the-infertile-couple (ELearningPage)

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    <Content>
      <HtmlField Name="References"><![CDATA[<ol>
    <li>Hull MG, Glazener CM, Kelly NJ, Conway DI, Foster PA, Hinton RA, Coulson C, Lambert PA, Watt EM, Desai KM.<br>
    Population study of causes, treatment, and outcome of infertility.<br>
    Br Med J (Clin Res Ed). 1985 Dec 14;291(6510):1693-7.</li>
    <li><a href="https://www.uptodate.com/contents/overview-of-infertility?search=infertility&amp;source=search_result&amp;selectedTitle=1~150&amp;usage_type=default&amp;display_rank=1">Kuohung W, Hornstein M. Overview of infertility. UpToDate.</a></li>
    <li>Broekmans FJ, Soules MR, Fauser BC. Ovarian aging: mechanisms and clinical consequences. Endocr Rev. 2009 Aug;30(5):465-93.</li>
    <li>Skakkebaek NE, Rajpert-De Meyts E, Main KM. Testicular dysgenesis syndrome: an increasingly common developmental disorder with environmental aspects. Hum Reprod. 2001 May;16(5):972-8. </li>
    <li>Latif T, Kold Jensen T, Mehlsen J, Holmboe SA, Brinth L, Pors K, Skouby SO, J&oslash;rgensen N, Lindahl-Jacobsen R. <br>
    Semen Quality as a Predictor of Subsequent Morbidity: A Danish Cohort Study of 4,712 Men With Long-Term Follow-up. Am J Epidemiol. 2017 Oct 15;186(8):910-917. doi: 10.1093/aje/kwx067.<br>
    <br>
    </li>
</ol>]]></HtmlField>
      <HtmlField Name="Author"><![CDATA[<p>Ulla B. Knudsen, Professor, Institute of Clinical Medicine, Aarhus University, 8200 Aarhus N, &amp; Regional Hospital Horsens, 8700 Horsens, Denmark</p>
<p>Tom G.Tanbo, Professor, Department of Reproductive Medicine, Oslo University Hospital, Rikshospitalet.0372 Oslo, Norway</p>
<p>Aleksander Giwercman, Dept. of Translational Medicine; Lund University; CRC91-10-058; 214 28 Malm&ouml;; Sweden</p>
<p>Bj&oslash;rn Bay, Registrar, Institute of Clinical Medicine, Aarhus University, 8200 Aarhus N, &amp; Regional Hospital Horsens, 8700 Horsens, Denmark<br />
<br />
</p>]]></HtmlField>
      <HtmlField Name="TakeHomeMessage"><![CDATA[<ul>
    <li>Infertility is a common health problem in humans affecting approximately 15% of couples in the fertile age range at some point. It affects the couple, not only the female or male/female partner
    </li>
    <li>There are several causes for infertility - both partners contributing equally and most cases of infertility can be treated depending on legislation in the various contries
    </li>
    <li>Majority of treatments are symptomatic (assisted reproduction) and not cause-related.</li>
    <li>Female age is the one single factor that most accurately affects the chances of having a child</li>
    <li>Infertility may be an early sign of diseases occurring later in life</li>
</ul>
<p>&nbsp;</p>]]></HtmlField>
      <HtmlField Name="PageContent"><![CDATA[<h2>Definitions</h2>
<p>The most commonly used terms in reproductive epidemiology and their definitions are listed below (Table 1)</p>
<table class="vandret-layout">
    <caption>Table 1</caption>
    <thead>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="col">Nomenclature</th>
            <th class="vandret-layoutTableOddCol" scope="col">Definition</th>
        </tr>
    </thead>
    <tbody>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Fertility<br>
            </th>
            <td class="vandret-layoutTableOddCol">
            <p>The ability to become pregnant</p>
            </td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Fecundity<br>
            </th>
            <td class="vandret-layoutTableOddCol">The ability to reproduce, i.e. to give birth to a live offspring<br>
            </td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Fecundability<br>
            </th>
            <td class="vandret-layoutTableOddCol">The probability that conception will occur during a specific period<br>
            </td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Infertility<br>
            </th>
            <td class="vandret-layoutTableOddCol">The failure to achieve a clinical pregnancy after 12 months or more of regular unprotected sexual intercourse<br>
            </td>
        </tr>
    </tbody>
</table>
<h2>Incidence</h2>
<p>Approximately 15 percent of all couples will face infertility according to its definition. The relative frequencies of various causes of infertility are shown below (Table 2). In many couples there are more than one cause, for example endometriosis and a low sperm count.</p>
<table class="vandret-layout">
    <caption>Table 2</caption>
    <tbody>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Dominating cause of infertility<strong><br>
            </strong></th>
            <td class="vandret-layoutTableOddCol">Incidence (%)*<strong><br>
            </strong></td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Anovulation<br>
            </th>
            <td class="vandret-layoutTableOddCol">21</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Tubal factor<br>
            </th>
            <td class="vandret-layoutTableOddCol">14</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Male factor<br>
            </th>
            <td class="vandret-layoutTableOddCol">26**</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Endometriosis<br>
            </th>
            <td class="vandret-layoutTableOddCol">6</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Coital failure<br>
            </th>
            <td class="vandret-layoutTableOddCol">6</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Unexplained<br>
            </th>
            <td class="vandret-layoutTableOddCol">28</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Others<br>
            </th>
            <td class="vandret-layoutTableOddCol">11</td>
        </tr>
    </tbody>
</table>
<p><em>*Incidence is defined as the number of individuals newly diagnosed with disease in a defined period<br>
** Impaired of semen quality is seen in 50% of infertile couples.</em> </p>
<h2>
Approach to the Infertile Couple</h2>
<p>In a couple with partners of opposite gender, both the woman and the man should be evaluated regardless of their past reproductive performance. Additionally, both partners should be encouraged to attend each visit during evaluation, to ensure that both understand all information, options and recommendations.</p>
<h2>
The woman</h2>
<p>
Investigation of the woman involves a medical history, physical examination, and paraclinical examinations. </p>
<h3>History</h3>
<p>Relevant medical history for a woman:</p>
<ul>
    <li>Duration of infertility and results of any previous evaluation/treatment</li>
    <li>Cycle length and characteristics; onset and severity of any dysmenorrhea</li>
    <li>Previous pregnancies and associated complications (gravidity, parity, pregnancy outcome (miscarriage, extra-uterine pregnancy, pregnancy of unknown location (PUL), birth)</li>
    <li>Pain (abdominal pain, dysmenorrhea, dyspareunia, dyschezia)</li>
    <li>Past surgery (appendicitis (ruptured?), endometriosis-operation etc.)</li>
    <li>Previous pelvic inflammatory disease (PID)</li>
    <li>Previous use of contraception (Intrauterine contraceptive device (IUCD), the pill etc)</li>
    <li>Coital frequency and sexual dysfunction</li>
    <li>Previously abnormal cervical smears and subsequent treatment</li>
    <li>Co-morbidity</li>
    <li>Current medication (and allergies)</li>
    <li>Life style factors: smoking, alcohol, use of illegal drugs, exercise, exposition in relation to job</li>
    <li>Family history of genetic disorders, birth defects, mental retardation, early menopause or reproductive failure</li>
    <li>Symptoms of thyroid disease, galactorrhea, hirsutism.</li>
</ul>
<h3>Physical examination</h3>
<ul>
    <li>BMI (weight, height)</li>
    <li>Skin (anemia?)</li>
    <li>Morphological signs of a syndrome/endocrinological diseases</li>
    <li>Symptoms of androgen excess: Hair- and fat- distribution, hirsutism, acne</li>
    <li>Gynecological examination and transvaginal ultrasound</li>
</ul>
<h3>Para-clinical examinations</h3>
<p>Blood tests: FSH, LH (early follicular phase), AMH, TSH, (TPO), and other relevant tests depending on the history. </p>
<p>If relevant, s-progesterone concentration can be measured around 1 week prior to expected menses to document ovulation. HIV and hepatitis status should be evaluated before proceeding to fertility treatment.<br>
<br>
Test for chlamydia (vaginal swab or urine sample)<br>
<br>
Test for tubal patency: hystero-salpingography (ultrasonic test, HSU)&nbsp;</p>
<p>[VIMEO=375361915]<br>
<br>
MR or laparoscopy by indication (e.g. severe endometriosis)</p>
<h2>
The man</h2>
<p>Investigation of the man involves a medical history, physical examination, and a semen analysis. </p>
<p>Relevant medical history for a man:</p>
<ul>
    <li>Reproductive history (duration of infertility and results of any previous evaluation/treatment; previous children, achieved/attempted pregnancies)</li>
    <li>Coital pattern/sexual function</li>
    <li>information on malformations (e.g. cryptorchism, hypospadiasis)</li>
    <li>Inherited conditions</li>
