because of wording in the stem. Some listed genotypes instead of describing phenotypes for the second part of the answer. All phenotypes had to be given for the mark. Since the guide (4.3.12) regards Hb<sup>A</sup> and Hb<sup>S</sup> as codominant alleles, describing or stating the phenotype of the carrier is problematic since carrier status “appears” the same as homozygous normal. This problem was covered by the mark scheme as each of the following was accepted to describe the carrier phenotype: normal, normal carrier, intermediate, sickle-cell trait and symptomless. Regardless of how the carrier phenotype was described the phenotype of sickle-cell anemia/diseased had to be mentioned. Those who drew a correct Punnett grid usually did well in describing the phenotypes. </p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Malaria is a mosquito-borne disease caused by a unicellular organism, <em>Plasmodium</em>. <em>Plasmodium</em> is a parasite that spends part of its life in a mosquito and part in a human. The mosquito transmits the <em>Plasmodium</em> to a human when it feeds on human blood. Mosquitoes hatch in water and are flying insects as adults. In the country of Belize, where malaria is a serious problem, studies have been made to determine what environmental factors affect the incidence of the disease. 156 villages were studied over a ten-year period.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="specification">
<p>Each of the six districts of Belize was studied from 1989 to 1999. The graph shows the mean number of people in each district to be affected by malaria per year per 1000 people.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p>The country of Belize has many different ecosystems. These ecosystems are shown in the bar chart. The white bars indicate the total area within each ecosystem with the lowest incidence of malaria. The dark grey bars indicate the total area within each ecosystem with the highest incidence of malaria. The total area with an intermediate incidence of malaria is not shown.</p>
<p><img 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PA6APQWvF6lNprs+Kn1XOQG+qHeW3f8XL927Y8//emXtmF48ybj5gDg4OD1Ah6s7m9jXYPqGjnXHg2k3sIHP/jBP/nsZ7fy+ssvv/zgwYNDFxwAHnfwOkAB5mkFgJ6C1wEK4HUA6Cl4HaAAXgeAnoLXAZqHDx/eXeeZp59+6623/hUAoM4vfvGLQ1+9CuB1gObevXvP3bqln3dfv/7GG2/8AwBAnR/96EeHvnoVwOsABYjDA0BPwesABfA6APQUvA5QAK8DQE/B6wAF8DoA9BS8DlBAZ7LhLfoA0CPweld0KrBBZd70YyBPTH7keMVeXpXukPLg7OzV116zD14HgB6B1zsRZkzRGcqPjd55vTj36x7Zbdo6vA4APQWvdyK7p3327gOC1wN4HQAeK/B6J0bDYfucrR6fV9kvl0sN3bu9NKSvk6rpcl/ZbiAsYBDSL3YN1Lzuk9R5IkF4k/HYC6Nzz2sWXgmT8dgK5qXVnfWSW5ph22K9+VbFmrSK0kn2dMK6YoXYvugSq5OOveZ4HQB6Cl7vhOohT94aNGwaCH615avVyvznibiPLQtbrnF+29DT90nTQzqmvZyvFtK7mV3hulBV6nPPa2PacrT1bb5Xy8VKrsq3xK3kvrx2b6RZ6J5OxmMvT9C8zhzv9dZesTmv2XTacq+G1wGgp+D1LdA2YmiVhtUWi0XQv1sn6Ee30nC02yh07Xt2IQVfv4vXHXfwcrk0j1qy1hzPuajXQ+Ne72CshKHkG3c8d214diHaEVaz0tbSr3m9HT3Qg7OzrSZi787tv/3bLoUBAOgOXt8FU4jZxePDxZB7s24Ik581dkNoOnjXLRVsF/7U6LqtX/O6R/JD4Nr34nw+n02ndkcSUvAC+661e93SLHo6F8xdmxvQ/pVWju5IiLoXK1a93h53Ua5fu/bHn/70JencIRIAAHsHr++Ie3c2nWofuaIitPXVau6YHBJvOnjdjR7C+O3j5nwrTWS1WllLfbFYTMZjbRCbKV2TR+L19rEOoWKL4+Y2drE/cePGndu3W3LZC3gdAPYOXt9MMcDrRqwNjA/LzS7Zai7Rljh80evBgt5/32U8vA6Ls3xV836nEnZce/07en2PcXj3esfx7V6xLeu3VBReB4Cegtc7Yc3WsMTFNpBh7T64THXireTlcqnj4ywd07OKP4ybK3pdl/tY9JrXbWEIZev/vfw6IC4kZcMLtvW6r6aD3ZQwbk5LouPmNJihQ/C8rtor1tMJTyXUovF4HQB6Cl7vSujWDcOvcid6s94tnYe413qCQ/ot/es6js/NXWuvh4fuwvKi8kNRLUpvBe4eh/dKqPVWhECFZxeecwuD/nTfi13vYeyCVk6XLna8DgA9Ba/DZXG0r+7pwvVr1xZf+tLblwxeB4C9g9fhsui119/31FPPvv/9w5s3L/XzB5/4xKF3FABODbwOl0Wvvc48rQDQU/A6QAG8DgA9Ba8DFMDrANBT8DpAAbwOAD0FrwM09+7dCyPafuVd77pz587fAwDUuX///qGvXgXwOkDz8OHD8ATabz777Gq1+ncAgDrvvPPOoa9eBfA6QAHi8ADQU/A6QAG8DgA9Ba8DFMDrANBT8DpAAbwOAD0FrwMUwOsA0FPwepzoLM94FiYce5RcWiYQe2zxWezCjG37zWLbTfA6APQUvF42rk7+DZfKXm6bWtD517uD1wGgp+D1stdrs5jD3sHrAAB7BK9v9rqJx/Sgq03G49l0av/36L238i2F2XRqyzUXizn7JholPp/Pi8ud2XQ6m04n47GtM5tOLSP7ePE0Hd8RK4NmrbszGg5toW1ruY+GQ90F2+uw+Ww6DbEN31z7OLyuwpqh4yPXpC30YlimXlp1tu6aZadLrPzFrpYMXgeAnoLXN8fhvUGpLUsVv7nQlpsUfYXJeJxzUano7YJva2iyjulNrenlNN83qYXq+2Lre5HUx+ZvX1+9HpLyza20q9UqxDY8d8vOl+u2itaq7rIegqB5La1XYDiOvgtaG5qXV1eRD33oQ3/zxS/eu3evtgIAwHGC18vj5oJFTAY6obj//3w+D3oYDYeLxcJs523u4HUVtt4faOR/sVjkPv5gI83C1w/3KF7UIFr7U/9jaMnVoPkGyCMWGrrQhbqblmweOVis3rB3WmO5Wiyj2sjEmtfbuXHjxkc+/OH3P/PMV7/61S7rAwAcCXg96spaq7qCyyAH55uLBnT4nM/noRWb4/Cevv2p4fSWWHG713X9cL+S99T/bBGqijB3VOcIQaiivDt5yILWZL5Dsq90N0MXg0bdvY9A09Fi1/ogMk/cuHHn9u0XX3zxtVdfbVkNAODYwOuFZuhoOCy215tS09A6vHOyu3l944NwXbzuRrfcPbx/eV5vLoINmpTFLdp3p9nJ6y3x80bkrV3sYZ2NXex4HQB6Cl4veN2WuM+C2yw0rd3MxSfitvV6Xl6ki9c1Kt5cRBTynvqf7XF43/eWOHxzcX8T7oGKdzyBjnH4WliihofrW9Yvxg8MvA4APQWvl8fNmQt96HXoDs9iDp3Q3v7eyus+Es2WF5+h7+J1Xccbr3lP9c+WcXO671qkUFoPEoQlIX7e0r8eajKMm9MaGw2HvoNWz/mBBR+mp14P/fQtARK8DgA9Ba9X3wTnOgxu8+ZvXlmj3zt4vVnvPC5Gmzv2r3sio+HQh8u1eL1Jz7mFYQROfs7NUd1qFu1B7+Jt0yA95xYiGdp5v7H2fLUwiKGl1wOvA0BPwesQ4Z08jYyH/8pXvnLosgAAbAFeh/j8W37PzGOIPb9+9+7dhw8fHrosAABbgNehadYj2Ei94X1zANBb8DpAAbwOAD0FrwMUwOsA0FPwOkCzWq1eWue9v/Zr3/rWt/4ZAKDOT3/600NfvQrgdQC8DgC7gNcBegNxeADoKXgdoABeB4CegtcBCuB1AOgpeB2gAF4HgJ6C1wEK4HUA6Cl4HaAAXgeAnoLX90yYu93Y40wqPkl5bRq6FrrM796Sr85WZ9TKoPvr07WFmegcn0l257JtZIeU8ToA9BS8vmd8ZlL13wl4vbhtlzJs9HqeCna/6PS13cHrANBT8PqeMdWNhkOdPQWvN3gdAOBKwOt7xuc81Wh88LpOnqay9Ih0iOSH5UWvT8ZjX6cmWs2uVgZNx3RohS9O9ea7GbLuHocPeekSzWtwdjabTjWL0XAYNgwVNZtOwxIrT86xCF4HgJ6C1/eM69aMkj1nFvT1XeG6ftM0o+FQzWTLPRjQrHt9Mh67MsNk6oorvFaGoF63Y9PaXncB+8TtW/Wva3tdb2gm47GnHDTvlaP1E250vMDaXte8auUx3vfUU8++//3Dmzf3/pnNZrVMAQAeHby+Z4Jus+eCdBeLha0zGg5VnJaOJaJtd3enZ+Rr6jquPcVVVytDaOhPxuMuXvekvCS7ed1DEcUCeyV4abWc5/N5rVOg5vV2rl+7tvjSl97eN/fu3RvevNmlAAAAu4HX94zaxfR2Pp+75zSmHQLCxeW2vgo1x+E11OyfokEtqZYyeBY5nRavu0r9z928nlfwr2o9CCHq7p0Imo56XeuqfVjAEzdu3Ll9u2WF3Xj77bfxOgBcKnh9zwTVmYS8XWvCKxplY/DcE8xeD+1XQx1mnlOvF8vgyrQ/Nbx/VF5viZ/rjmtHRlhnYxc7XgeAnoLX90yOBnsj0uPwxUHptRBxxzh8l4HxGtYuliEsHw2HV+n19ji8595xfLvf7rSsX7uXavA6APQWvL5nsmU97q3j5nQcu+rHNWPDv8PylnFzefR4LttgfdxcLkMYVnbFcfhQ8jBurnbD4Z0dYeChBxvU66GfvuV+CK8DQE/B63um2Hr2aLz+WesJHqSnvLZ9zq02NKzWSx3G0nsQW4fNX43Xm/pzbiF3fc6tfac8zTy2oCXIcf3atT//3OcW++aVV17B6wBwqeB1gAIf+MAH/uiTn/zMCy/s/fM3X/zioXcOAE4ZvA5QgPfSAEBPwesABfA6APQUvA5QAK8DQE/B6wDNw4cPw4vhfvPZZ1er1b8DANR55513Dn31KoDXAZqvfe1r4S3uv/Kud925c+fvAQDqfO973zv01asAXgcoQBweAHoKXgcogNcBoKfgdYACeB0AegpeByiA1wGgp+B1gAJ4HQB6Cl4HKIDXAaCn4HWAAngdAHoKXt8PYeZTZTQc2tyjHScO30htYjRoZ6v6x+sA0FPw+n6w6VN1alFjNp261/cFXt8NvA4AjwN4fT+Y12fTqU+yboyGw8l4jNePAbwOAI8DeH0/mNeXy6UqfLFYnM/n7nX3ymQ81qD9aDh031g83z6LxULTt4V295C9vlgsRsOhruYpa1JWhpyF/b+YtZV2cHZmsYfz+dwWzqZTXdn/HJyd2c2NFUYL6ZuvVitfuXaPolVhW9WqyCrZdnY2nYb68T9tB0MV1fjgBz/4J5/97EvrFPtZAACOCry+H8zrTdOoySbj8Wq1yl63r2x9lV8QoftMl1siRa+b1Xxbv3XwfJfLpd5PmIl1fU3KVpuMx56Xre9eD0m5Jm1zU7veInjuJnVfrtuG3bH/2/r5XsGX20JNsMXr/pUfgiLXr137409/WqX+/PPPf+aFF2rrAwAcCXh9P7jXZ9OpCWa1WtmSotfNSWZHbTRrGN+a4E3TjIbD0ICueV3XccdbXibU2iahTWwl8Q11uXvdy6DeNVylqlhdGDomwuZ5d5xQFZZ7uB9q97pumPN1nrhx487t26FIeB0Ajh+8vh/c68vl0ixyPp9ryLpJXgktbA1N66fFmspGr3sKISPTdoi9259ZriEObwtDGCDURs7CA/vFHgHNy+P/xR3J2RXrR70eGuj5LsHB6wDQU/D6flC1eCPbQ9lFr1tY27fKjWNdvhevu9FNZhpvvySvNxfuDH0QGhtox7vDz+dzvA4AsBG8vh9ULWHoVtHr5kL71yVXbLY2e4rD25g+3VCfuS96vT0O39KM1oxsUJuuv8N4fkskl9O/VWH7yl4VxOEB4PEBr+8HVUuwddHrHl7WUWbh5TZhbJ0OgtvN67mQ7V5vWsfNaR+5DsHTPWok7B+WeP2E9b0+dXf8HQDFoYXB6xqHsN1Ur3uxi7dHDl4HgJ6C1/dDUIsH4ZuS18MbbEyKtr4+xJXb1oPW59y69K97p7X33Ju/a15v0nNu7vsw9i0/56aFCQHwYh9/QBPUvPLzb6HydVsrp8bh9aucqfNrv/qreRDAX33hCy2bAAAcA3gdtqDWU3B68F4aAOgpeB2qhAfN83tmThi8DgA9Ba9DG+H9dIcuztWB1wGgp+B1gAJ4HQB6Cl4HaL65XD5365Z+3n39+htvvPEPAAB1fvjDHx766lUArwM0Dx48uLvOM08//dZbb/0rAECdn//854e+ehXA6wAFiMMDQE/B6wAF8DoA9BS8DlAArwNAT8HrAAXwOgD0FLwOUACvA0BPwesABfA6APQUvA5QAK8DQE/B6z2mOMOp4ZOQ2kSlxQnTtiLPmdaSeJhBzmZdq0277q+qvbwZZXZIGa8DQE/B6z3GjJh1aw5un4d0W7byurLR677CJRFmsO0IXgeAnoLXe4wZ63w+D+3R2hztj8Lj5vWPfOQj3/j6198WLqNsAAB7B6/3GDPWarVSXy6Xy9l06hJ19c6mUw3aT8ZjV7JO2qaKDctrXrf5W+1jCXaPw+fJ4vxPzW5wdmbl9yxGw2GeZU4LPJtOwxIrT8fp6Z588slnnn56ePOmff7ze9/713/91x2OCQDAgcHrPcZboqPh0BvNs+nU1J77102NjdwQhP83F239sNwSqXndl8+mU/v/Vv3r2l7XG4vJeOwph9y9kFrOEDzwDnttr2te7SGNJ27cuHP7tv/52quvvvjii7WVAQCOB7zeY9xY5/O5qrERaWXbWUvd1x8NhxrGt/WbppmMx9p2d2crtrLHAHzb3byeQwLuZi3wYrEIq1lRa50CNa+3g9cBoKfg9R7jxlqtVqa6xWJhDdma1+1P9XpV68EAACAASURBVKvGpTWcHgaod+lf9z9383pewb/SwmjYP0Td7ZYl7KB6XcPy7cMC8DoA9BS83mPUWJPx2DrazaY1r7sUPZHak3LH7PX2IYEub+1QyHvX3sWO1wGgp+D1HqPGOp/PNVRe9Lq3wrV/uhaa7h6H35fX2+Pw7vWO49s9XN+yfu2epsHrANBb8HqPUWOZSt3WRa/7Q+22UIeVud7C2Dpb3j5ubl9eby7Gvdv/w7g5DR7o0/mWlz3sp4XxN/NoLYV++pZo/LuvX/9/JpPPvPCCfT760Y++9NJL5cMAAHBM4PUeE1qiHoRvSl63vmdf2QLytr72Oqu8Oz7ntkevN/Xn3PIz+r5mses9jyFYLBZWsC5d7L/1W79l9wrO/fv3aysDABwPeB2gAO+bA4CegtcBCuB1AOgpeB2gAF4HgJ6C1wGa+/fvL9Z531NPfec73/kBAECdn/3sZ4e+ehXA6wDNt7/9bR/6bp/3PPnkm2+++Y8AAHV+/OMfH/rqVQCvAxQgDg8APQWvAxTA6wDQU/A6QAG8DgA9Ba8DFMDrANBT8DpAAbwOAD0FrwMUwOsA0FOOyOvhZeOPTvGV5ruR309+eRTfst6RyXjs86Zsi78Nfo972qU8xez8Re47785GVqtVS93idQDoKXi9E4+D12sTtl4qtUxrk8Tsi411i9cBoKfg9U7g9UsCrwMA7JfeeD1P36muzTOWns/n6nWdctQ3tIu7fqUXep8J1Gb/zF43idr8pyFibPuSl+s8oeotXW7ZZa/bzOi5nLlI7WXQyUw9KV2iCeYqWq1WXhJNtlg8LY/OrOrzweeqsK1CUi2J6wEtrqZ1a+dDqO1iTeJ1AOgp/fC6Xn8n47FdnbVJZxd0u5TbVXu1WrnXQ8q2sq/p7jfh2f9Hw6ELyTRT9HrI1Nax7FQ/Vk5dx4qhmvHlbj71uq+c1w9FsmLXypBvgDzZYtM5VJFWRa14loUt9/Ko4PV+q0t7vSXxcFiLVaR15cXY2F5/5plnfvdjH3vu1i0+z9269dJLL9UqCgCOjR54PYfT7UqtijINmyEWi4Wt7xuGNH3DIEi/IbCS+Po1j7os/U8rgP8nJDubTkOQ3NRyPp9rOlY89bqnoHVSDFOrR4tlCFWxUbHBf+FYjIbDxWKRHelWLnpd2ej19sS9ElqqqHjsNnr9+rVrf/WFL9yFu3dv/+3fDm/erFUUABwbPfB67mp1GdileblcjobD5XIZXBIkpNHXYqDb/6zdSYSCBVf5nxpw1rCwhpf9s1gsQjq5f10j6iGkXCtSrQyaRQi87+b18/k8HzhfLcQPQjFqmTZy0LsknvdIq0j7HWr7lXnixo07t2/Xvn2sePvtt/E6QI/ot9e9H901r9drba9rL2xuEFuye/R6LUhedFhHr+cNw51KlzK4/7yKrsbruonfV9UybXb1ek4n15WeEni9C3gdoF/0wOstlrVY62Q81t5cv777huHOoDYwrebRljh80eu1mHNtjHfHOHyXgfEbyxCWa3Xt7PUucfiA33Y8YhzeE+9YRdofgdc7gtcB+kUPvN40zUCGXutQL2+E2Z9mxDw+S23kDdYWrzdNMxoO3bUt4+aKXrcsfP1wG+Ea8yFgYXmxeCrgULxikWpl0HsLH+Xuae7m9VC84rg5HYeoY/o6jptrTzyv5lUU7sk8PoHXu4PXAfrF0Xk9fILtcr+yGi5fxHVQmKfgq7V4XTdpf86t+GexA7sp9fHn5V2ec6s9pN6lDFqTGxXb0etNh+fctDCaYD6mTYptbEy8pYpq9WC3a7WavH7t2p9/7nMLWCxeeeUVvA7QI47I6wDHw7P/5b/80Sc/+ZkXXuDzmRdeeOWVVw59QACgK3gdoADvpQGAnoLXAQrgdQDoKXgdoABeB4CegtcBCuB1AOgpeB2gef311/OzGF/+8pffBACo8y//8i+HvnoVwOsABWivA0BPwesABfA6APQUvA5QAK8DQE/B6wAF8DoA9BS8DlAgv3cWAKAX4HWAAoOzs1dfew2vA0Dv2NHrtSlHd6Y2r9e2LBaLfC3uPs/pI+IzkTxK/fgcMLUpSXYgz3WbWZTma987W02out9KyFm0FAOvA0BPwev7ZC9e33vddqE2Ufre6XgsLrsSNhYDrwNAT8Hr+wSvbwSvAwBcKvv3uplVZ08PrlWF2OV1tVqp121i7DBwySLJNl13mLFbJ9i2FUKRLBffVic+t0ivLtSZ2jURLVJxavDJeFz0us6trhtqRfn87rrvwTqj4VA3sbmxc23obi5KU9HrJOUh0xyr17rVwuty22XbTU/cVvB69j9bjoWTK6Fl/nXdkeJq4dg1abb7pgReB4Cesmevm2nsSu1X8KZp1DHqj/P53NJxr4eUXRtmAr8Kj4ZDW27CsIu4X69DqcJyS8oKGWTmyTYXkvDlnrXl6CLRffHS+l5Y1r7vvn7QnuZVq1u74bBNNC8tnt7WaDnd6yp4LUOxvR4atZ6L1rkvt5W95O1eLx4LRStBK9lOMMva9K916KtpteuxC8eF9joAnB579noIp3tL3bWxXC4n4/FoOHSd2Pq+YbjE+4ahIe43BLPpVIXU0l7Xi7hnp/cKOYZfK5U7IycbvB6K55uEBDXrLnWbbwssF72HaEo6rw2g6+J1J++UC9tzb/d68ViELGoC9q8sQKJF1VrNt4xdds0pxmwAAI6fPXs9eMWv5ovFwnQym07P5/PZdLpYLPTaGi6+Gqe1jIKQ/M/anYSSL/pFEWbnBdtpfPh8Pg/qakr966FPIYTHNSDsSe3m9cl4nF3ltaG7VgxB1/rXPbIdohobTdnu9eKxCPlaJeRK9n3RMmu/gH9sNe288HQ2ep330gBAT7kir2s/uml+Mh677JsUSXY3e5vssF43Pfsub+X1Yg+uG91y1/6Ly/a6b6IFaB8359bs3gI+iNdr5Te0CY7XAeBUuaI4vH9lV2QfY5V7iMOdwWg4bPf6o8fhPbtaHD6oJYwb2BiHL1ZUWK7dzDt7PdfexvC7116X8fDuzi5B++Bvv3HZbxw+DMDs8siD94PgdQA4SS5l3JyOYvNLdhjqZS3gPCYrjHLaGIfX0WHt4+bCADf7f+02wnNvSsPHfL90vFvLuLnQhb9cLvP4tb14Xe8PiuPmdHBZI8MLiqoO4+PCoD8dl16MFgzWxzmq14vHQgnj5nydMG5Oy6yrNXIoc/0Xby8CeB0AesruXs/dmaaT/JyboZpp0gU9jLUeXDxA5avVvB426ficm38VvN5UnnMLD4/piK2tnnNTGWtGOujsUbyei5qrK4wSsIV+1EKmejRrzxbWGta6ThBq8VgooRJannMLW+nJ017/Vg+1KAVeB4CewvvhAQrgdQDoKXgdoABeB4CegtcBCuB1AOgpeB2gAF4HgJ6C1wEK4HUA6Cl4HaD59re//ZkXXtDPe5588s033/xHAIA6P/7xjw999SqA1wGa+/fvL9Z531NPfec73/kBAECdn/3sZ4e+ehXA6wAFiMMDQE/B6wAF8DoA9BS8DlAArwNAT8HrAAXwOgD0FLy+mS5znW1Ffin9brRMSttlZrNHxN9XX3uhfRf8HfJhSjd/qft+az5k0VJLefqDU/1cUvUCwKHA65vB60X24vVa3T5Kml3YWEuDs7NXX3vt5D94HeD0wOubwetF8PoJfPA6wOmB1zfT4vU8KWqYTzZPrtqse11na/UNzWo6A6wnuMOktD4zqYW1dWFxUtowsanuu8/xanOxZ6/rtlpsne/Vdz/MVJtzcfW2zNOqCRZX0yJZDeuSEP938DoA9BS8vpma11WrPru8NgTt/zpTu6XjHtKU3cfNhZ/c/b7cctHEa1735VZIs+ZgfQ710XDouVuOnp1nbT62HPOs88HrOou8Lbfs8mzxnleX9rqnk8sTkvXVtCRaJM+O9jpeBzhV8Ppmau4J4XRvqXtDdrFYqMNGw2EwjTZSm/XItgrYbwj8P55jlzi8J6vN0xzDt9VCkTw1+49+m70eimfr2La6ULPe6PW8O/6V3mfk4p3P5/ZtsdcDr+N1gFMFr2+m6J4sBteVG2UyHi8Wi8l4vFwutc0aTKPRY/e3BrH9T43qN63962q4HCdoUn9B3k0NkturVYv3Ac26aDXYrhHyJoX3rYQbvR7a+lpy3Va7J0LUXbskQi0xHh6vA5weeH0z23pd+9Gbpjmfz2fTqcu+Eb+a0d2vHhg/rNfN6Bqv7u71Yne1G91yt6Quw+s5nVwG7WJv9/oJP7+OzgFOGLy+mW3j8M1FjNrNNBoO1XmD1BPvy9u9/uhx+NBxrhvaamF5GDewMQ5fHMQelmuX/yPG4cPohI1PAfhe4PVDFwEALgu8vpn2cXPmJ/effaXDypqLFrCOSy8O6drodc2lfdyc32Go+8ONiN1taIGb1D7WdvZkPNYR+9nrOvSvkTFuesfjAfOOXteyNWncnG6rq/nehaF8Xht4/dBFAIDLAq9vpthtbF/l59wM1U+TxsGFiPTg4oErX63m9Wan59xyvk7xObfwtJgOm9/qOTe9PwiPtA1KTwQouQa0SF6YsG0eqdCkrndfWW+kMngdAHoKXgcogNcBoKfgdYACOUJzYp9DVzAAXBZ4HaAA87kBQE/B6wAF8DoA9BS8DlAArwNAT8HrAAXwOgD0FLwO0Dx48ODuOs88/fRbb731rwAAdX7+858f+upVAK8DNN9cLp+7dUs/775+/Y033vgHAIA6P/zhDw999SqA1wEKEIcHgJ6C1wEK4HUA6Cl4HaAAXgeAnoLXAQrgdQDoKXgdoACvXAWAnoLXTw2dOc2nffNv87TrmTDn20Zq0653pEuR9sJWGQ3Ozl597bVXX3sNrwNAv8Drp4ZPn+q0zEaa0bnSO4LXAQCOB7x+amSv23znPm15O3jdwOsA0FPw+qmRvd40zWQ8tia7uu18Pg+xel2yWq18q5DI+Xw+GY8t4D+bTs3rk/HYNtRNlsulJ1hbbpnmHcnFy8uty6BYHl/f/7R9983bb1/wOgD0FLx+ahS9buZrxOsqeG3Qa3u9xevu1KZpZtOpqtcVbvL2OIG5Pyy3rLM7W4qXl+fytHjdv7JbgVo14nUA6Cl4/dTYwethzY5e9+XBo57yZDzWkpiGV6uVNak1x3avh70Lw/pWq1V7eYLXQ3lq3RM68PDhw4fFdQAAjhC8fmp09HojI+eDZbt4XVu6wdPu7zwy3zwaStii8FC8molzeWpeDw30fJfgXL927c8/97nFYvEb73vf22+/XVwHAOAIweunRvf+dcP7m72LfY9eL1qzo9dz8a7S60/cuHHn9u2maYY3b+J1AOgReP3UaB8P3xJ+N/mpI4OwR8Nhzeu1OHzx+boucfha8bQfXb/V8vjKhvfrbxWHx+sA0FPw+qnR/vy6uy3YtOhsXcc2rHlddetNfxsf58sttdVqpctr4+ZaiqfLLa9QHivqarXyMqjXvSrc90XwOgD0FLx+anR/35z5uNiH7Q1ZfXqtPQ7v+Wp2+jyb+rjLc27F4jWVx/NCgN23tTJrHF6/aqlGvA4APQWvAxS4fu3aX33hC3fv3n3/M8/gdQDoEXgdoMD/9Ru/8bsf+9hzt279tz/8wwcPHhy6OAAAXcHrAAWYpxUAegpeByiA1wGgp+B1gAJ4HQB6Cl4HKIDXAaCn4HWA5mtf+9rw5k39/Mq73nXnzp2/BwCo873vfe/QV68CeB2gefjw4dvr/Oazz65Wq38HAKjzzjvvHPrqVQCvAxQgDg8APQWvAxTA6wDQU/A6QAG8DgA9Ba8DFMDrANBT8Ppjgc6hEqZI2Re1icy1DMWpVmwqmuIErPtih5TxOgD0FLx++oT50Mzx+82i5uwu6+SJZfdLbcr5dvA6APQUvH7i+OSqik9nvi/wOgDAkYDXTxmbTN1mUs9f2X90KvTaNOeaSJ7+XIP8to7OAe9h/6LX8+zsxf4CK5stt5JrFr6ah/R9X3SJ7UJxPvgMXgeAnoLXT5mNTVWTujs76NBXm4zHZlldrjcN6myNENg6rv+N7XVfWTO15ap5jTdYkVarle2L3694h72WWfNqjzHgdQDoKXj9lNno9RCldzW6HY3z+Tx7XVFHhm1dpRu97rk47mb1/WKxCKtNxuPz+Tx43al5vZ0PfehDf/PFL94V/vmf/qnLhgAAhwWvnzKmupYVgudC3F5D9DnGHsbiBWdrcN7W3Oj1vIJ/paPlQweBZjEZj+1PTUe9rmH5fAeg3Lhx4yMf/vBzt27551ff856W9QEAjgS8fsrU+tdddTWvu9FtW1OppuByzUo2o3uT2mPme/R6+xg9l3exT8HY2MX+xI0bd27fDpu0ZAoAcCTg9ROnOB5+Mh6bGmtx+LC89micK9aVnO8kurfX2+Pw7vWO49s9XN+yfm1QYYPXAaC34PUTx0SrkrZgtUWhTeSuzKKDvfnbpIZ7sS2uCVpeHb3erD9qH8bN6btlRsOhdudb2MAH0Pnmto56PfTTt0Tj8ToA9BS8/ljgHc+D9L652nNuur4Om88d55rIarXSPuzz+Xw2nVqOHZ9frz3nFt4Zp8+5FbveNS9fzW4CunSx43UA6Cl4HaAAXgeAnoLXAQrcuHHjmaefHt686R/GwwNAL8DrAAU+/OEPf+PrX39b+MlPfnLoQgEAbAavAxTgfXMA0FPwOkABvA4APQWvAxTA6wDQU/A6QLNarV5a572/9mvf+ta3/hkAoM5Pf/rTQ1+9CuB1ALwOALuA1wF6A3F4AOgpeB2gAF4HgJ6C1wEK4HUA6Cl4fRfCa8a7zOfdQn75+WOFv0/+8iphh5TxOgD0FLy+C3k20jxDOXQkzPuydzrO6xrA6wDQU/D6LmSvN62TeUMLeB0AYI/g9V3Y6HWdzDRMCu4LfWUPQU/GY5vMNM+a6pzP57aazkaa09QZS325FVvnUdVd8JlPbVsrks2wrivrLth++UysWhW2eW0SWF3TP2FJmKfVi2GZ6jytvprummWXdzbnWASvA0BPweu7UIzDu7fO53N10mg4NPvqBOTaiFSvZweHrE261sD1bv6Qb2ihTsZjW27re9m078D87eur10NSvgu2+Wq1CrXhueus7WFbRdvrvmtabFseqtRLa9mtVivLzm+hfBe0NjSv2nzwBl4HgJ6C13ehOG7OJREG0Lk/aiJRr+sKk/E4B6jzTYOvY2LLBfBNwr2C/elGDHun7XVNXxO3yIH+JyzU8nt2YY98F8Kuac2o7xeLRVjNMsrF8/WLXm8HrwNAT8Hru5Db67ZEnaERYNVqHvsd4vC+PPxpbPS6i01j4O57Lbb/2SJUTT93VPudin+lWWiovBj5D7uQ73v8K62x0MWgUXfvI9B0tNh6UNqfX8DrANBT8PouFPvXg+Raup9dP97ju1+vu9EtfY+3X57Xm4vhBZrUaDjs8oDZDl5viZ83Uv/axR7W2djF/r6nnnr2/e8f3rw5vHnzw7/zO9///vc37ggAwDGA13eh5nUTSQj2aj+x4mHqvXs9bGgjznKx/c/2OHwtHhBKaLuv6xfLn+kYh3evdxzf7uH6lvWL8QPj+rVriy996e2333777bd/7+Mfv3v37sYcAQCOAby+C7U4vI8Y1zF0HofX7nN15969ngfotXu9aR03V7tH8XFzmnteEuLnLf3rzcW495xX6LnwoYiN9ID4ADrfPPQRNKmfviUa/8SNG3du37b/P3frFl4HgL6A13ehOG4ujEfzjl71h3Y5+/qX0b+uXfs+Lr3F61o2E7D7Pgw0y8+5aWFChDz38WdCFmFQQqgi3SrXpHa9a0l8tXDgWrrY8ToA9BS8DpFiL8PjBl4HgJ6C1yE+aJ4H+j2G4HUA6Cl4HZpmPYKN1JumuX7t2h9/+tMvvfTSSy+9NLx5E68DQF/A6wAFbt68+Sef/ax5/eWXX37w4MGhSwQA0Am8DlCA99IAQE/B6wAF8DoA9BS8DlAArwNAT8HrAM3Dhw/vrvPM00+/9dZb/woAUOcXv/jFoa9eBfA6QHPv3r3nbt3Sz7uvX3/jjTf+AQCgzo9+9KNDX70K4HWAAsThAaCn4HWAAngdAHoKXgcogNcBoKfgdYACeB0AegpePwx5OrhLmmdFJ3HJs6J1x180q+XMM7LnTH26Np09VvGZZHcu20Z2SDkfoMfncxmHAACuDLx+GILG2ucCfxT25fXitjWvKxu9nqeC3S86/3p3Bmdnr7722mP4wesAfQevH4bihOKX0WDF63gdrwM8VuD1w9Di9cViMRoOJ+Px4OzMRGj6tM9sOvVNPIKd49i+0OLn2es6gZtuaPlqSNbuDAalqd6sYJqUOb57HD6Hf4t52Y5rFqPhMMeNtUKsonSJV0KXgDNeB4CegtcPQ47Du/NMRd6EDZOju7FCW9m05+v45ua/4HUzsRamqF69jWhpr7uAfeL2rfrXtb2uJZ+Mx55y0PxoOPSCeRdGqBAvsLbXNa9aeXzzgysWrwPADuD1w5AHK7m3Ql/7ZDzWNrrbK0S/3V7W3A/rB68P1oe/+SYhTc26xeuelP3Z7Or18/k8xAO0wO7jsINWzvP5vNYpUPN6O3gdAHoKXj8MWZMhdOzLg4pUmc16kNysFvSZ+9fDJjkorXF1T6pL/7rec+zg9byCf1XrQQhRd+9E0HS0PjUs3z4soFhFj8mnpVoA4PjB64cha9Jbqx297nrWaHN3rxet5sq0Pyfj8XF6vSV+3oi8i/dJvjvtDhucneXn13EeABw/eP0wFL1uugoeqsXhgwVNyavVqmMcvjgwPiy34Xu1Ajf79np7HN5z7zi+3euhZf1B/bUBeB0AegpePwxZk4PSOK/mQpa+sjdD1YI+YN4UO5Dxbi3j5rQL35IKw8oGVxuHDyUP4+ZqNxyW1/l8nscl5PukwXo/fS1u0eB1AOgteP0w5E7N4Btdufacmz7rZXpT/Xuy2etNpRM9ZKTD5q/G61ry8JxbfizQ12zfKU8zjy1o6WLH6wDQU/A6QAG8DgA9Ba8DFMDrANBT8DpAAZ4BA4CegtcBCjBPKwD0FLwOUACvA0BPwesABfA6APQUvA5QAK8DQE/B6wDNvXv3hjdv6udX3vWuO3fu/D0AQJ379+8f+upVAK8DNA8fPnx7nd989tnVavXvAAB13nnnnUNfvQrgdYACxOEBoKfgdYACeB0AegpeByiA1wGgp+B1gAIf/ehHa6+c48OHzwl8Dn2NuUTwOuyHMFWaf2oTnO/MoDJ5/La0z+M+ODt79bXX+PDhc6qfE1Y7Xof9oHOzXip4nQ8fPo/+wesAG8DrfPjw6dEHrwNsoN3rJlH/mJhtk9l06hF7+0o7wCbjsf3/fD63pNTro+HQVx4Nh7bwfD4fDYfn83lY3jSNZeEJ4nU+fB7bD14H2ECL182mq9XK/jSR+yaT8VhX8z/N2ZagpuBen4zHs+lUczf3m7D9PmA0HNpqlogl6KMBaruD1/nwOe0PXgfYQHHcnLfLdU0PgNsm3vjO+nfHN03jSq4la2305sLrvvx8Prd0ZtOp3wfk1QJ4nQ+f0/7gdYANbOxfD+JfrVZhk41eN52H/nUP41tIv7mIw/sK/qeL39jYv86HD5/T/mx5kesNeB32Q4vX3ejmYxPqo3vdjO4K93j7vrzOe2mOnBO+LgM8Cngd9kOL14OhLQD+iF7P2Q02tde3jcPj9SMHrwMUweuwH1q8rqL1EemP3l4fSEDehs23e93H2zfdxs3h9SMHrwMUweuwH9r71/WBNB8u94he1yfizufz2XRq/q55vdnyOTe8fuTgdYAieB2gAF4/fvA6QBG8DlDg4CN1+XT5HPo0AThG8DpAAeZpBYCegtcBCuB1AOgpeB2gAF4HgJ6C1wEK4HUA6Cl4HaC5f//+S+s8cePGi3/2Zy/1h//3f/yPv/zLvzx0KbagdwX+s//5Pz//+c8fuhRb8L/+4i/+11/8xaFLsQW9K/DnP//5/+/NNw999SqA1wGa1WoVfrG//uu//tn//t8PcrHYjeHNm5954YVDl2ILfvu3f/tTn/rUoUuxBb/38Y//wSc+cehSbMGtW7du3bp16FJswR984hO/9/GPH7oUW/CpT33q93//9w999SqA1wEK9C4O/9ytW3fv3j10Kbbg+eeff/311w9dii148cUXX3v11UOXYgvMPYcuxRa89uqrL7744qFLsQWvv/76888/f+hSFMDrAAXw+mWD1y8bvH7Z4HWAPoHXLxu8ftng9csGrwP0Cbx+2eD1ywavXzZ4HaBPfPh3fuf73//+oUuxBZPJ5Lvf/e6hS7EF/+0P//DevXuHLsUW/Omf/ulXvvKVQ5diC15++eVXXnnl0KXYgldeeeXll18+dCm24Ktf/epsNjt0KQrgdYACP/3pTw9dhO2gwJfNgwcPHj58eOhSbEHvCvzw4cMHDx4cuhTbcZynMV4HAAA4HfA6AADA6YDXAQAATge8DrDGbDr16b1n0+mhi1PmfD73Qp7P5758sVj48tFweMAS1lgul4Ozs9VqZX+uViudT92XHwOT8TjX5DEXeDQcWqkm47EvPM4CT8bjxWLhf7YUUpcvl8tDFPb/FE+X1H6Adnr758pL+n/A6wC/xLzol5Xwoz0S7Jpi/7crjhXS/u+Xy8l4rNf3IyFcuEfDod886X4dnNFwWKzJoy2wmvJ8PvdCHmGB7YZJvV4rpNZ8+G1eGX7P4UtqP8Bm/Yoxm04PdW+N1wF+yWw61Tb6+Xx+hGqcjMd6t3E+n9vlY7FY6HXEmg4HKF8du9L51dmuiaFxdqg2mWIK8T+9nEdb4FAwP/THVmBtl7vXWwoZSqs3W1eDtst9Ye0HGH5xeb+uDLwO8EtGw2EIax9nNFvxy8psOs0B2COJuzYXstQ4fNBnc4gLd5FQk87RFrjm9WMr8Gw6td+Xer1WyNBl0yShXgFWgFxCxX+A/h/d/CB3Trsr8QAAH31JREFUUXgd4JeEq94RNnkzk/HYYgwh2NAcunEWsMIEr4fr4NVfuItYMXykhRfyaAvcpDi83ZccbYGD14uFzL++fIZfDe1e9x9gDu8d6i4KrwP8ktDtl1sMx4Zecfz64oTdOSBeNq3S3L7Ju3AQQgewi+doC2z4QD/tqz7OAmv11gqZbVqLo1w2LV7Xr3LxQvzvysDrAL+kX+11K563yI+2va4Nsr6014t3SEdbYIvD+7F22RxtgU+jvR5+gLTXAY6RcNU75v71MPq9SZeV4+lf93akfooX7iPprs7y0x7fvPxqS1egZpSjLbCeurVC5hP4UDclRa/nH2C+XNC/DnB4ejEevrkYphsu0Mc/Hr5Zb68f22htJx93K1iPClxT45EUuC/j4Y3s9eIPkPHwAMdI6FA/nv5pxa4pxatzeH79GHpSA6GGtZC5n/WA1ALFx1ng2nj45lgLHH5ZtUJqj3X74LVLJWTd8gPUDvVDjQZo8DpAQIPGx9lYzzFtv+jo47ZH2FhvktfD+7mOoSnp+OvbchTkCAscXtnmy4+zwMUBqrmQYacOdZMdvN7yA9QXPh6wFwyvAwAAnA54HQAA4HTA6wAAAKcDXgcAADgd8DoAAMDpgNcBAABOB7wOAABwOuB1AIDN+DPWR/iqIgAFrwMAbMZfUnQkr2wDqIHXAR5Hwhu+Or6SbGNT9eAvr93hLXvL5TKo2mdeH1zMebparfxFhI9De321Wh3Jm+lgB/A6wONOxxdZd3H2Yb2+XC63zd3ub9Tr9ipQnSPApp7TV8Tvq8DHSZj1FXoHXgd43DkZr8+m060a094uV68X5/TTOwa8DkcOXgd43Mle9ylPdFqwoEAN3fvmNa+HCWnMGdZWNrlasjrPhxYpTKdRk/doOOw+04bl1aRZznRKrkYmc2tvr2+cc8XnDgnW1D/DNCdek6Ph0G9BbE2dnai4yzZVuR9Hn+2+pYTe4+BLvB58iVeCrealatY7Lx6HropjBq8DPO4Er5tF/KtBacZPlZ+5wS7lRa+H6bAm47Hpwb1uy00VroTZdKqrub20SMpqtSqOaAsLz+fzYJ3s9TzVWCP3FrkhW5yd0zYMwm5avT5YnxzWl5uetQL9eGkuionflltS+d4rbOvJhhKq4O3+zNfxNLUOw/GCqwevAzzutM9y7dJSZ4erdrvXw8rugOCVEAC3ZJfLZdi8Ng/3+Xyu7WzN3ZVTXCd4fVCaQrTdUqGJ77ujd0vBiNnrIQtdTe+0dG51zyjXeThYmqP1LDQXbfqQ42q10vV9Zd3ZxWIRbsKOZ2Z3aPA6AKiB8gXaDZGdrdHg7P5AGIHfJGVqajmiG2LUWbTWC17LejIeLxaLWh9Bl/Z6C9pNoLuj1vR0WtrrXoCw+3rfELokcp+F597ide9ZyEnZHYavr9F1Pda52Dl6D4cCrwM87uzgdXOwb9XudTe6NwFrXq81uFVyYby6027fmtTzLodieP96F/SuZQevm2i1n7vo9S7l6ej1Ykd48Hqx3mpj6/w+gC72A4LXAR53to3DBx/bJb7F62Ghd5DnjvPikLRiQDt43VrktR3cqr1eHA9fS7mICa8Wh/cVvGz2Z6h5HbWQRzNs7L3u4vVacCXE4Yu3Ee1j5mt3A3A14HWAx508bs7/LI6bC9d0a2W2eD3fNxS9rvcHjQwcy2OysthannDbtn89lKpL0zMX23upbVsdN9es95f7ALecb9HrjQw89DW37V/X8Q3aR57710P6vklYxwc55gqBqwevAzzudHnOrVlXsj63tlgsfCh1rQnoK4+GQ2+h5qZnrRNdyxNGbPkKtSbstuPhm/We/i6N9VqxdbneIelyHfeundn2JhyrzDwuL49sCHTxelMa9KDpewq6jo7w1/b6xiLBlYHXAQAundowfoC9g9cBAC4dvA5XBl4HALh08DpcGXgdAADgdMDrAAAApwNeBwAAOB3wOgAAwOmA1wEAAE4HvA4AAHA64HUAAIDTAa8DAACcDngdAADgdMDrAAAApwNeBwAAOB3wOgAAwOmA1wEAAE4HvA4AAHA64HUAAIDTAa8DAACcDngdAADgdMDrAAAApwNeBwAAOB3wOgAAwOmA1wEAAE4HvA4AAHA64HUAAIDTAa8DAACcDlt4fTadDs7OZtOp/Tk4O/PP5ZTtURkNh4vFovv6s+nU927blJfLpVXFarXarpR1PM3B2dlkPG5ZM5TcNqyV5Hw+Hw2H+yqk53g+n3dZrWVHFouF7cX5fO477nthp1+oitFwaAtz7oOzMztG5/N5rWwtX9m3y+Vy4051Z7Va6c/nEVNrKfxyuex4Jj8Ko+Gwy9k+GY/1utGUToP2A5Hx9ReLhR1lP3k2lmTvv9NtmU2n+br0KOeDXiiKZ6xWuFeCVWD7T9JYLBae/g7nlZeqVrxmm2vvzlgt1b71AlxBSawmt3LTtmzndf/tjYZD/79dhfdftEfmKr1+Pp/v92xYrVb6M5iMxy0/v4N7fTIed1HgYrFouXxbqZbLpRfPi2q1YXs0GY/9Uu5rhv21mwA/RrXizabTlmLv/awuXtAfJbVa4dvreV90PItyNWaLdzx/HN93v7c4n8/b61Zv/tp/IJfNZDzeb9Z+s2vOzivoD8orwWug/aYq1NVoONz2Qteic+d4vH7Z6PXt8tjF63qRNfwaal9pI14t4nU3Gg7tFLStvCmmF+KwpPg79A3DmWcnuttX7ze9DWemHJydWfG8jejtgFrrUFP2ffSVLWXfMKdjt0Sel+9C2DWVVrPpStTidb2Xt13TI2I34BvLHAh17gcrFC+3sFvEVry4+E9Ra8NKG/baat63Gg2HeoxqjRK3ghVMzxD7v99q6J+eoO2gnfO+uSau1e61YbENby3loFeX1JrW5rJrr5a+/We1WvnJb2fFaDjUXfNK03T8vMpV6vtoxyXXmx+scKHXy0VuF9b23Zd7mrU2q7ZJ8hJPxzcs1puXrVhvxXLaPWhI3P4fLpJ6adV69s27yMBLomgko3bOtAjPf26emq1svz6/JNq3Wn6/1PvueCXkC3JRq76af5VPD1VJ0Eo4rOp1jdw06xf/cFXRQloK+kMOu5xPvCDE4nl1GezYXtfqU7wdP5tO7WC3eN0W+nljVaDbtstMr/V2JcrbLhYLvQvxwtiBtPLrtno9sk3yHnnKWhjfC0vZttVT2dPx356dtb6wGElu2f1waGpeD78lrQQ3n5a5uO+KL/QbT7/MhaOjoT//pdV2p/iVH2K9uPhCdbnWgMkp3HvlH5IW2y4ButCvhnoQPSpjlRl+7Y1coPXHosfCS+tnpqesZ9fG1Ip1Hiqzlr5v6PvoNyhN+ml4BNU14+d5ODf0l66nVvEU0mOtda5XXr/i1/Zd7y0GchMWbjj8wlLEf/6+WrHeQnDI7yy9ZmpHPGxu9R/q0O93c76afnuDUi+qYQfVQO4w/XW0xEvcTGG57Xu+uOmPIlyC7D/FC3LeO9Ww/aJDmn5J0SaTXnP0p6oJ6sVEL+/BAl42z9f+E3TgJ2qxIV7TR7Gq98iOXm9K91xaYj94Na/rzbKeYfaj1fhzl4iipuyp5Wi5ekKvbuHc0qC6f9uesno9tyxDOtpWa//RFgMS7avV1tfT2n4AvguhzHnfcwUalosq3NHcPa/aCV278qoeOnrdyx+OUb5yuQA0d/9x+tmuh0a/1TaE/19jWqGW9GdvYtMflJehe2ot/TJhFzR9bb25TrSu9MSwX6Lm7sc6h170lPO9yNWuLZjcttNz0nVb23ddx+8V8tmoS/SX4qrQerOhCbne9KLkK2iB2494c3Hyh8J4OnapzBcBa0F1jNvb3oWFoZnhWYTj1X6ZDQ3cRkTVpDZ9I9f/prV/PV97dV90if1e9EdnOQaV5Fur5uIwFYXq15Ds9fCjOJ/P9YpdvAoFikI8dq87VtDlcqm32zt7vVkfkTcoDYlyPNLi5+tgPZgf4vwDibprTHUgkaUmadLWLKbsFL2up/5uXtf0W86Glvb6uYxBc3NYdenPUsuc910zyncPxYtCWLNdRUWvj9bHcHTxuqaTvZ4PmR+ILGkXkp5jXiGqq5n0c/vVX7cKAYDm4hKvqtBgVZfUWi7EXs+19PU0DoGERvpifRMNHg4kwqSyCQ7zasyHNZ8GGr0oyr62774vWre5Zor3na7SkKntSKi3cH5q81oTzEc83x+E+nfhNaVT1BlsGjnrezpIocTg9WA7r7T264/uu5s4/yS1sdfi9XxB3uj1RprgzSav53MpeD2fz9nr4YJf83pT6sfRw2H/74HX8+8k3xD5buj+d/S6/q5a0Gt9S3tdS7VDez3sY63Me2+vh7uo8JsM1LyuW4X2eiPXkVp7vZhR1kmxKZz1sGgdzBXO9cF6D2vH/vVwWRm0Dp1zg6oJ8iW7eDaGC7ofF69hjXmEBm7Ru75a99RauqhdvS3pq7a1f1Tvd3M5tUtFcw9et9WKnQXZu3Zoivd27fs+Kg2aaz8bw27Wfumh3kLZLF+tt/YjrgsnMmgu1H/2upZk1OHpg6LXwxlV83rttxlKpa2g3F4frPc6F71evCB38frO7fVc8nDdaEpe79he1/Tzkj55vVm/l7GTaZV6o/UOzrfKXvd69G4tPWPyaarl0TiqK3kknSKLxUILMLro27b7dDvb2vvXZ2mggKeshSl6XTvqRhfjSDt6Xb/V+qxVRdHrmsjkYqxs2JFQ5uK+O4v1XnPfo9pPyFbzn27tUDbp6hOuMnqZ8J9i6PIMV/PRpv51z1FNMLromdab0XDa67dFEer9nJ+Znos2N8OZ3z21XOdaP94qyunrb8G7ftVJueE7Wh9/apfm3HwcSN9wDlE42bv5FspPwvZ913PM0yze/o7WR4r4j1GvxX6253rTSvDIWair4hHXCI02zTXrlvMh9/1n9Oo3K8XhQ2xpIQOcvaJa+tf1+tnIgzkzGVtg1avVpd8GrxcvyPkCGBrEQauD0sgk/X+oOr2f8K+W6/3lwQLhOukpBK/rSZsv0VmIR+31Zj2U4eeHBkB8Te+bKbbXdQW9P9IgSVP6uXpe9pPzOp1cjHLXtoXHSfx6YafUQAJcdsLNZLTFYD0QnVN2il7XdPJIjY1xeI1/6uU+nz01r2tN+tmZewpqZS7eSXgMTX9O+ejMZGi0/wC8SFnwfnXLoVGvonxq+ZEtBlo9l+whNajeU48uRgLq7oc420YR6iZ+aOxA2G2rBn5qKbekVmsH+zq5frTB7auFaHb4v1/r/Ty0W7SljOdXfDWNrOTVRimAr9GClkOc993XzEcwM5I4uZaqY71pJRRHGOQjPkiD1HRnFzJosXY+NHKZ9VurfKprmCrf04S7q3xp1QqspeDpa4hUzyVf6KX1H6Cf+QO5SQoX5OIFMB+avKTmdc3FK3+w3q80uXh8qZGLf2jN5xSC1/Uqnasun9LH7vVeE0wGx8DlHZGW5gjAVnS8DBbvv/dVgG03aS9JSxC+vRhduvzhIOz+vrleg9ePkGLY9tHpPiYIoIi2yTrK7JJO5mW3FzvmrWrF3vn+A68fM7wfHgAA4HTA6wAAAKcDXgcAADgdHkevtz8L3pHz9Iqly8ur6fDimh3wAav6n8sYGtmxri6VUXrlgFM8RjbytnvXY0v63Wl5d1XIS58XaBkSWHyHzyOWsGX0bzvdT4NaaUeVV6Xuxl7qRB/f0Gd3a88B5ueeuxMKHJ5AC+yl/zu/4OWyh07nU2u2PofTfvO6jGSPAby+I1fsqsvwunPZXj8GtvV6y8u/tk1/72he7Rf3R7FIMV8/CXd4XOcRvW6Dv/Zyl7wvQuUP0svDi5v0zuta4e33kY/O4OK5ZV8yWp/Dab954fX9M9o0s1kYg+qvEdB7uvM0M5uRn4n3e099Z4J+5SnbGNFBZT4rf8xa30Sh5bTUrADf+MY3BqUnsHPrcCIzqoU1zzfNNacPmGqy+rM8X5/tYHkxM4o+4G4X7vCEqBJq1d+JoQv1l2+H2LP2I2U70iW1cHz9QASxaW1MLqYjG6zPXzlIj8/q0+p6RMIzvmF93zU/QCH98Ii/ng/2qG5tZLVduIv1oIzWX0uuhQ8nWGivh/fx6VtTNjbBs5DCG3tyvl4tq9XKs7bHte1i7S9m8c39VVHZ67ahZmrpeEX5D9xXyI/U6xmouYQjqO3UlvvpcLd9LrOY2LP+mvVgvb0+6zYfmtLi9VyHs/XXdtkF1nbT37uycQeLPw19mFt30PYoLNQz2X/1vhf5ETs/NPan3cz5CV+sn/AYfe2tcHl/9SIzkBd0bqyW4+fAXvf3Ug3S+4P88IcXBoWXAZ1XZmbTW4HwLrxzmb7MyO9s8pdz6ZuSGvktqatCOf2H1MgPI7w5J5w0WqTimrPSu/B8jwYi75Cy/w4nF+9983d3FOPw+rKF/KqZUKtab3pRC/uudaU/s5BXMbVzeTPgIL3ev1gbk4s36xXfF6bX4kGa8U/rLbyIqpELwUTeeTe5eJ+lvpStdj7oY0U5JBC83lQeyAztdX1/jp/h/suqxeFzkKb94c+WiFEx3/yrDO8A0ZfeeBbhN6UMLl4q4oXUXEYXM/Ll+tcy6BmYD7En7pVT/CE49m2utNn629b0fle9rienX/1a8q15vViH/p/B+u1m2LZpbbaGn4b/Wazb2l7rQW/WX60zKr02MeyOvuIm109IrfZWuPCuOi/bYrEIv6Aux/34OXx7venw5jX1+mp9DoPz0pveR2lGOD1B83VcT1NNMMd//JwrBhXzDUHRGXkfa5fUWenthr6t7++gHhzzO2L7+dkvYbb+AuRiHD6nWavVcIH2Ui1kTk+/XuuLovTVZrXUwuHQE6ZWG8VciqE8W9ju9Y3r+11FUL4fteJ+FWmph1CMgTS79UzzdYJFwu54TRa3Kpat5vVavgNpSobToBZAzvfKTr58h3Qm6+8NDVd8r0Y9NzwX3etwGnTps8vhHI2Bh1zU675OvpjUzkk97oMUn9OkPGbgu6Y5atijpX8k96/7zWuu29pea1PbzWo3B7VL6ExmGrR2SPjxFttLWp7gdT17fX8H8jbM4o7j9V1o97qGvrPXm4sz4Dy927wpzQiXt93K6+elWdG08arlrHldL8ftXs9rquA1O40kF3/nFsiy8K/dnM7S7JwdvZ5rtWagwUXAWWPpTXpj9qN7vVgb7V4Pl6qNXu+4frEOs9ebUsdByLSL10Mc3n8d4VQsel3/X9yqKVHzei3f7l5XXdW8HpSW08leP08vJG46eD0co8Gm7olQyNBWzrkUva63wi35tsThcx3OLl4j5vsbSpXrM1PTW7Fuu3vdrgw5CK+1NJtOlzLzkAbDQv2EAHvR65PSXHADeTWyVum2x/0IOV6v68VrkLzevb1uPEp7XdfP7fVczqLX9aa4vb1eXLPYXs8Uvx1chJvMtfmuZYf2eq43NZBFmPWHdwXtdafd63px7NJe77h+x/Z6yKIlDt/R62GrsGb2ejj3ilsVyQ0j3bu8ckevL9Z7QIter0WDu7fXta66eD3/fot1En4RRWdv1V5vz7fm9WIdevpeyFp7vYXa7hfrtrvXlxeTe+WUvQYGZ2fnaeah9vqxPdWvNrbXF4uF9ux0PO7Hz/F6fbA+qMG9Hnryziszs/kZNij1823ldS3eRGZF05NDS1L0+mx9GEuL14trFvvX/beh19DsOf0JjeRJoW29nmu1ZiCrinzZCnfN2vUV6q2j13NtNJu87oksLnpn26+heX1Nza+teYklG2ppsT4h3qN7XVfOP6jg9WLEtfgzLDJK4+H9pMr5dvS6Ht9Bpb2eiz2RYYC+JHi9+KMuet3/Y+W3sa7uwpY6yWG2fP1p8XqoQC1wMd+a14t16GWoRQhy1WVqeivWbXevNzJWJqAXc62f8Dvy+tErnnrdE9GLzGp9LrjB+nCZjfXfI47X6+cyCHwi0996BMkSOS/NzNbUpy0a1MfDt8ThJzJcdnAR//erVShn0esezh2tzz6ne6GFCWsuWuea8zIUfyrhNxxan408Idru9VyrNQO50rx42biamv7yt/J6sTaKXvd99PVnF3M3tXs9r+/1M5Bg3Uyesp2VxsN7ZU7Wh+/mTLt4fSDRwnyG622Eer0WfQ1btTTiNWutsZxv9rr/fkMcXrcdXETLw04V4+TtXm/W+wjCak36LWj5Z/IwgkolV4hGpGsR75b2et4w5Kt5tcThcx2GMtipq1dIL3nLjWZLszXX7VZerwUM8qnbpF9xqB8/dp6gRubzRTJ3Bfovrph+rQaOmT49v15sT5y3DuIFgB1o6euBvRAsewzYbcfV5NUjWdqt9qFLsR14HQAix6ac0+MIvW6xq8vOZSmPK/eCYztMXeiT1wEAAKAdvA4AAHA64HUAAIDTAa8DAACcDnh9C8LzRfooV0fyk7g5kfAU0LYUn0/bCznl8NzUXsbC5IcAm9KbfMKboQatM0j6o4P5Ea8iOxzZYrFra7bXmJbWd0ofK9KHhWq7UxyWFU6/2gtztJxd9qg79iKHLqvVKjM8LXZYztdfu1Z8gi5gtZovAh2rupbyTF68uO3Pv3tlFn+GedtiIW3b8y2nP4bdwOtbkJ8o3Zbs9Xz9zU+RHglFr+sPWN9bsjPdva6rtb9TJT+G227uy/N68RnisI6/ICy8YcOfp9fXFvnrkrTA/qR4SPngXp9dvFq4HXuSuPjV5d227kCozy6njZ0nWrHLi9kju+RYVObk4v21zU4vSrtKrzfrM/fAJYHXt6DodfshTWRWVn1TUmhjZa+HF4/o+1jCDfgkTT+qbThfOFh/pUnt7rhL+oa3RTZ6Xfcl5z4rTeOobVN/645u4l9tvKC0XFXzxS68+S6/sELfUNGyR5OLCWS13mpvnlnK+669iba4mIanSMsbNItvD/Wt9FrvtHhdzyV9IY8muFifX9UDD7XgR+1lL/k9hiEdezVe8eWJub1+vj6LcZPeC9SUZgttSu8zKf5k8oa1+swvsMuVsLiYW9bPK/9dtJTBT7OszPzmovAKtpz7RObP9ezy8c2XiC4/w/DDyT9hvH4F4PUtaPG6vlnMf3gTeXOt/1SKL/LUH7m/Wc+XqC2aSjMrvNYqNPWyYDqm79suZG7NnKnj6wzS63v1NX+D9ELW/OrT8DqtS2qvhxdMukTD6yeLdaKXYy22H+LR+vvDZ9OpvanQxTm7mAqhWOxm/WjqOzj1jYehNuyyXjzTWryul36/4Risv/1Nz4Hie2SV8AI4L3lYrfhi3cl4XGuUB6/rjg/WJ4wIe+cvVR2kmQVaDnExtVp9DlJwRV/m6rVq57zm7r/HLmUIVV080OEQhGMafpjhF5dfdOh7sW17vfgTxutXAF7fgty/3qz/FItvkLVt87XY0YVZTsWXsI7SzB/hMrEoTaRYpD19vZZ197r+2msvtgwb5mbobH0qqo396y0h0Ny/Xkz5PL3z36uiWJ+z9RduZ9MEJhcT6+VqLN6ReHm6e90lWjvTQj3kY+p7t7h4dbEfqfB2WK+3vMvhlBtdTIydayYEUfxur3aLFk6wcCKtVivtkpilySa8JnP9FA9xMbVafeb+da1eP5FGF3MrNxchHK3zYhm0qdDd63rOeO56BP2eI99JF7PY1uvFnzBevwLw+ha0tNez10MLssXrfi3Wu/hJafLKotfDj80zyrcgSpf0QxtllOZzq3n9vDR5btHrQc+r9alK1LgtF5SNr+5SL4aLV8gle31yMWNKrs+i15tSYN/Lqe11DcvnMucpA7p43T20bXv9PM1E7F73YmjV6UCtQerrydW1vJh8MxQppGPt5o0BjJrXm3TzXfN6kwLsxUNcTK1Wn34uTdJ7/pvkddO5BeSLvW9aBu1i6Oj1fC+7rdfzJWJbrxd/wnj9CsDrW7CV17u315uLy7GLs9h1WvR6cYB9aK9nuqc/2Ka9rs2Ojl7P1dW9va5Xh2Io2MlzTnhJdmivOzWva6m0xlzkE5m7qMV2uqSlokLJ9RPKXPN6niulkau8u6TWXs8Uv52lQXN6ife725ZBc00Hr09Kw06LXtdvV/V5XVviQKE+c6lavG7H3SITxfa6lqGlvV7sX/eTIexpd68Xzy7a630Br2/BVl5v0sywTf3merH+9Mt5ZfLK4N3ij0qv1N4Uy82pLuk3qYOw3euj9engvBvPLwrB61pI7333nQo931fTv+6X44mMTAydr+eliSm9POdp4kgtiTZ/m8p4+LBOqOoQcvfx8F2acTWvayVMLoZZ+FVe7yS8tLpJjpfotVsHcNRi/o1MqenxjCLB66EPa7FYnJcmAMxe14ZvyyEuplarz9Beb9LPR09vH2+r9VAsQzgQxaEMXoxiD70v7O714iViW68Xf8J4/QrA61uQ+9fPS7Oy6sVrIAHGZlNnmN40+IbazRa8W4yFegGWaSLFkN3G9HWv7bKbvR5qw7/y3IvRcr3wDS6ChPlmRQPaGy8orsPcxspe9+tsyMUrZ5YGb+f61D2yLKwAozTQOpTc08kN0xw+1Uuk15UXoHaIt43DT9JMxPkqH+K0viO1foSwj5ZFvtHx1TRA3VQa/cHrTQqnhzR9q9xez/VZ/Mnk1PI+hnrQ26xRaUR6WE3vbzaWoXhS6S9Ra9hzt30set1P3XB88yWiyzAXr5bQu0F7/SrB6wBwpLQE5KGn4PUrAK8DwDFiwZtDlwL2yTnvm7sS8DoAAMDpgNcBAABOB7wOAABwOuB1AACA0wGvAwAAnA54HQAA4HTA6wAAAKcDXgcAADgd/n+F12ScAjnu8gAAAABJRU5ErkJggg==" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the district where there is the highest number of villages with the highest incidence of malaria.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse the data in the map to find whether there is an association between rivers and the incidence of malaria.</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>Compare the trends in incidence of malaria for Toledo and Corozal.</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>Suggest a reason for the decreases in the incidence of malaria from 1995 to 1999.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest a reason why the incidence of malaria is so low in the Belize District.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Besides farmland, identify which two ecosystems have the greatest total area with a high incidence of malaria.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Predict with a reason, using the data, which district has most farmland.</p>
<div class="marks">[1]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss whether malaria could be reduced by replacing farmland with natural ecosystems and replacing broadleaf hill forest with mixed hill forest.</p>
<div class="marks">[4]</div>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Toledo</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. in Cayo and/or Toledo the high incidence seems to be associated with rivers;<br>b. however, along one river in Toledo there is no high incidence;<br>c. in Belize District there is low incidence along the river / high incidence away from the river;<br>d. Orange Walk/Stan Creek there is no clear association;<br>e. (consequently) association of rivers with high incidence of malaria is inconclusive OWTTE;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both are stable from 1989 to 1992;<br>b. both see upward spike in 1992;<br>c. Corozal reaches its peak (one year) earlier / vice versa;<br>d. Toledo rises after 1998 but Corozal continues to decline / Corozal at the end decreases almost to 0, while Toledo still have incidence at the end of the decade;<br>e. Toledo has a higher incidence (throughout the decade) / vice versa;<br>f. Toledo changes more rapidly than Corozal / vice versa; <br><em>Do not award numerical comparisons.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>insecticides used to kill <span style="text-decoration: underline;">mosquitoes</span> / more anti malarial drugs / drought/less water for mosquito breeding / increased drainage / improved education / more mosquito nets / other reasonable change in conditions<br><em>Do not accept vaccines as they do not exist.</em></p>
<div class="question_part_label">d (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>drier climate/less rainfall / more predators / vegetation/ecology not favourable to mosquitoes / higher rainfall so faster flowing rivers/more educated inhabitants so more aware of dangers.</p>
<div class="question_part_label">d (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p> lowland broadleaf forest and broadleaf hill forests <em>(both required)</em></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Toledo because it has the highest incidence of malaria in map/graph (and farmland has highest correlation to incidence of malaria in the table).</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. if farming provides habitat for mosquitoes, then reducing it could reduce malaria / <em>OWTTE</em>;<br>b. natural habitats provide predators, but farmland does not;<br>c. changing native vegetation is not practical since plants are adapted to their environment/organisms have specific adaptations to their environments;<br>d. might work to change broadleaf forest into mixed hill forest as much of broadleaf forest has high incidence of malaria and no part of mixed hill forest has high incidence of malaria / <em>OWTTE</em>;<br>e. loss of habitat/loss of biodiversity results in less stable environment;<br>f. the value of maintaining natural habitat must be balanced with the value of reduced malaria;<br>g. farmland feeds the population, so cannot be replaced / <em>OWTTE</em></p>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Some G2 comments seemed to think that Question 1 was too long, containing too many marks for one concept. Others felt that it was too biased towards geography due to the map analysis. Really the map reading required should have been within the capabilities of all students. Perhaps a geography student may have been at some advantage, but it could be argued that sometimes a chemistry student is advantaged in other years. </p>
<p>Nearly all students identified Toledo correctly.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some G2 comments seemed to think that Question 1 was too long, containing too many marks for one concept. Others felt that it was too biased towards geography due to the map analysis. Really the map reading required should have been within the capabilities of all students. Perhaps a geography student may have been at some advantage, but it could be argued that sometimes a chemistry student is advantaged in other years.</p>
<p>Good candidates were able to analyse the data, quoting specific districts. Weaker ones did not mention any districts or tried to make the data fit the association.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some G2 comments seemed to think that Question 1 was too long, containing too many marks for one concept.</p>
<p>Better students were able to compare the trends correctly and easily scored all three marks. Weaker students wrote about Toledo and then Corazol, hoping that the examiner would make the comparison for them. Very weak students just quoted numbers without considering trends. There were some G2 comments that it was difficult to make out the lines. However the students seemed to have no trouble, and some well organized students drew over it to highlight the correct line.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some G2 comments seemed to think that Question 1 was too long, containing too many marks for one concept.</p>
<p>In part (i) an answer in terms of reducing the number of mosquitos or an increase in education about mosquitos was looked for. Simply "the mosquito population went down" was not deemed good enough; it needed a because… or due to…. Similarly in part (ii) "fewer mosquitoes" was too weak. Vaccines are nowadays near to becoming a reality, but certainly did not exist between 1995-1999. Similarly cures for malaria, and an increase in the number with sickle cell forest were discounted.</p>
<div class="question_part_label">d (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some G2 comments seemed to think that Question 1 was too long, containing too many marks for one concept.</p>
<p>In part (i) an answer in terms of reducing the number of mosquitos or an increase in education about mosquitos was looked for. Simply "the mosquito population went down" was not deemed good enough; it needed a because… or due to….. Similarly in part (ii) "fewer mosquitoes" was too weak. Vaccines are nowadays near to becoming a reality, but certainly did not exist between 1995-1999. Similarly cures for malaria, and an increase in the number with sickle cell forest were discounted.</p>
<div class="question_part_label">d (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some G2 comments seemed to think that Question 1 was too long, containing too many marks for one concept.</p>
<p>Nearly everyone gave broadleaf forest and broadleaf hill forest.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some G2 comments seemed to think that Question 1 was too long, containing too many marks for one concept.</p>
<p>Most correctly stated Toledo with the correct reason.</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some G2 comments seemed to think that Question 1 was too long, containing too many marks for one concept.</p>
<p>This proved to be a testing question, and as several pointed out, would have benefitted from a larger answer box as it was worth 4 marks. Many gained the mark for pointing out that if farming does provide the habitat for mosquitoes, then replacing would be beneficial, and that no part of mixed hill forest has high incidence, so that could work. Few got beyond these and discussed biodiversity and adaptation.<br><br></p>
<div class="question_part_label">g.</div>
</div>
<br><hr><br><div class="specification">
<p>Native oyster populations are decreasing where rivers meet the ocean along the northwest coast of North America. These oyster populations are being attacked by a gastropod.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">It is known that oysters and gastropods have hard parts composed of calcium carbonate and that ocean acidification is increasing. Studies were carried out using juvenile oysters and gastropods to investigate the effects of acidification on the decrease in the population of oysters.</p>
<p style="text-align: left;">The first step was to raise oysters in two different mesocosms. One had seawater at a normal concentration of CO<sub>2</sub> and the other had sea water with a high concentration of CO<sub>2</sub>. Gastropods were raised in two further mesocosms with normal and high CO<sub>2</sub> concentrations respectively.</p>
</div>
<div class="specification">
<p>A juvenile gastropod will attack a juvenile oyster by using its tongue-like structure (radula) to drill a hole through the oyster shell. Once the hole has been drilled, the gastropod sucks out the soft flesh. Researchers investigated the shell thickness at the site of the drill hole in relation to the size of the oyster. The results are seen in this graph.</p>
<p><img 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"></p>
</div>
<div class="specification">
<p>Equal numbers of oysters raised in seawater with a normal CO<sub>2</sub> concentration and in seawater with a high CO<sub>2</sub> concentration were then presented together to the gastropod predators in seawater with a normal CO<sub>2</sub> concentration. The same numbers of oysters from the two groups were also presented together to the gastropods in seawater with a high CO<sub>2</sub> concentration. The bar charts show how many of the oysters were drilled by the gastropods and the mean size of drilled oysters.</p>