    <li>Pubertal development</li>
    <li>Co-morbidity</li>
    <li>Use of medications</li>
    <li>Urogenital infections</li>
    <li>Urogenital injuries</li>
    <li>Urogenital surgeries</li>
    <li>Health-related behavior (tobacco; alcohol; drugs; physical activity)</li>
</ul>
<h3>Physical examination</h3>
<ul>
    <li>Height, weight, body proportion</li>
    <li>+/- gynecomastia/lipomastia</li>
    <li>male secondary sex characteristics including Tanner stage (pubic hair/genital development) </li>
    <li>palpation of the scrotum to evaluate testicular size (orchidometry), palpation of the epididymitis and vas deferens, or uncover the presence of a varicocele.</li>
    <li>Preferable scrotal ultrasound (tumor; homogeneity of echo pattern; microcalcifications)</li>
</ul>
<h3>
Semen analysis</h3>
<p>The first examination of the male is most often a semen analysis&nbsp; preferable following 2-7 days of abstinence from ejaculation. After evaluation of volume and sperm consistence, the semen is assessed with microscopy. </p>
<p>[VIMEO=374895109]&nbsp;</p>
<p>WHO has defined minimum levels of normal sperm quality (Table 3 ). Sperm quality shows considerably inter &ndash;and intraindividual variations and may be temporary reduced, e.g. following a period of high fever. World Health Organisation recommends investigation of at least two ejaculates. Ideally, there should be an interval of 3 months between the two semen analyses, due to the normal duration of the spermatogenesis of approximately 74 days. However, many infertile couples are eager to start treatment as soon as possible. For this reason a period as short as 2 weeks between the two investigations, is accepted. </p>
<table class="vandret-layout">
    <caption>Table 3. Lower reference values for standard semen parameters according to the World Health Organization 2010 manual.</caption>
    <thead>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="col">Parameter&nbsp;</th>
            <th class="vandret-layoutTableOddCol" scope="col">Ejaculate&nbsp;volume (mL)<br>
            </th>
            <th class="vandret-layoutTableEvenCol" scope="col">Sperm concentration (10<sup>6</sup>/mL)&nbsp;</th>
            <th class="vandret-layoutTableOddCol" scope="col">Total sperm number<br>
            (10<sup>6</sup>)&nbsp;</th>
            <th class="vandret-layoutTableEvenCol" scope="col">Motile spermatozoa<br>
            (%)<br>
            </th>
            <th class="vandret-layoutTableOddCol" scope="col">Progressively motile spermatozoa&nbsp;<br>
            (%)&nbsp;</th>
            <th class="vandret-layoutTableEvenCol" scope="col">Morphologically normal spermatozoa (%)&nbsp;</th>
        </tr>
    </thead>
    <tbody>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Lower reference value<br>
            </th>
            <td class="vandret-layoutTableOddCol">1.5</td>
            <td class="vandret-layoutTableEvenCol">15</td>
            <td class="vandret-layoutTableOddCol">39</td>
            <td class="vandret-layoutTableEvenCol">40&nbsp;</td>
            <td class="vandret-layoutTableOddCol">32&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">4&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Nomenclature (abnormality)<br>
            </th>
            <td class="vandret-layoutTableOddCol">-</td>
            <td class="vandret-layoutTableEvenCol" colspan="2">Azoospermia (no sperm in ejaculate<br>
            Oligozoospermia (sperm present but the number is below the normal range)&nbsp;<br>
            </td>
            <td class="vandret-layoutTableOddCol" colspan="2">Asthenozoospermia&nbsp;<br>
            </td>
            <td class="vandret-layoutTableEvenCol">Teratozoospermia<br>
            </td>
        </tr>
    </tbody>
</table>
<p>In cases of severely reduced sperm quality (sperm concentration cut-off level for severe reduced quality varies in the Nordic countries from 1-5 million/mL) the evaluation should be extended to include hormonal and genetic testing. In men with azoospermia (no sperms in the ejaculate), additionally a testicular biopsy, or post-ejaculatory urine analysis, may be indicated. This should be obtained after referral to a specialist with experience in andrology. If sperm is needed  for IVF treatment, the man may have PESA (Percutaneous Epididymal Sperm Aspiration or a small testicular biopsy (TESA). </p>
<p> [VIMEO=376185947]</p>
<p>In men with azoospermia and a semen volume below 1 mL, congenital bilateral agenesis of vas deferens (CBAVD) should be considered. The majority of CBAVD cases is associated with mutations in the cystic fibrosis gene (CFTR gene). In order to minimize the risk of cystic fibrosis in the offspring, in case of CBAVD with CFTR mutations, genetic testing should be done in the female partner since 2-3 % are healthy heterozygotic carriers of such mutation. </p>
<h2>
Etiology</h2>
<p>Female causes of infertility in a couple are related to anovulation, blocked Fallopian tubes, endometriosis and in a few cases to a uterine factor. <br>
<br>
Ovulation disorders</p>
<p>The cardinal symptom in ovulation disorders is oligo-/amenorrhea due to either insufficient estrogen stimulation of the endometrium or loss of secretory transformation in an estrogen-primed endometrium. </p>
<p>Anovulation can be divided into </p>
<ol>
    <li>hypogonadotropic hypogonadism, </li>
    <li>normogonadotropic hypogonadism (mainly representing polycystic ovary syndrome, PCOS), </li>
    <li>hypergonadotropic hypogonadism (premature ovarian failure or menopause), and </li>
    <li>disorders associated with hyperprolactinemia. </li>
</ol>
<p>Typical endocrine findings are shown in the Table 4 below:</p>
<table class="vandret-layout">
    <caption>Table 4</caption>
    <thead>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="col">Hormones&nbsp;</th>
            <th class="vandret-layoutTableOddCol" scope="col">Hypo-hypo&nbsp;</th>
            <th class="vandret-layoutTableEvenCol" scope="col">PCOS&nbsp;</th>
            <th class="vandret-layoutTableOddCol" scope="col">Premature ov. failure&nbsp;</th>
            <th class="vandret-layoutTableEvenCol" scope="col">Hyperprolactinemia&nbsp;</th>
        </tr>
    </thead>
    <tbody>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">FSH<br>
            </th>
            <td class="vandret-layoutTableOddCol">Low/Normal&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Low/Normal</td>
            <td class="vandret-layoutTableOddCol">Elevated</td>
            <td class="vandret-layoutTableEvenCol">Low/Normal</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">LH&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Low/Normal&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Elevated/Normal&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Elevated/Normal&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Low/Normal&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Estradiol<br>
            </th>
            <td class="vandret-layoutTableOddCol">Low&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Normal</td>
            <td class="vandret-layoutTableOddCol">Low</td>
            <td class="vandret-layoutTableEvenCol">Low/Normal<br>
            </td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Androgens*&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Low</td>
            <td class="vandret-layoutTableEvenCol">Elevated/Normal</td>
            <td class="vandret-layoutTableOddCol">Low</td>
            <td class="vandret-layoutTableEvenCol">Low/Normal<br>
            </td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">AMH**&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Low/Normal</td>
            <td class="vandret-layoutTableEvenCol">Elevated</td>
            <td class="vandret-layoutTableOddCol">Low</td>
            <td class="vandret-layoutTableEvenCol">Normal&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Prolactin<br>
            </th>
            <td class="vandret-layoutTableOddCol">Normal</td>
            <td class="vandret-layoutTableEvenCol">Normal</td>
            <td class="vandret-layoutTableOddCol">Low</td>
            <td class="vandret-layoutTableEvenCol">Elevated&nbsp;</td>
        </tr>
    </tbody>
</table>
<p><em>* Androstenedione and testosterone<br>
* AMH: Anti-M&uuml;llerian hormone</em><br>
<br>
Anti-M&uuml;llerian Hormone (AMH), synthesized in granulosa cells from preanthral and small anthral follicles, declines with age as fewer follicles undergo maturation. Figure 1 (below) shows median values in pmol/l  with a 5<sup>th</sup> and 95<sup>th</sup> percentile (conversion factor to ng/ml = 0.14.)</p>
<p><img title="Figur 1" style="width: 643px; height: 337px;" alt="Figure 1 (below) shows median values in pmol/l with a 5th and 95th percentile (conversion factor to ng/ml = 0.14.)" src="34F624B2909745F3B8E572AA82E279B4-643-337" height="337" width="643"><br>
<br>
Hypogonadotropic hypogonadism is caused by insufficient stimulation of the gonadotrophic cells in the anterior pituitary from GnRH, which in turn is secreted in the hypothalamus. Most frequent causes of inadequate GnRH secretion resulting in anovulation are weight loss or anorexia, excessive exercise and stress. A direct damage to the pituitary as in Sheehan&acute;s syndrome, pituitary iron deposits in hemochromatosis or a space occupying lesion in the sella turcica can result in a hypo-hypo condition. Since there is little or no FSH and LH activity in such a condition, there is no stimulation of final folliculogenesis. Treatment consists of daily injections with FSH or HMG (human menopausal gonadotropin, derived from urine from postmenopausal women and containing both FSH and LH activity). Regular monitoring with ultrasound is necessary to avoid multifollicular development and thereby a risk of multiple pregnancies. Success rate per treatment cycle is approximately 20%.<br>
Hypergonadotropic hypogonadism stems from follicle-depleted ovaries as seen in older women or women with premature ovarian failure, for example caused by a fragile X premutation (FMR1). In some women with hypergonadotropic hypogonadism, there are primoordial follicles in the ovaries, but they do not respond to FSH stimulation due to antibodies blocking the FSH receptors, which leads to gonadotropin-resistant ovaries.  These conditions can be transitory, and a spontaneous pregnancy may occur. Otherwise, egg donation is the only treatment alternative.</p>
<p>The far most frequent anovulatory condition is the normogonadotropic polycystic ovary syndrome, PCOS. PCOS is a hyperandrogenic condition and is often, but not always, associated with obesity. GnRH pulse-frequency is often increased in PCOS, resulting in a high LH and low FSH output from the pituitary. A high leptin level also stimulates hypothalamic GnRH secretion.  Hyperinsulinemia due to insulin resistance in obesity acts synergistic with LH on ovarian theca cell androgen synthesis. Elevated levels of testosterone and androstenedione stimulate early folliculogenesis, but have a reverse effect on the final follicular maturation (2-5 mm antral follicles).  Therefore, a PCOS ovary is characterized by many small antral follicles as observed on ultrasound and the ovaries are enlarged. The mainstay treatment goal in PCOS is therefore to reduce the increased androgen synthesis and/or increase FSH activity thereby converting androgens to estrogens through the aromatase enzyme complex.</p>
<p>See chapter "Polycystic ovary syndrome".</p>
<h3>
Endometriosis</h3>
<p>Endometriotic lesions induce an inflammatory pelvic response which in several ways reduces the chances of pregnancy. Endometriosis may cause adhesions blocking the Fallopian tubes and lead to dysfunctional motility patterns in the tubes and uterus. Unruptured luteinized follicles and luteal defects have also been found in women with endometriosis. Progesterone resistance and anti-endometrial antibodies are seen in endometriosis and may cause implantation problems.<br>
<br>
Several treatment options have been attempted, but many of them have during recent years been questioned. Medical treatment of endometriosis is based on creating an amenorrheic condition under the assumption that the endometriotic lesions will enter a resting phase and hopefully heal or disappear. However, inducing amenorrhea means inducing anovulation and therefore no possibility of becoming pregnant as long as the treatment continues. Surgery has been a mainstay treatment in endometriosis, but with the exception of removing/destroying minimal/mild peritoneal lesions, no clinical trials have been performed to evaluate the effect on fertility of surgery on extensive endometriosis. Removing ovarian endometriotic cysts (endometriomas) may result in the removal of a part of the primordial follicle cohort and thereby reduce the ovarian reserve. Intrauterine insemination has a lower success rate in minimal/mild endometriosis compared to couples with unexplained infertility, while in-vitro fertilization, IVF, is just as successful in patients with endometriosis as for other causes of infertility.</p>
<h3>
Tubal infertility</h3>
<p>Tubal infertility with scarring and obliteration of the Fallopian tubes is mostly caused by previous pelvic infections such as from sexually transmitted diseases, but may also be the consequence of a perforated appendicitis, major abdominal/pelvic surgery such as for ulcerative colitis, Crohn&rsquo;s disease or severe endometriosis.  Previously, surgery was the only treatment option, removing adhesions and creating a new tubal opening in the fimbrial end. Results have overall been poor with a live birth rate of 5-10% after tubal reconstructive surgery, with also a high risk of ectopic pregnancies. After IVF was developed as a treatment option, surgery has almost completely been abandoned.</p>
<h2>Male etiology </h2>
<p>Among couples referred for fertility treatment, male factor infertility fully or partly accounts for approximately half of the cases. At least 50% of impaired sperm quality cases are idiopathic, which means that there is no known cause. It is, however, anticipated, that a significant proportion of these idiopathic cases are related to environmental and/or lifestyle exposures during fetal life. Known causes of male infertility may be divided into abnormal spermatogenesis or problems related to sperm delivery.</p>
<h3>Abnormal spermatogenesis </h3>
<p>Spermatogenesis can be reduced or may completely cease due to a lack of gonadotropins, i.e. LH and FSH. This can be related to a failure in the hypothalamo-pituitary-gonadal axis, such as Kallman&rsquo;s syndrome, or to other forms of congenital hypogonadotropic hypogonadism, the use of anabolic steroids or opioids, tumors in the pituitary region or cranial irradiation. Most cases of impaired semen quality are due to primary testicular failure, which can be related to cryptorchism, varicocele, testicular cancer, cancer treatment (irradiation, cytotoxic drugs), genetic disorders such as Klinefelter&acute;s disease or Y-chromosome microdeletions, or trauma. Tobacco smoking has also been shown to have a negative impact on semen quality, whereas for high/low BMI the findings are contradictory.&nbsp;</p>
<h3>
Abnormal sperm delivery</h3>
<p>Obstruction of the transportation of spermatozoa from the testis to the ejaculate could be caused by previous urogenital infections, surgery (inguinal, testicular, vas deferens), or in some cases of cystic fibrosis mutations leading to agenesis of the ejaculatory ducts (vas deferens). Abnormal sperm delivery may also be due to retrograde ejaculation or psychogenic anejaculation.</p>
<h2>
Treatment </h2>
<h3>Ovulation induction </h3>
<p>Stimulation in patients with hypogonadotropic hypogonadism may either be initiated with daily FSH injections or pulsatile injections of Gonadotropin Releasing Hormone (GnRH) in cases with a hypothalamic cause. In hypergonadotropic hypogonadism, most cases will need oocyte donation, but in gonadotropin resistant ovaries, estrogen/gestagen substitution may in 5-10% of patients result in conception. Hyperprolactinemic patients without a pituitary macroadenoma (which usually needs surgery) are preferentially treated with dopamine agonists, bromocriptine or cabergoline. The far most frequent cause in anovulatory infertility is polycystic ovary syndrome (PCOS) and several treatment options exist for this condition. The various options are outlined in Table 5.</p>
<table class="vandret-layout">
    <caption>Table 5</caption>
    <thead>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="col">Treatment<br>
            </th>
            <th class="vandret-layoutTableOddCol" scope="col">Effect&nbsp;</th>
        </tr>
    </thead>
    <tbody>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Weight loss&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Reduces insulin resistance and leptin stimulation of the hypothalamus&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row"><span>Life style change (exercise/healthy meals)</span>&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Reduces insulin resistance&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row"><span>Metformin</span>&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Reduces insulin resistance&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Selective estrogen receptor modulators, SERM&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Increases FSH output from the pituitary&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Aromatase inhibitors&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Increases FSH output from the pituitary&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Laparoscopic ovarian diathermy, LOD&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Decreases ovarian androgen synthesis&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">FSH stimulation&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Stimulates late folliculogenesis&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">IVF&nbsp;</th>
            <td class="vandret-layoutTableOddCol">When other treatment options fail or in combined infertility. High risk of OHSS</td>
        </tr>
    </tbody>
</table>