<p style="text-align: center;"><img 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"></p>
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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how acidified sea water could affect the shells of the oyster.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the trends shown in the data in the graph.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate how much smaller drilled oysters raised in seawater at a high CO<sub>2</sub> concentration were than drilled oysters raised in seawater at a normal CO<sub>2</sub> concentration.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce from the data in the bar charts which factors were and were not correlated significantly with the number of oysters drilled by the gastropods.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest reasons for the differences in the numbers of oysters drilled, as shown in the bar charts.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The radula in a gastropod is hard but not made of calcium carbonate. Outline how this statement is supported by the drilling success of the gastropods in seawater with normal or high CO<sub>2</sub> concentrations.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using all the data, evaluate how CO<sub>2</sub> concentrations affect the development of oysters and their predation by gastropods.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Shells might dissolve/deteriorate / become smaller/thinner/weaker / OWTTE<br><strong><em>OR</em></strong><br>shell formation reduced / more difficult</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. positive correlation between shell thickness and shell size<br><em><strong>OR</strong></em><br>as shell thickness increases, shell size «also» increases </p>
<p>b. (positive correlation) occurs at two different CO<sub>2</sub> concentrations / both high and normal concentrations </p>
<p>c. trend for thickness is «slightly» lower with high CO<sub>2</sub></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«approximately» 0.2 mm<sup>2 </sup><br><em><strong>OR</strong></em><br>«approximately» 40 % «smaller» </p>
<p><em>unit required</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. significant factor: concentration of CO<sub>2</sub> in which oysters were raised </p>
<p>b. insignificant factor: concentration of CO<sub>2</sub> at which oysters were presented to gastropods</p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (because) shells are thinner/smaller when the oyster is raised in high CO<sub>2</sub>/lower pH<br><em><strong>OR</strong></em><br>«because» lower pH/higher acidity prevents/reduces deposition of calcium carbonate </p>
<p>b. gastropods target smaller/thinner-shelled oysters more </p>
<p>c. gastropods can eat/drill thin-shelled/smaller oysters at a faster rate (and move onto another) </p>
<p>d. eating smaller oysters «from high CO<sub>2</sub> environments» means given population of gastropods require more oysters for same food intake</p>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. data shows that similar numbers are drilled regardless of conditions <br><br>b. since radulas are not affected by acidification <br><strong><em>OR</em></strong><br>radulas not made of calcium carbonate so (remain) strong/successful at drilling</p>
<p> </p>
<div class="question_part_label">d.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. the data/trend lines indicate that a higher CO<sub>2</sub> concentration diminishes the shell thickness, making gastropod predation more successful<br><em><strong>OR</strong></em><br>the bar graphs suggest that oysters raised in a higher CO<sub>2</sub> concentration are smaller, making gastropod predation more successful </p>
<p>b. CO<sub>2</sub> concentrations «during feeding» do not change the occurrence of drilling/predation «by gastropods» </p>
<p>c. «limitation» no information about how exaggerated the CO<sub>2</sub> concentrations were<br><em><strong>OR</strong></em><br>«limitation» no information about numbers of gastropods used «in each setting»</p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>The figure shows a transmission electron micrograph of rotavirus particles. Each rotavirus is about 70 nanometres in diameter.</p>
<p><img 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" width="388" height="263"></p>
<p>[Source: CDC / Dr. Erskine L. Palmer]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State a reason for using an electron microscope to view this virus rather than a light microscope.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Rotavirus causes diarrhea and vomiting. Explain why viral diseases cannot be treated using antibiotics.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State an application of plasmids in biotechnology.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>electron microscope has greater resolution/magnification</p>
<p><em><strong>OR</strong></em></p>
<p>70 nm is too small/viruses are too small to be viewed by a light microscope</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. viruses are not living</p>
<p>b. viruses lack metabolism/lack enzymes «for metabolism»/lack cell walls</p>
<p>c. antibiotics target metabolic «pathways»/cell wall production</p>
<p><em><strong>[Max 2 Marks]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>transfer/vector of genetic material/genes/DNA fragments</p>
<p><em><strong>OR</strong></em></p>
<p>to produce insulin/useful protein</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br>