<p>In obese patients, weight loss and life style changes are simple measures with no need for follow-up. There is no minimum level of weight loss that patients need to achive, - the most important issue is to start losing weight. Metformin is an insulin sensitizer and all measures of decreasing insulin resistance and thereby hyperinsulinemia will decrease the detrimental effect of androgens on late folliculogenesis. SERMs (clomifen and tamoxiphen)  as well as aromatase inhibitors increase pituitary FSH-activity either by blocking estrogen receptors in the pituitary/hypothalamus or by lowering the estradiol level and therefore result in a reduced negative feedback on the pituitary/hypothalamus.  Second line treatments can either be low dose FSH injections to obtain monofollicular growth and ovulation, or laparoscopic ovarian diathermy (LOD), which probably works by decreasing ovarian androgen synthesis. The gonadotropin stimulation regimen requires follow-up by a gynecological endocrinologist to avoid multifollicular growth and reduce the need for subsequent conversion to IVF. The risk of ovarian hyperstimulation syndrome (OHSS) is also minimized, but this risk is low (1-3%), and there are several other options to avoid OHSS.</p>
<h2>
Management of impaired semen quality</h2>
<p>Men with congenital or acquired hypogonadotropic hypogonadism and azoospermia should be treated with gonadotropins (FSH + hCG or LH) given as subcutaneous injections. In up to 85-90% of these men sperm production sufficient for accomplishing natural conception will be seen, quite often at very low sperm numbers. Treatment time may be up to 2 years, mainly for those who did not previously undergo normal pubertal development. <br>
Retrograde ejaculation can be reverted to antegrade by use of -adrenergic receptor stimulators, such as ephedrine or tricyclic anti-depressant drugs, or by alkalinization of urine and post-masturbatory urination with sperm collection from the urine.<br>
Varicocelectomy is recommended in cases of varicocele associated with scrotal pain. The evidence for positive results in relation to improvement of fertility is lacking. However, surgery and subsequent attempts of natural conception in case of improved semen quality, can be attempted in cases where there is no female pathology and the woman&acute;s age is below 30 years. <br>
FSH and anti-oxidant treatment has been suggested for treating males with low sperm counts and/or poor motility or morphology, but such treatments are still considered experimental.&nbsp;</p>
<h2>
IUI H + D </h2>
<p>If the reason for infertility is lack of ovulation or infertility is unexplained, intrauterine insemination (IUI) could be a choice treatment option if the semen quality is acceptable and the Fallopian tubes are considered normal after HSU.</p>
<p>The woman might need medication to assure development of 1-3 follicles. When she is deemed ready for ovulation, this is triggered by LH-like (hCG-) medications. One or two days later the semen (after preparation) is placed by a catheter into the woman's uterus. Insemination can be based on the partner&rsquo;s semen (called IUI-H) if this is of acceptable quality, or on donor semen (IUI-D) if the man has azoospermia or if the woman has no male partner. To increase the chance of pregnancy the number of ovulatory follicles can be raised to more than one by adjusting the medication (tablets and/or FSH-injections). However, if more than one follicle is present, the risk of multiple pregnancy is increased.&nbsp;</p>
<p>The chance of pregnancy in relation to insemination depends on the woman&acute;s age and the cause of infertility. On average it is around 15% per insemination. If no pregnancy occurs after 3 inseminations the next procedure will usually be In--Vitro Fertilisation (IVF) </p>
<h2>In-Vitro fertilization </h2>
<h3>IVF</h3>
<p>For a reasonable success rate with IVF, maturation and retrieval of several oocytes is necessary. To accomplish this, controlled ovarian stimulation with FSH or human menopausal gonadotropin (HMG) is performed. The principle is based on reaching an FSH level that is sufficient to trigger maturation of several small antral follicles, and not just one as in a natural cycle. When several follicles mature, the estradiol level increases rapidly and reaches the level where the feedback system switches from negative to positive, to induce the LH surge, which causes ovulation 24&ndash;36 hours later. To avoid spontaneous ovulation, Gonadotropin Releasing Hormone (GnRH) analogues are used, agonists or antagonists.  These drugs act , respectively,by down-regulating or blocking the GnRH receptors at the level of the pituitary, thereby inhibiting an LH-surge. The retrieval of oocytes is performed under vaginal ultrasound guidance, see video.  </p>
<p>[VIMEO=374894433]&nbsp;</p>
<p>After microscopic identification of the oocyte cumulus complexes, they will rest in a culture medium in an incubator, keeping constant temperature, humidity and gas mixture. Depending on the sperm quality or the results of previous cycles, fertilization will be performed either by conventional IVF or by intracytoplasmic sperm injection (ICSI). In conventional IVF, approximately 100.000 spermatozoa are added to each COC. In ICSI, the cumulus cells are removed and one single sperm is injected into the oocyte. </p>
<p>[VIMEO=374905754]&nbsp;</p>
<p>  During this procedure it is important to remove the cumulus cells and to know exactly where the first polar body is located to avoid injection of surplus genetic material into the oocyte. Approximately 18&ndash;20 hours later, fertilization of the oocyte can be confirmed by identifying two pronuclei, one female- and one male-derived, and two polar bodies. After the two pronuclei disappear, the chromosomes align before cleavage starts. Two days after oocyte retrieval, a normally fertilized oocyte should have cleaved preferable two times, to a four-cell embryo. After that, each cell (blastomere) in the embryo cleaves approximately every 16 hours, and three days later (five days after oocyte retrieval), the embryo should have reached the blastocyst stage with at least 100 cells surrounding the blastocele. On day 6 the blastocyst hatches from the zona pellucida and can now implant into the endometrium. </p>
<p>[VIMEO=374894412]&nbsp;</p>
<p>Embryo transfer is performed by inserting a thin plastic catheter through the cervix and approximately 6 cm from the external os it is injected into the uterus (Figure 2). Luteal phase support with progesterone is used for 2&ndash;10 weeks due to the often short-lived corpora lutea. In case of multiple high-quality embryos having been obtained, cryopreservation of surplus embryos can be performed. Factors positively influencing the success rate of an IVF cycle are maternal age &lt;35 years, short duration of infertility, a high ovarian reserve, a high number of oocytes retrieved, and the number and quality of embryos transferred. Live birth rates after a single embryo transfer vary between 20&ndash;50 %, mainly dependent on the age of the woman.</p>
<p><img title="Figur 2" style="width: 295px; height: 413px;" alt="Embryo transfer is performed by inserting a thin plastic catheter through the cervix and approximately 6 cm from the external os it is injected into the uterus" src="B81C9759C441447496C2D550D7DC0A5A-295-413" height="413" width="295"></p>
<h2>Complications to IVF </h2>
<h3>Ovarian hyperstimulation syndrome (OHSS)</h3>
<p>The most serious complication of IVF-procedures is ovarian hyperstimulation syndrome (OHSS). It affects 1-3 % of women in fertility treatment in the Nordic countries. OHSS is caused by secretion of large amounts of vascular endothelial growth factor (VEGF) from multiple corpora lutea after a controlled ovarian stimulation resulting in many follicles with many oocytes retrieved. hCG used for final maturation of the follicles is the one single factor that can trigger  the development of OHSS. VEGF induces angiogenesis of capillaries with leakage of fluid from the vascular bed to a third space, particularly into the luteinized follicles and the abdominal cavity, resulting in large cystic ovaries and various degrees of ascites. Symptoms, commencing 4-9 days after oocyte retrieval, are bloating, a distended abdomen and dyspnea, the degree of severity depending on the amount of ascites. With increasing third space fluid shifts (extravascular), the patient becomes hemo-concentrated. This is accompanied by an increased risk of venous thromboembolic events, especially in the jugular and subclavian veins. High intra-abdominal pressure results in reduced renal perfusion and in severe cases renal failure.  Prophylaxis is the best &ldquo;treatment&rdquo;, trying to avoid an extensive response to the FSH-stimulation. In established OHSS the treatment is symptomatic with thrombosis prophylaxis (low molecular weight heparin (LMWH)) and laparocentesis in more severe cases. A late form of OHSS is initiated from endogenous secretion of hCG in patients who become pregnant, and these are often the more severe cases. Duration of symptoms is 2&ndash;8 weeks depending on severity. </p>
<h3>Multiple pregnancies</h3>
<p>Another complication to IVF can be the occurrence of twins or higher order multiple pregnancies. While single embryo transfer is usually strongly advised given the rather high chance of pregnancy (see above), the embryo may divide causing a monzygotic twin pregnancy, which might even be monochorionic/monoamniotic. Therefore, evaluation of the number of fetuses and chorionicity at the first ultrasound scan, usually performed in gestational week 8, is important. </p>
<h3>Ectopic pregnancy</h3>
<p>Although the embryo is transferred directly into the uterine cavity, the risk of an ectopic pregnancy after an IVF treatment is doubled compared to spontaneous conception. Most of these are seen in women with tubal factor infertility. With transfer of more than one embryo, heterotopic pregnancies, i.e. one ectopic and one intrauterine implantation, is occasionally seen.</p>
<h3>
Preimplantation Genetic Testing PGT</h3>
<p>In a family known to have a risk of a genetic condition such as cystic fibrosis (CF), pre-implanation genetic testing (PGT) can be a possibility. This implies IVF or ICSI to achieve numerous blastocysts which are subsequently genetically tested in order to differentiate whether the blastocyst carries the genetic abberation or not. Only healthy embryos, or in case of a recessive inherited disease a carrier embryo, can be transferred..</p>
<h3>
Preimplantation Genetic screening (PGS) </h3>
<p>Over the last years, several screening tests of cells from the blastocyst trophectoderm  have been carried out to try to avoid diseases and reduce the risk of miscarriage, for example due to aneuploidy in couples, where there is no known genetic diseases. However, the interpretation of some results of the screening tests (PGS) can be difficult, as some genetic changes have unknown phenotypes and are compatible with life, but may result in mental disorders. These blastocysts will often be disregarded, resulting in a lower success rate of IVF treatment. Whether PGS in the general population is feasible is still debated.</p>
<h3>
Cryopreservation of ovarian tissue/unfertilized oocytes </h3>
<p>Treatment of women in the early reproductive years for cancer or other diseases requiring gonadotoxic therapy like chemotherapy or irradiation, may result in reduced fertility or even premature ovarian failure. To extend the fertile period for such women, various strategies have been developed. If there is enough time before start of gonadotoxic treatment, a conventional IVF procedure may be performed with cryo-storage of embryos (fertilized with partner sperm if the patient has a partner or with donor sperm) or unfertilized oocytes. When there is not enough time to undergo IVF, harvesting of ovarian tissue by laparoscopy (typically removal of one of the ovaries in toto) for cryo-storage with subsequent autotransplantation of small elements of the tissue when the patient has recovered, can be performed. This procedure has been considered experimental, but more than 100 children have been born after these procedures. The technique can also be used to extend the fertile period of an otherwise healthy woman (social freezing) or to store gametes before a woman undergoes a transgender treatment procedure. </p>
<h3>
Cryopreservation of testicular tissue/sperm</h3>
<p>Sperm cryopreservation should be offered to male patients prior to potentially gonadotoxic treatment, such as in case of malignant or some auto-immune diseases. In the most frequent group, i.e. men with testicular cancer, cryopreservation should preferably be done prior to the orchidectomy since 10% of patients will develop azoospermia following removal of the tumor-bearing testis. <br>
Even boys in pubertal age may have spermatozoa in the ejaculate. In pre-pubertal boys, sperm production is lacking. In those at high risk of becoming permanently sterile following cancer treatment, cryopreservation of testicular tissue can be considered. However, this procedure is still experimental since efficient and safe methods of utilizing cryopreserved pre-pubertal human testicular tissue for obtaining spermatozoa have not yet been developed. </p>
<h3>
Egg donation</h3>
<p>A total of 10% of women experience a premature menopause before the age of 45 years and 1% will suffer from this before the age of 40. Additionally, some women may have eggs that after several attempts do not result in pregnancy. In such cases egg donation may be an alternative. Some countries have egg banks (similar to sperm banks), whereas others only allow women to donate eggs for altruistic reasons. This can be a close relative (sister, niece) or friend, or it can be a stranger choosing to donate anonymously or as an open donor where the identity can be revealed when the child reaches 18 years of age. The donor will have to go through IVF-treatment, and the father to be or the chosen semen donor must deliver a specimen on the day of aspiration. The woman to receive the embryo will often be primed with medication preparing endometrial receptivity (estrogen/gestagen) which will be continued until the placenta has reached a stage of  sufficient hormonal production around gestational week 8. The woman carrying the donated egg will face an increased risk of complications in pregnancy, such as a  doubled risk of preeclampsia (link to PE-chapter/obstetric complications to egg donation).</p>
<h3>
Adoption </h3>
<p>It is important to consider that the wish for a child may be fulfilled by other means than traditional infertility treatment. Although adoption may be a lengthy process, it is still a decision that should be considered in the case of infertility, when a couple or single woman does not desire infertility treatment, or when all other treatment options have been exhausted.</p>
<h3>
Ethics</h3>
<p>Assisted reproduction techniques (ART) are poised with several ethical questions, which to some extent are reflected in different legislation in various countries. Some controversial aspects related to ART are the status of the embryo (is a fertilized egg a human being?), research on surplus embryos, fetal reduction in multiple pregnancies, the offspring&rsquo;s right to know the identity of their biological parents in gamete/embryo donation, sex selection by PGT, PGS, looking for the perfect embryo, posthumous conception, eligibility for treatment, social egg-freezing, cloning , imprinting and welfare of offspring from ART. </p>
<h2>
Legal aspects of fertility treatment </h2>
<p>Table 6, Legal aspects of national health (NH) covered fertility treatments in the Nordic countries, the UK and Germany, which are covered by national health systems (2019). </p>
<table class="vandret-layout">
    <caption>Table 6</caption>
    <thead>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="col">&nbsp;</th>
            <th class="vandret-layoutTableOddCol" scope="col">Denmark&nbsp;</th>
            <th class="vandret-layoutTableEvenCol" scope="col">Finland&nbsp;</th>
            <th class="vandret-layoutTableOddCol" scope="col">Iceland&nbsp;</th>
            <th class="vandret-layoutTableEvenCol" scope="col">Norway&nbsp;</th>
            <th class="vandret-layoutTableOddCol" scope="col">Sweden&nbsp;</th>
            <th class="vandret-layoutTableEvenCol" scope="col">UK&nbsp;</th>
            <th class="vandret-layoutTableOddCol" scope="col">Germany&nbsp;</th>
        </tr>
    </thead>
    <tbody>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Eligibility&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Couples/singles&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Couples/singles&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Couples/singles&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Married/stable couples&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Married/stable couples&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Couples/singles&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Married/stable couples&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Couples of same female gender&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Yes&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Yes&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
            <td class="vandret-layoutTableEvenCol">Yes&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
            <td class="vandret-layoutTableEvenCol">Yes</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Surrogacy</th>
            <td class="vandret-layoutTableOddCol">No&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">No&nbsp;</td>
            <td class="vandret-layoutTableOddCol">No</td>
            <td class="vandret-layoutTableEvenCol">No</td>
            <td class="vandret-layoutTableOddCol">No</td>
            <td class="vandret-layoutTableEvenCol">Yes</td>
            <td class="vandret-layoutTableOddCol">No</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Egg donation</th>
            <td class="vandret-layoutTableOddCol">Yes&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Yes</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
            <td class="vandret-layoutTableEvenCol">No</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
            <td class="vandret-layoutTableEvenCol">Yes&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Yes&nbsp;</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Anonymous sperm donation</th>
            <td class="vandret-layoutTableOddCol">Yes&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">No</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
            <td class="vandret-layoutTableEvenCol">No</td>
            <td class="vandret-layoutTableOddCol">No</td>
            <td class="vandret-layoutTableEvenCol">No</td>
            <td class="vandret-layoutTableOddCol">No</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Double donation</th>
            <td class="vandret-layoutTableOddCol">Yes&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Yes</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
            <td class="vandret-layoutTableEvenCol">Yes</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
            <td class="vandret-layoutTableEvenCol">Yes</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Sex selection PGT</th>
            <td class="vandret-layoutTableOddCol">Yes*&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Yes*</td>
            <td class="vandret-layoutTableOddCol">Yes/No*</td>
            <td class="vandret-layoutTableEvenCol">Yes*&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Yes*</td>
            <td class="vandret-layoutTableEvenCol">Yes&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Yes*</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Postmortem fecundation</th>
            <td class="vandret-layoutTableOddCol">Yes for sperm,&nbsp;<br>
            No for oocytes&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">No&nbsp;</td>
            <td class="vandret-layoutTableOddCol">No</td>
            <td class="vandret-layoutTableEvenCol">No</td>
            <td class="vandret-layoutTableOddCol">No</td>
            <td class="vandret-layoutTableEvenCol">No</td>
            <td class="vandret-layoutTableOddCol">No</td>
        </tr>
        <tr class="vandret-layoutTableOddRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Embryo research</th>
            <td class="vandret-layoutTableOddCol">Yes&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">Yes</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
            <td class="vandret-layoutTableEvenCol">Yes</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
            <td class="vandret-layoutTableEvenCol">Yes</td>
            <td class="vandret-layoutTableOddCol">Yes</td>
        </tr>
        <tr class="vandret-layoutTableEvenRow">
            <th class="vandret-layoutTableEvenCol" scope="row">Age limit&nbsp;</th>
            <td class="vandret-layoutTableOddCol">Yes (46 woman)&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">No formal limit&nbsp;</td>
            <td class="vandret-layoutTableOddCol">Normal childbearing age&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">No formal limit&nbsp;</td>
            <td class="vandret-layoutTableOddCol">&nbsp;</td>
            <td class="vandret-layoutTableEvenCol">&nbsp;</td>
            <td class="vandret-layoutTableOddCol">&nbsp;</td>
        </tr>
    </tbody>
</table>
<p><em>*To avoid sex-linked disease. Sex selection just for a preference of certain gender is not allowed in the Nordic countries.  <br>
** If it is PGT but not for other research purpose. <br>
*** On surplus embryos up to 14 days (not for transfer) <br>
Double donation = both the oocyte and the semen originate from other persons than the woman/couple.</em></p>
<h3>
Psycho-social aspects of fertility treatments </h3>
<p>As a doctor treating fertility problems, you should consider the couple as your patient, not only the female or male partner separately. Show empathy and understanding during the consultations and let the patients have time to ask questions. In fertility clinics, written treatment-relevant information is important. The patients can read this up-front before the first consultation and aim for continuity of care, although this may be difficult in large clinics. Give relevant information about diagnostic and treatment procedures and let the couple have information about different treatment options. Give information about available psychosocial care services. Some patients will be at risk of emotional problems before and during treatment. Therefore as the couple&rsquo;s doctor you should consider the following risk factors: female gender, low occupational status, difficulty in the couples&acute; understanding of the reality of infertility, or of male factor infertility.  Consider disagreements among the couple about the importance of being parents and different views on the social implications of infertility.</p>
<h3>
Infertility as marker of morbidity</h3>
<p>In women, fertility has been regarded as a marker of longevity, while infertility or nulliparity is associated with an increased all-cause mortality that accounts to approximately 20%,. This is particularly related to cardiovascular disease, but also to certain types of cancer such as breast, endometrial or ovarian cancers. Infertility treatment has been associated with increased risk of developing ovarian cancer compared to the general population, but the risk is similar to an infertile reference population. Women with PCOS have an increased risk of insulin resistance and type II diabetes. Hypo-estrogenic women, where the cause is hypo- or hyper-gonadotropic hypogonadism, are at increased risk of osteoporosis and reduced cognitive ability. 				<br>
In males, a normal semen quality is regarded a biomarker of overall health, while reduced semen quality has been associated with increased all-cause mortality. Additionally, low sperm quality has been associated with long-term morbidity such as cardiovascular diseases and diabetes mellitus and a significantly higher risk of all-cause hospitalization.<br>
The risk of having testicular cancer is increased in males with significantly reduced semen quality. In males it has been suggested that cryptorchidism and hypospadias, low sperm quality, and risk of testicular cancer could be coherent with what is commonly described as the testicular dysgenesis syndrome (TDS).</p>
<p>&nbsp;</p>
<p><strong>Keywords: </strong>Infertility, IVF, IVF-ICSI, PGT, egg donation, semen donation</p>
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]]></Media>
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bIxclrKEAK3Yo5SpbK9MrDKmWqrmqcaqPwLnDTZNUc0Tqu7UoSIq3pDOle1cvT9zVQN6Q1/GjUblxiEmfqa+ZlHmARbhlq5WVtaaNmK2bHbk90QDgsO35yGna+79LgWu6WszfJPdDDyVOPLOXF4g15z/oM+Xb5NfnXBJQGZgSFBzuHaIcKh1HBO2EiYizyRzRvjEdsWdy9+JcJU4nzSav7KPdzHRA5yJOCSXmX2pSWnx6V4X7IPtPpcGBWenZlzuXcprzmIzeOXs2/XFBXeL7ozLHy4pKS/NLs42knEsvCT/qXB1akVN49LXrmQrXw2aJzz8+v1hIvsNXx14vB+0DpsmaDXqP5FeerIdcyr5+9cadpsHmsZbr1exvyFnO7+G21O9p3lTp47yHuTXb23G/qqu0uf1DQc+hhUm/Uo5jH2X3t/UxP9w+8fcb2XOuF3ZDfcMrI+ZdPX/14Qzcq8dZsLOLd8fFbE88mx6Ym3899RMPRT50ZnKOdl/6s8EXoK/XXlYWPiyPfHn2/+aNq6eCyw0/hn8sr7atJv9TWCOt6GzO78ZeE5hCVSHeUKBqLXsTMYGcpJnGLlHiCIBWJ6EKdSnOJdpBuk0GQUZ8piPkQy2nWG2zd7A85HnDe4qriTuDR4fnFe47PlG+OP0tAWKBT0F1wVahYWFr4kYi/KFa0VsxI7JN45h6RPd0S3pJAslJKXeqldCz8dtMoayY7LZcuzyXfqmCjMK94SIlbqQV+a5lWOajKpHpRjaT2TN1b/YtGsiZWs1xLXmtYO4nERWrVsdR5pRugu6lXrW9lgDO4b7jPSN5o1rjaxM2UxXTYrMTc1oLaotcy3UrN6od1o02wrbDte7sq+70OrA4vHPOdjJw2nZtcQlwFXN+6le612LvsXuwh6HHDk+T5mpzgxef1En6OBPga+in5qwQYB5KDQoPJIVqhNKGjYefDQyMUItYj70flRFvFMMa8iT0d5xMvFP8x4VSifuJoUkgyQ/Lzfbf23znQdfB+ys3UurTS9PSM8EOumfqHxbLQWS+yy3JccgVy1/LGjzw5ejP/TMGBQtci1WNsx1aLh0uulR4/fuREUVnVyevlDypeVs6eWjtDVcVTLXfW6Jzb+fCaA7XZF/LqUurJF5UuES99u/y5YfUK4SrXNdnrVjeSm240r7Sq3IxoK7t1pb319q07vXeX7hl23uyy7V7qKe2Ve/Si70i/54DxM9ILneGQV8TRucn+2aUfq1vx3/nvb6thFAE4lgpXqJkA2GsBUNgF15lDcN2JB8CKCgA7FYAQ8gMIQh+AVCf+5g8IzjYYQAloAQvgBsJAGqjCtbAlcAF+IBquLvPBKdAA7oCnYAL8gCtHDkgGMoQ8oHioELoEPYQ+IjAIEYQZIhpRCdd5m3BdF4e8ifyNMkQdQ02i5dBZ6HcYVUwZZg2usB5RKFHU4thxhXhKfDYlnrKAwEaopZKnaidqENuolalv0RjRvKGNoaOhu0yvRz/IYMcwyGjJ+IzJg2mFuYxFg2WMdT8bO1sbuzsHjqOdM45Lnus79zWeKF4F3nW+Hv5SgQBBdSGi0LjwdZEsUS8xkrjQHuKeNYkvku+lhqSbZJJlZWTH5LLkFeS/KrQqFiklKvuomKlKqzGrEzUkNcu1xUlHdHp1v+pTGDAashpxGAuYyJtamEWan7DosvxmzW/jaHvUrscB5ajnlOnc58rk5rW33v29J4ZM64XxWvL+4DPqO+tPHWAaWBL0KUQ9tDjsS4RJZH00ISYy9nW8QUJrkkRyzX6eA+UpTKmF6fiM1ENLh4Oy5nJy80KPNhXSHmMr/lxad8LjJFP5QOWR04ZnlqrzzzGcz6pZvhBc9+1iwWX9Rtori9c+3phunmv91DbVvniX+Z7uffduzx7bXq3HUk9EnyoOhj1fGUG9xo2efkc/cecDcXrfHOlz49e1b4o/DJbxP4+sPFqd/vVh7dX6jY2C316b0tvPj634YwEB0AFWwAvEgBzQAEbADniCUJAMskEZqAM3wWPwFixAaIgNkt6OfiJUDF2B+qHPCGqEHMIFkY64hviA5EZ6IM8h51GKqAzUEFoUnYoehWNfjgXYAOwQhT5FK04KV48XxV+ilKe8S7AiTFElEHHEEmpe6itw/fqGNp6Oia6F3oH+M8N+RjzjCSYJpkfM4SzMLB2sgWwMbB3s4RwCHKOcZVxO3Czcr3gqeX34pPkB/wuBi4IZQm7C8nAtNyvaJ3YdzmL5EumS+6RipL1ltGUJsv1yOfKmCswKi4qvlHqUm1WqVfPUktTjNLI1W7V+kuR0fHRz9Wr0mw1uGd4yum3cazJhhjAXs3CwPGTVYj1vK2DnYV/pMObE5xzk0uyG3evoftKj23OQ3OlV553lE+hr42fk7xyQFtgRTBXiFdoezhaRFPk2WiemLo46PiLhcRJvcty+gQMKB8+lsqcVZ+APJWfOZ5GzJ3OTjkjnIwreFl0tjiuVP/6t7Gp5bKXqqV9naqplz1ae+1QjXBtw4Uo988WKyxoNn6+UXVO53t9Ebl5rrW6zbge36+6adSx2nu7yeqD6kPcR6vGTJ3FPMQM5zwjPq4c8RsxfhbypfftpnHvS6n3qxzszzHMFX4QWnnwvXs5bNV6TXT+18f734m78UQAHaODTzwvEgSLQBVbAHY79fvjkV4Eb4CEYg889ARKCtKG9UDJUDt2GJhA4OOpkRAliAMmI9EXeRnGgUlCzaGf0E4wu5jZWA3uPwoziLS4aT42/QulAQBJaqCKJMsQV6m6aMtpYOmd6YwYTRmsmE2YlFlFWBTYP9kSOGE4vLjtuCx5zXnM+M35zARtBD6Fo4SMi9aIPxWb2UEkoSfpJnZQelmWT85FvVFhTslJ+opqt7qyJ1irQXtcx1U2HI9hi0G54x6jfeM3U1KzZQtLykrWkTbOdrv2wY6gz3uWSm4M7rSell4ePq+97f7WA3MCPwTYhfWHm4c8iXaOmY5LjuOLHEh8kd+yvPGif8iutKsMhk/vwQvbt3LwjfvmGhaxFj4v9SpaPp5fRnqyuUKx8ctqvCqquOKd8fqg2to69/uGlgw2GV6SuGdw42Fzdmt/m3M58e+Ru+T3n+9iu8w/ke2716j8a6UvolxpADi48nx4aHCl8Jfy68s3vt/pjOe8eT1BP2k+deT/zUeZT8PSZmYezs/PozxxfpL/qLTgukr/5fLf6wfdjaenIMsdy/U+Vnyd/rq44rjSvMq1GrTavrv3S/pXxq3eNuGa7dnxtYJ1iXXs9Yf3q+swG74bzRtHGo42N3zK/fX4f//349+9NmU3fzRObfVvxj/aTk91OHxBBBwD02ObmdyEAsEUAbBRubq5Vb25unIWLjVEAOkJ2vidt5xoaACoWttDj1l8p//6Ws/Ot6R91zL/vYDsTbWuFM9FW28pK4H8AQu/jvqTDC5sAAABWZVhJZk1NACoAAAAIAAGHaQAEAAAAAQAAABoAAAAAAAOShgAHAAAAEgAAAESgAgAEAAAAAQAAASegAwAEAAAAAQAAAZ0AAAAAQVNDSUkAAABTY3JlZW5zaG90YBl6NAAAAdZpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDUuNC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6ZXhpZj0iaHR0cDovL25zLmFkb2JlLmNvbS9leGlmLzEuMC8iPgogICAgICAgICA8ZXhpZjpQaXhlbFhEaW1lbnNpb24+Mjk1PC9leGlmOlBpeGVsWERpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6VXNlckNvbW1lbnQ+U2NyZWVuc2hvdDwvZXhpZjpVc2VyQ29tbWVudD4KICAgICAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjQxMzwvZXhpZjpQaXhlbFlEaW1lbnNpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgplIAiBAABAAElEQVR4Aey9B2BeR5X2f9S7bLl3S+7dcUniuCVO4jiV9EpYCGyAXVhgWUJZ2PqxH8vuByxsFgihLKSS3nuPS+y4xb3KRXKVqyyrl//vOfcd6ZUsx3Gqkv879qt779y5c+fOnHnmnDNnziQ1ESwREjWQqIFEDXSwGkjuYOVJFCdRA4kaSNSA10ACnBKEkKiBRA10yBpIgFOHbJZEoRI1kKiBBDglaCBRA4ka6JA1kACnDtksiUIlaiBRAwlwStBAogYSNdAhayABTh2yWRKFStRAogYS4JSggUQNJGqgQ9ZAApw6ZLMkCpWogUQNJMApQQOJGkjUQIesgQQ4dchmSRQqUQOJGkiAU4IGEjWQqIEOWQMJcOqQzZIoVKIGEjWQAKcEDSRqIFEDHbIGUjtkqT6xhWo8wZclxooTVNDb3o73/pOUlPS2aRM3O34NJHpDx2+jRAlPsgYSwHSSFdZBkyc4pw+1YRJjwQdd3Qlg+qBr+MPLP9FbPry6TrzpA66BBDB9wBX8IWefAKcPucITr/vgakA6p3i90wf3pkTOH0YNJMS697GWP+qO8V45hxOV/4PO//1qivAd77W871d5Evm8uxpIoiETGxy8u7o75qkTV+WJZpASTXFMpZ5ERKj/44HS8eLDK8Lz4brt8UTPt02fuH5vNZDgnN5b/bV6+kTEbfbRgtOJOteJyv9en29VWR/gRfiOE5X3AyxCIuv3oQYS4PQeKzF0BB2TYoxP6BRNMSwKacL9cB3uK70eTebo5zFmNqQPRawnkeetd5HWFYZ6R+y9tfW1Hu/3kiN1YiM3da1fU32jNTQ0RNklJ1lKSorHh/zNWtth6Zn4EJWS14XyKc/YuR9TIvjVeSOvaWiI6iQlJc2SVZ7kmE6IdyuNip2U1KL21FkUG72VUvtJY1OjNTY2enmjOzzHw8ojvo6aUkL6WIUoN6JCPimxsrb9ruY8474nxOno3xYXcbzn45IkTt+HGkiIde+lEr0PqJe07tSepfeTqLNEyeiQXPqPBIrzn98UMPGLdUY9FT3pOfkfvyat9y917NhzHh8PIrGHmxqVJkqkzhR1qNhDylHpwiWFCqd+1oIX/u7mlzV385ZHdU/g4RnwEUn6hdIrU37xxQtl0lHA6aAVSwDUeDYt6aNSQaRxhY2K5N8diw11EKWO4E3nVEFzcOCnhuM/LeTRnKjtSdzzrW6d8MFWqRMX77IGEpzTu6y4lseOQ6lO2BF1RynUaeK7RksOOlNHEkAp6Kl2cyUy6rjN3R9uKHqHPxj+EBUAKY4x8VzFzXiIe0ylankfZzGsbWqKcVnRE/yNOn7zZezES6MMlCf5619SyvG/te3z4VrQFGXTUppwLxzbu6PXtsRHddO2pI0AXIyxClkljh28BhLg9CE3kPgFBXUm71Bx6NG6Q7V0N3+gzZ/AgSQhSkWo0DpBk1i0dxjEwYQQuLdw/W5ApqmhHU4yZPgOjhGnFCVs+xktJW2dUeu6ExcagX3rWhDYeoW1fjhx1SFrIAFO76VZAuWDEMdyGS0ZSy/S4IxEY9wIH91PCpxMS3I/U2dLfhvuo1nv4SJPM7PTkktMGRO73Rwfh4XtSqPNCT+Ek2R0Xh5Uj8dBnegzlEC/dkAvtIFndGw+8dm2iIvxnFZ4sJ1jyDs+k3aSJaI+mBpIgNP7UK8RF9O+GNOo3hWI/Jh3HUv1roMJ6Y69He6862P53jKrOlrtz1cdOeLHo0ePtptfWlr75JGVl+vpuxZ09WNOjy6tnm/LbTUkxYmHreoiikc13/x8q9vNseEkGQyLcZ6BpWqnjppiwKynkkM6XZC2qf1m0t1E6GA10D71dbBCdvTitGiATrak6opte1f89dt3Vb1t/669/tJdu3b5cf+e3X4s273HKisr/Vx/qisiAKqKi6uvrmm+r5PszKzm65zcCIAUcejwQY+vq6trvq+TrOwcv07LymwV37VXT7/u3qeHH7t2j469e/fy6/we3VqlF9fZCkT8bhsUYbZOoaVG4uopKOs8gVojLlXLKTN70TNxUZ7nCf+c9AMnzDGR4B3UQGK27h1UkpIEHY/OJVL5bJOmt5MZ9eP6iQbqRrTbDURKjPC0eogQaFx8gk/w0VnUXyJxQ+n5qaP5aI8mCMaisuKIlcHtlO3ZY/s5lh86DOgctcryCu4dteqqan6VcENVVlfNr6aajo7yl6n71NRUy0hPt8yMTMvMzLQsfhlp6ZYFmKjcqan8mOZPJ10qIlYwLUji2WTK0aAZP0wP6vg11NdbHb96zjU7V1tXazU1NVZdU2tVvLeSXzXXNcQrnZ5JhvNKTc+wjKwsy+Sn92ZmZ1sOnFd2Xp7HdQWounTraj169rSCLl0sKycHcTbVq9T1SHyLzA2a698rMcknEFRNrvj3ug2QpDKrQbhW2tA2qtbYP38mqnTPN/6aJxKhg9RAApzeYUM0d45Yel23jWvJKrkVOCk+9JGWNC1nKd6Zmqz8wD7bDQdUsr3E9u/f5wl2Fm+zfXvK7NCBA1YHELUN3bPyPKomPWKCB+fm+3W3rgV+7NI5OubnRuk6AQohxHNKIU7HlFjHjY/TefzUfLi3P8ZVlQOiIZTEuLi9lDmEsuRGq99/yC8rqls4unC/c2F/6wpIdeanUDR0iPXt29e6A1qdu7bmtMIzDc1wH2KiY7IX1FGs+Ub4JCymHNB0Q+0XgEl2VAoC6EToGDWQAKd30A7NhotxaUXUxwuaKYvnnJSuPXAqK90BGO22/fvK7Mj+g4hou6x021bbvm27VcT0QeEd3XtEotKoHn09alD/AX7sUdDdjwUx0MnJbF9ST4KTaS/UtolMq24bEyU43vcmxUBRqcQltRf2HW0Bo10HyjxJccl2P27ZUWoB4A5WVLR6fNj4Mda7f3/r0a+P5RV0sZ4AVffu3a1nTDxslZiLAFbvFJzC8/q2E4FTfPsdv+VDjonj+1EDCXA6iVoMIHW8jhqfVWTNHYkdihdx7yvZafsAosMHD9nuHTuseONG27Bhg+0FlOorWjpwzz69bESPPtavdx/rTYfs1qWb5cfpgMJ7chqPHeXrK8vD7VbH1LcBU6sT1xDf/VoebYjNGMZ/c0p7LBSP1McpoltyMCuX6BsLXdr5Dt3afviAlcEt7ti9y3Yjwq7aWuxPlB+KuC1dFI4bbcOGD7PCwUOsoFs369q1q3Xv0d26HQesmhpbYCR8vjgncUytJh78TdGf48XH105LrnEPJk7f9xpIgNM7rNIwsrZNXo9+Rbqd9oJ4lbLtO/zWlnXrbe3KVbZk0Zu2dUuxHdofiTy9e/SwogEDbdiAQhvOsQ/K44LOLbNf9ehy2guNR1srs0Oa5KT6cNrqmBbfu1rdaX3R1kapXXA6DhemnOrjldMh63j7hRAXO4avy8qNlOuKzsiJlPGlO3daye6dtrFkm23ctsW2bN1iFTGFfi6c1NARw23S6ZNt2MhRAFRvz3HQyGGxnFsOAikHp3ZQxfVaLUmPAa32qq2dbOJySJy+XzWQAKd3WJMnA0570RmV7dxlq95aYYsXLHIO6cjBaMZLr5s6foKNGzPWBiKaBZ1QKEYDnS+vsc1MVexmU0ML8DQltw+I7YFTfMrjMDfh9SiTI91LiHg34JT8NmDUOnezeHCqP9xarIsHrFCekkMHbf3mjbZ6wzrbULzZ9hzc77e69utvg0cMs9NnTrPR48dZQWxGsHuPaIYwPB8dj4WXAFJtOacEOLWuuQ/zKgFO77C2wzT68bgkiQpLXnrZ3lzwhi1dvMR2lZQ05zyuaKhNGDPOivoNsIEDBjTH15a3KJEVmc7MV9vAnFdzVHvglNLQeno/JG5KbemAAZy03q69oHVnPkHYzs1gI9pKrDsB5/ROwKlF0Dv2pTWxl7YHTprRjA/FgFNx6TZ78623THqssvJoEBgx4RQbP2mCnX7GFJs0dXr8I5y31I1uNGiVciy0bd/Wb4sStX46PJk4vt81kACnE9RomJGT+KYQptt1vWf3blu9bJm98NBjtn/HTtsDt5SbnWljETPG8Cvs29+6IaJlpWVYAzZFmiBvgPupRelMxft0v6CnoV6do8mn9vWO+FkkjeTi2qTvUqfXhHkjnSmkkbwSOkvg7hxIvFeF2SjeQiKlU3R9jAPzJz0+uhlyUprw3YoL50Rzrr8YN8rcII5DipbxctP/R4n0Pl8IHCujytdcRnRZKmdtbZ2LxWmpaQAkuXia6Nik78ZsQbn5LBrv1Au8PLw7OS3NUjMyfB1fLRxfA88fra629cWbbO78+bZFSneeye7cyQajXJ9yztk2Zvx468MsoPKQeYQHRFGBUgDgqPTRrfb+6rsS4YOvgQQ4xdVx6ITNRBrriSG+lqn8w4cP27zXX7NXX3zJSjZvtkqmx0cWDrY8bImmof/o1qWrdcnvbClQeCOcUCpH2RalY7sjUwB1PnU6HUXkqXRSdXQxBDVJjdG5OBne7WliPUVlUp466uf3udYxxNETm7+msbFFBAwYEnOy4s+Eb9IxnMu+6e1CarSQrzl927SN+g7K5gZa3GySMVdc+YN/k+id0bcoj0iUSrKqumoHiXSASjCsdAJlwZM/AzfYyHUqFuUCKwFXvcCL9CkZ6ZZUUwdAadauyWp5b2VdjZWis1q2apWt27DettZUWZ8+fWwISvUzpk2106eeYZ0LCiwFYBLnGJWj7Ve9v9ex6miVqegg1FOrG7rwm8fE/v8i4qTASY0eH0K9NXPasONNjOoNdDznMCBW+djRdR2jdYpGO4hXhCdC8Cl37ilNE/Gy95Hxn+hbAdpsPjrxxEZWEarYezeAVDrIUUSclpwWPeAdJOrcitC7dL8Jo0PnDtRpJOKQj+6Fzq61DbV06lTApKaxhvLSCXi+/MBB9EfL7YG77rGKQ0ds05o1NgBF9uRRo21o/yLr17OHZaWmW9fMHO9EDkAqvJeT7+K79Y5G55CiIib+HlsDxxMtj03ZfkxoRx2TaWut3VN7HsZEoRJD1Y2IgBs3bbZFy5daLTic0SnPxp9+ql105WU2csxoy07Po8kiDgzigk5jYA1dNtTVW1oGIBZrUxGpgyZFkR5NhqmYtkYF86aPDUD4sFJ5BPwajkTSzifrhCBPCT7ocK38mvsS9/x7uK96Ed1K2tX7FdRPFJSj+pOC34mVL6TzG7E/oX7i43Su+I4Y3jU4xX9Oc4XCWofGk4sKVbaPRlSkKi7ZQUFiCRxCrMFIwOjHXdKIAJQ+DcJQVKgzncvqOik4K4vVJEm90QROEZcREVOobBeFlIgQyhV7VBF+6ml5ke7LKVoVFtbiNCS2HcEae8Grr9kb/DZt2GhJlbXWh2nrEYOGWBEjcP9uPSybUTsXK2xZZTfVQXY6xn6BaEJ5muupuRCJk/gaeK/g5AMQda8gOhJANYmW+KcBshY7rLJ9+2wf3O+m7Vts+fo11ogV+8GqozZm3Fg7c84cG3PKOOvVp59bumv5T25WrlvQ1yN+JqdGIrby1+DrYCLaoTN4m9P8zW0da+ygI1N8nfoHzyq9AE1BwORDpt+IAVmM8NWHtE5Rz/o7YqYR/i5AV8dUzDR039/DeRgYo7iWXqq0qhMd44PSddRw0uDU3qeETqcO7UQRq4TAKShOhKOxJuKoohFIlaJK1wSRWHQ1nXNXpPfKjdVjbJCg4jXmRCGq1NDEITYCIl2FSnfQogG80eBcvIFiyVO0sFUNz7/a2loaDg4MgNy2davNB5DWLn3L1r21EvDJsCEDi2x43/42fOgwy2cJRjacUhplT9cyEAhfzwUiDaUJ9dJ83YEJQWUMdRbKe7LHtoR/0s+3R1wnkYkPhqIyceMCAvJT505FN+ViYFKq69uqtUYwLcUOHK2wlcz6LV6x3Jfa7K6vsZ59e9v4iRNtCiLf4CHDLAOdlnRTEieT05Jj9AtIcS3uW9+sehNdNZJ/FCK6VLzui66iugEcKFOc+ZVzPS3gpKejPEX6Krv6Rci/AXs0fYf6g1QDHvxIat6VFAdOKo8StpQhKmf0UMtf3e+o4aTASY3fXgidsLkiYT1UeU4gNGK91l9VVtEoja5TyMzOsozMbK885am1WE0S+QRKXs9UKkdvUBpXgOWNzPMKoUKjBo+uPU7EwD+e9nQ6VxCxKqQ0ybWJRqMIFJWyBk5Jq/IVvxgl6oa1a20pM26lm7bYoF59bWTRIDtlxGgb0LufZZG/r0FTgwKUSUJVAK8eYhfBJB/H3ilWDArqxUj8OU4NqOO+p0AjuAhNs6vNNdEgcUu0oY6uf34OnTEl4QCVgX3Vjj17bfX6tbaubKcbgR5kKU5Bz+42Am5qLLN+oxD5+vbr5+sHs1gjqDyUv89yQjeuIiA/qQ0U4ulS5/opfZrWDOo87juDmkM04n2Ge+oT4prUn7xPqPyiOdSIkh5c96d81G9ikyPKN95CP6J8aBIw46XqJOQaYltq2fNtuexQZycFTqqA9kIgqvDxDfV1Dkwp9F3xMpWHyu0weptte3e5j6K8/E7WZ0A/ztNYFJrpI5sv7pRQHQspEJpeJ4BTBUrGDpyTruPLomv9ZB6k+HBfBBGfTopWomDZq1m4WmdHyst9Ye1yZtzWrVlrK7FJOrxvv/XEFcikkaNt2imTrG9XRDdG3ir0FhlwWnXMusmswBfWApo6qqB6T/y7VIYQQr2E68Txg6mBOjgU4CcCKI4aMLR42elAXdNVA5qZgw5or0YlADB0zM7Ps3ImLARSC5cvsfWlW62Czt+1Xy8bi0nC8NGjbMSIUZZLuvxOnQCCyC+6D6Z8jnRKEtviQ6DLECffXeorTid6N0FpVGaFCLSYwURkU5TKKNrSYOsgBdgKCGsY6I9Cj43ocbWg2/sQ5clIlXeICNjCu9WjnIviPfF0GE+fendHDCcFTqoYhQBG4YPCdQOVKvGtDhGpmvVUGbCZ2UlpzFLV2GEsol9fOM9KSkutguneXqyXGj5qlA0sGmRyz5Gfnw8xwbKKe6Ii1djq326boxMFiM8PajRCUmz2yBNy3QRnJUIMDaM0yk9xAhRNFx/EGLKqqsp2bN/WzCUVb9hkh9BFnDZ2vA0ZUGRnT5thPfO7WDVLJ46id8pjpXwd3F+KtJcEJy4I0csq9I3FxRg7f79Hqvyxsur640AQXu6P6R9xGqJR0YzaJvzUKdUO0kFJ9SB6UBC3LtppAiiUNp0JlfQcOPqMNB9IX1+62BYsW2J7WFqTmplhE0473UaMHW0jR4/2wTUDCSAbEV/cmmjLVRei3Rhd6p1R+0c0HW+nJloI/aa5usXlEDTxJLKB93OdR60GRH5NmKDsxGRlP7SaBMek5TudunXhWGDplKVRU5QEfY/EP4mz8dy86iGEjwMtvitw8gqI4UX8eR27f6hWK0D1g3v3+WLWgqwcy0nJsFrWju3du9t2snbqlXmv22YWtyYh9w9lWnfajDPtlPGnWBKK5c4FnZ0VTWNq2AONGIGAiI3sIayIuCLiE3F5oN4l8qtR9VNQOhGjCGT//v2IdY22etVKm/faa7Zs0SIr2VhsXfBhNOuMqTbzjGnWu0dvy0nHtQdEfBhPABLbMhhlc3KyrKqW5SLk5eIBBVGeylshEGGYateoFxElx1A80ouIE+GDqwHv8NRzY4yD0bXsrJrbgL6fpAvAS7QRwIThzEGqEVOELHVyntHioCxm82QhvwyaeW3eXHtxyULZfljP/v3sjDOn25QZ09BLDXGQEC2kQUsCqTRAQQCld/Dfg5clpjN1YIjRrdNOjF6AMBfpNLNdzQAulzhpDPBlO3fbQTw8LHjhFR9Y8wHQkSNHWuGgQXB82QBTppe5sqrO0ulD2dzPgcOTviyJ8gT9lD7dyxH6TFxTqBxerri4j/r0XYOTCt7c6Hy0QgPWyvrICiyfS4q32ptz59uhXWVMtw+0UUOHWzc4pIPlhy2JkWn5qtX24muv+CJPKaCzsnNt8pkzbPJpp9nkyZOtc5cCS8vK8IZOp5IFQumsgFdFR0QVcVmK9yBwou+7LyXpuSAWNfABGnXLli22fv16e/S+e/1YyExb905d7NLZ59mpiG89svKxSaq2GrCmHluYBtj7ZLZR6tatO8RQYTVwgsmwzVjS+PepEeVCNyK+iFMTUWrEDqNTPNFJh6CQ6kKunyb+fAA1EDqYxCAFXcsTaaDTejh7Nw8RLTGhIRCTTiqiJ9qT9OI4ZEag2T1IwMFNbS8uZD+D35PPPWNzFy+0clQDJXt22aAhg2327Nk2ffp061tUFPnNQi+VnpbpnV3mMhEHl4RusmXrrgAELl46p4TulQG8DgCrhLMvKyuzpYvetBVLltnm9RuQPA7a5NHjbAASx/Rp091DQyoDuNZ+H6wotyP4+NqBdNKrVy8bWDjQATNTXKD6R6yPfCLBSY2soFHHT1HKKahzKtCWUALXNZFTsgY4KHlZlGx8/5132eMPPexOz66+/EobN26cZcv5WQaIT4feB3iso/JffPFFe3PFEjt4+JB1xS1GZxyPDR451CaeNtkKhw62MWPHWmfWS6lRZTSnICdn0iOliNCYLZOTsjoA6dDBA7YJMHruiaft1RdetHJEuW07t9upp0ywc2aeZefNOMs6p2dbJnZNMtyTsWQDU8WNmn4jaPwKugSNZiC4x8sWS/H6VpVDP7l9FUEJgFIjqbP5nucVS6fzUI86T4STr4H3Wn9yZNM2ePvSRgp1Ys0J3sbxx5j9Um1BDpxzilU31lkpUsBzr79iL8+fa1t3lGBAWmuTTz0d485pdtnll2GSMN51qpoF1sCVArg1MHrWkS4NOzq9qZKJmAxotvzAIVu1fJktW7rUSraiblix2kqLiy2PAbsXC8ELBw22ORecb4Xd+uCNoauLe9VwV+X4xVq4dJEt4Vn5qL/gwotsyhlnWB4qkjTE0GT6hkwpXEUibl9gq0+NPldk7CH2+bGrjnN4R5xTIAqpfFwxreqBO1FwUYUb0ukkw3lUMz0roJDDsgZYkRwqaQXrnp54/HF78amnHdlHo1g8dfLpNmQQ+ib0Oer0tbX1zJodsQqeX4M175K3lmHdu8P2sdBzHw7NRBTd+/T09P3w8dOfX1fcZfTAGDIXjkxEoJFmNRzZulVrrAK3JJ2zsm04DTvjtDNs8oSJ1j+/wO1CGgHONAgliaExMoCjtWi5amnwCQInBRGuwvHAKboJKNPMPrMSPebg5M/FWj2MkqEe/bnEnw+9BpKkaG4bEOFC+zRCE1EbhXYPiWMDERThJgl0+GryyuqcbweOHLaNWzbbNgDqaVYObOe4/3C5dWG2bxwzfZNOn2ID4GRSmUw5WlFlO/G0sA+dkXSfO1hes6uklMmWSreTK8jJszxodtTQEXb6xEnWGy5I/aMTA7WU3nX0J9n0rVm3zuYuXGCbthSLHbfTAKRLLv2U9UPcrEfpnk6fS+J90rGlwggIkTRrF+Mlmr83MPIxMg0f22GOJwVONBEfrxmwGDDxwZLf62qrTUZqSVXonKiBJslHMkhEQyxQkWFjDUi/be0Ge/3VV23zxk3othusM+vOigYW2qDBg62wsNByWIMm26Mj6KwOM517BJFKs2qHEAW1/GB32V5fPnL4SLnrtY7CykoH5KMS4CIdkZaPDAOQThkxEkPJftYlO89yGbW0hCRP62rFBYmdj7WUz5CodRhZGmLf1Tx0kjwaRaMxRiCqEHFV0bmuRdBBnPP7sXQ6VwjEnwCnqD4+qr/JoXdSgCDqqeMqqI18dkz3YixFSEPX9jSZTAdrUNZg1EjHRyHkup5aZqercFFcQVZ70W1u2bHd1mzcYOsArYPQahpqCYmF2udBNKA8pEjvhQPBbgBPb4798arQHVoV/cpbaR4/12nSf1Dh27Lly23FZnx/7d1re+gHUntMPnWSnYJNlgbqTuhqxSCoP0i/kaTyOThJKZ7u0kYSnixa0aADs77dP6/D/TkpcFLbRhxTzBgMsPJGFTih46k/DFhgKJYkYKLBXCdDBTSka1kIDYLpwBFGlXJ0UhvXrrNFKKUPIktLdpZcfsrwUQBWgfXGN093ZiI0O1d15KjVIKrV0fhah6aZtkrERXFYR1mSUAcopaYzQkhxTYPnwUUVdMp3gMwBkCSpZdIoMnRrgjsLoKQRUESmtVk6apRJq4uIULxQjGmKNVhrcBIgC6j17XxeBE4CqI7ayh2O7D6aAslYlpb1IOCJYVBL74yhklpXIYATFO3X4rY9nj/iYTSwORhIZPI7gBdnEqW0rm8vOqCDcP7lolVEuOz0TOvUuTMqDjgbaCUXes1iwsiV6Ih3nfPynTM7hIlLFX1KUsPmrVusdNdO27uvzNK6dXZ7q9EsKh86dLDrlWR3JZs7+XN3OycI0o2Lk6F4aDolMx2bQnS2KWhMVU4KGgAqKTb77N9EPLc7VDgpcKpHDHL5lSYWSMkGSd+jaU2dN1YAUohMeLqPxCUaSbYntYC4UFzGipqWr0XH0wiAibXVLNqWLdvsyaeftl2lpdYDJbQ8QOYz8zEe7mfCqDGWUqtZs1SrPVLhjeeiJFyZRKlaRMjahhrOYWdJo5kSAZ3ENJVRIhmwhMEaZBkqX9gTCBEiUSNp1ExtUEEJPOshoklFRNfeuBAfaSXyicB0S/l7g8fuR4kTfztaDQQIUbliLdp8jNoyij0eOLldFM86fXEU/andRXuuSAf8lI84JeVUiz5TJCfw0WDm1wyKmkVTkKW69KepGcwQ8izWd8wMrrAdeEY9hLi4pbTEjUIHFBbaxRdfbD0HF7rJTQ+8gGYCcPWoMvQlWsLizIG4B2jQwYm+l6JlVSjz0wAoWY83hbWnPKVyClhFwiHEn4e4j/J4cuAkIzJ1TPqwRBtZflfCBdXAwQj1kwGKJn4NAh+4FCWSrKuRpAoluWZG8kkXrVmShXiKs6IS0+a/scDuvudeK4ezmjjuFMunwSqQzQcjmo0ZNMyXj2CiS0Mkw0lVwgU1WA6zeckaFaAATRnXsh+buBegCOVjBDAikjDDl80Miixqxfk0YdDm1rmUT0GNhSWJn7eQbnSpHBUc5oRH1IG4rWAaoLoIBn7RE4m/HbMGQvtGbagyOigdU9ioxwbOKbBQsjAPz4gCBCiiheY88N9eCwejOAFGChy7FN7MK3t8OltpSfRSP6ijKAK7dDj9arisUtzvvLR4PjaAVW4Qug1gkh5rJAP0hRdeaGeddRbcPRM+PC+ViAZegVM0E8j6VCQXnzGm6PIOkYyZjiSSJt6vSRsZo6ZgJiMQDT+x/XpeoNTRgMnrmYpsabFjGimKCEnUOeV/Ryb00uHIMGzrJrwRwvHIUrqwXz/f+8w7LZXlrCbxqgwtTBRIpMJeSjRz1FY8jShjtmrsiNZt3mT33nuv5z0BgNqPTVTx6nW+tm3EYGbuho6MQFAiJPomeSUQcNTRuOJ8MpiBEyDq3MvMuYhE2CJCypAsLvDiPIh3ahUZrQls6jj3iUie43/s49VwsYuYwlQ6AMUoLydM3uecVHgm9qgOzYTLeajHuNuJ0w+xBpp9nMdIPrRZaKOwGadWKyiEZo8lN+msQlrRtNoztKniazClEWU4p0QemqTROzIZFBXKKyvc1KAJkBEwNdKH9hw6YG+tW4Nye7PV4vWgcPAgy8X/VMnOHSYTmnPPxgcVE0i1qDYa6XvhfSnO9UQgGtEyb5ZtlSiTBcppWI43IhFItNuz74AvZO7Td6BLFpIuvPwOSgIo0bEXsUP9SflnwjstkVaX6Bv0MergEuUED8WbNrKd0XZsO1D6AUbal0wNLXaXz1Zd4deIo55GMZ4OQAnA5ONI/bkSa/I0Gqw7M28jRoxw+Vps7RjcreZ26Qx7u9227trhizZTsZGSNSyt7iCpxhCXpJFCo4Rfi2j4J6ARmSXBJaUQhwmll6mRlmjgGxp4ppbC1VDWGoqWKvBRK3EtYmv+R1S0jooTgkZUAZo+R62qf/4+j1AUMbGfP5D4877UQKjTd3usj5nAiOZCUF40nrehdEi6p7ZWiP6Gs2gAc34cGhed6dxpgYSi9WzAJky2OIiQj69tAyTqAK5kwCeJPiIpog762Yd90lwMO9/auM4ymPk7a85s69y9G2v9dllB96527nnn2uCiQZpXQjqpZrE5dn+8O0k6T96pgdfVK01wTYCldGMqf9CDycTlzSWLrXRnqXXDJKFTJ2wHeX8ETpGQq3JG9anv7FihXbEuFDgUVdf6NWpLESpVnITAReBUhVi3d0epPfLgQ7Zn1x4bhXn/+Redj9yN7RGzdvmwkhVl++CocmhAqRFjHZt8hPhk5cSgY026lHnYg5Dq17fdZtsBvPPPm2Pduna3LcXF9gY2JbkoFaeMGmsTh4+2dImQsMEqR5q2KIqVLyp3NPqJWPRS0WUTSfQd8cGJkwgd296LTxd/HtKpzAoCp9hJdEz87ZA10L5D45aixryBtURwFtpax8iMJhp0g2pdtn+iHZnOMDzyL6I7gZYPzsSLkxetJzNxk4ICex9qkJVsAbZ4zSr0TA0YHk+2qdOnYTM1z5YvWWpTp5xhZ02fYfk5uehm4cZQkWjRsIBIHI+2vhJAKQiIPH/1J4BLaToxk7eXLcfeWPym661G4gX09KlTkTq6OKhSYB9cXX+scse6imfYgf6cVLFU4aETS8at0mwZop2Uc2eyBEU2Ga+/9ro9gz2T3KXIHex+ZhxyCjpZZQ1bH1ERet7zADTU4DoPIQnz+yQMObUe75Zv/p0NwN/2HXffYzv3l9kVN1xnn/nC5+0o4t89Dz1oO8v2YIRWbenYhUgBWCkvk5CGW/ZKHmek0nKamgYMQjUZi0FTILTwvvij7p3oF58+AFN8XOK8Y9eAOCM3HYkVU5QX/3u70gc6DfQbjo5F9CJxUVraJv2qFOUCI3E2ghC5D26CQ5f6WouJ1xRvtseee9rKa6vsu3//Pej6C7ZqxSr70+2/s7OmTrczJp1qnbU5Kn1Is9+yxRMgpUkN4oOtgFJcPu8EvGSmI1CqA12TstKY4Su2RawLfAWzHc16jx85xs10ZPKgckWw9nZf2zHuHVesC43RupigLJWvn9xRHEV5fQhvAxnItZnYKPXt1dv24n7ilZde9G2yx48b7/YaFYCYlHPUjANU0AmJfZauSnK5Qhq6aomJ0lUhLNuESZN8l431m7GWZQp26rQpNmTYUNu+dbv97ve/s7FjxvkOJnXMxMk3t0YvVb6Cyq9RRvK/CEhNEt4T7rf9RgFOPLG2PSfTSA/RpnWJ9XeGQ3SR+NvRakAufBVCu+o8iP4apWO3Fd0S4tpanjLUsyPRnyTQg9OEHyMQkp8nLSAWRyXAkKeMBhTjKEStAZXEG3hUvfepx20YBpr/8u8/skwG9D2lO+0n//n/7OabPm+nTphkfdgxRgbCDQy+4pDchAFQCoDoSnD6oIomUxrFZ+fmWCUopnsPPfCg3XnnnXbppy61886ZzTb0Gb4Qv4YBWLOD+rm4yfMdVd+kBjgpcJKiUO2gFpIyWp4H1q1eYxvWrbUsZte65uFInr3X5Df7MSroyMHDNgX2VKv5KxG/tLYsrq0dPARQAjpxYoIpcT5ypVIDyqczBToaAJo3bx4i3Xwc1efbpMmnEjeKdXM1dvvtv7H+cFe9e/fFxoO1THBLsD8uJsozpQNfLH9RnvJXaAtKgaPyT/MU7f9pBqE2t5vjT5RBm+cSlx9uDQicYmonByJfHRCDqmTAREJZW9qIv3ZdK0VWH2jLfyidZmw1SPuOw4BLE32kERCp5aV5XbvZwy+9YHc/8rDNuuQi+8GPfsT4m2qrVq+2C2bPttMmTbbrrrkGTqebz8ZJmS4w1D/1EQ3oafQLBc32qR/pe7TQVyoU9R/tHv3bX95mC1nT+qWbvmAzps7wflLDhFE5O0hnsKxFolwWa+5CP1S59T0dMZwUOGlRrTgTfYyASlxJNTNvC5CVN23eZJ1ZL9e3Zy/rh61S7y7d7QVslxa/8Yadc87Zlo3Fq4tNPFsvAKLipcRT0NY8WkiLoZLPYsifTSayeR2zE+mkGTVshO3BVcTTLzznyvMzZ51po3FbobV0t/7PrVYA69qzT29Lp2CpxCXReClaNyfRkXeJHRbxRf8ou//TMfqppfzcG0qN1f5PxOdpdT/un4haIZ6QPSLxp0PVQGhXcef6+XXc+fHaMbSrQEILeUPHFtWEf4pMhUOSfigJ2dHtl1B3YNxiKXA1/3vvnTZ/9QpXT3zl27fY5i3F9oc//MFu+da37Hu3fNu+8ld/7UbEdQzKGnjVN/ReyQHeNziX5BGJc5oZjEwHMjDkrMJ7wbZt2+zO/77Ndm4qtk9fc52b49Shk9WM3VI8fWqxfRcs0aV6CflFUkY0W9ehGipWmJMCJ3EeUcNE7KM3AEgsM4Bnn33WDu7ZZwXYMQ3o2dt6sup/AByNFjM+/sTjdhreBpIymcJEPyRlej0sr4IaQHkK0evgfsUGayRoQJaWmCYOKD83j+nUkSwROGqLFi600tJSm3jqZN9Fo1efvvYgOqijLJEZNLCQvJi6lQUuQCI+KR2CkRjqsxnkFQhN71YIXJPO295TXHxQfqIR/sZHN5+f6PnmhImTj6QGJNZ7GwIwURtG7RhaM4CTCte2LXUt7sXvxd0XJ6bnXTyUZMG55mXS4E5q2S3mQF2V3fv4o7Z5Z4ldfO3VdulVl7Nz8VZ77OFHbembi+073/o7m3P2uaxsyHZViAMGz4vrV1661lv9L+/XSgattlAfcfGMdG/OX2D3IMYlHaq0z1x7vQ0pGuz9qYEy3/fIg5acnWHjJ09iHWov73/qaxI5A+0L8CK65kUdKJwcOPEFzmJKwcdH6DwVtrIHu49sL9luS6hsrbTuwZRlJ9zwdu/Szdf9bCvdbvc/9IANnzDeGz2TRYyafVBjix1VbqpofAM4Kyv9EVpFrPLZBogRJIUGyeIZ7QWXhyHb3Hlzbe36dcwKXmDde8Gl9etrL6Dn2gF31Ykp2ExmCAVQngeNK3ZH5dUvhNAw4VpHjYJvF8JdH0HbSdiWoNtJkoj6CGsgWdx0rJXVlvoFuojoWYOXgCmi7XAejjFs8gf1rOcG0AnwBE5y/aulxSkYB2d272LrAaT/feg+K2dS5qrP3mjTzp6Js8Ud9uIzz9sOOJ0rLrnEZuBLTFLEQTxp5KCaaEIcdEU6dCvPrzI61rv0Ux+pRB+bhv8mOh/2gdn25z/dYQ/cfa91o89ddcll7kolk3itzPjVH36HyQLeCi6/1AYMLmKQjtk3kZfw2fcU5FzLwjpiOClw0hdFohktQYtpVkKinfzkDBs23MrYemf+a3OtpuIIO5QM9bVEebg0ze6c57Nrz73+qnXF5UMv7JmyEdvUyaVjEmEov3oakRe4CObyvcvWvBPWVPJ1Nj7A5YUgOz/Xlqx8y7YwHTtx4iRfjS0bqaV4PyjbW4YCMNM3s0wH1CSKaXcXyekaIY4XBCztAVZ8epJ4UFqde7njEiTAKa4yOuCpbO2cAmLtqCI2t6FmQ6CR0IbhGP8Z8eDk8TwCRlhwR93AQC3Hb1J8v7Rogf35yUctpVOuXf+Fz9qgEcPtCHqf55973kpxi3LJeRfZrLPORgzEayzr6DR5ky5xUGCkF6GSUFkFThCvg5PLGrLn46VaSPzb235jG1avta64vT7nzLOsH/reWkBJxp6//dP/2k5WWFwBt3bqtDOwsxLQRe6J9W0pzB6qP+h9CoG2/aKD/GkXnOIbJnRYxTVp+YoXXB1ZDRtN3afRKLmA0EAqZ8u2LbZ2s1xIlFrR8KGu1O6EonwM1t3FxL/5xkJLhQvKZ2RJhd10ozBEryRk9VRm6FKQ67STrORiuZmQOUI9jr1EBHJ1os0ReveN/NrMg51djQX5yDFjrX/RIOuCodnqjettA2zzEYBOLi3yunZxHVcN+UvEa0Sm19IV5lPcyyCw5RycIDIFbk5UoFFF3+ajC8CoLYH0C4s91ZK6p7Q6KKie4ustik387Ug14Ms4xPXrp4UD6vf8kxGv2t93VBY4qMPSxlI9aPDUueIkYtUy6RKpHpiAgQjcYR20WicOH3rbceSQvbx8sf3pyUes/7iR9sVvfs2KGLi34vn1mUeeYAF7nc05fw40OxK6ZqkLv3RAMUOERD5SnEiV0QC9yjBZkok2AJHhcDV2gvLOeZRdYv7wm9/agudetKFswnHumWdb0eBBznWVwYH9+o4/2PItm+yqmz5jM847B6PoPIAI2haNkr+oWwAY0a7oVp8YKLnjtFi74HS84lGHHsQORl/EgRh9mJjPTiB4v779rWzPbjYv3GSlJaU2fPgwRDJ2rODfwAH9bV9Zmb25eLEdZhQZC6holfZBFv/KtYoqLQI/5atlKZgHQBTuW5xrucGV1atm8XKZeeiO4n35Upx0YbjWjXxOx3fOwMIiRMxtgNYqPBccxaldBh4te9DwIjANSAIhTnifXKToWkOUOEDRoX8R1xRAH+bEWU86uU4N22/rWxQ02IagOuiIDRzKlzi2rgG1oahNbRaOAij9JBEoaIB00cfBSiQEx8EApokYqSNq0bUmwyWlsj6ukePqbcU2b/EinNC9audeeIH99de+6vSzZNESe/zRR7Egz7A5c+bgzbI/RsmIZnBHDXBO8iqg1RIpeNaQ/32BSDrW5hoAXe0BrWoxcS4SwwFMd3713/9ji5mRm4WfslnTZmD93d1kw1RCv7vz/ntZEnPQLrzsUvv8l7/omzG4myPeFeizvWOIa11LH+3VSYGT1xbApD7pH0PlSTTTuY5yW9Id83spqbcKINausV179sScymWzCWVPPPv1dGdbK1estN2793jlyWlcPk7atSml8nZxj8p0uxIQw/VOAJMgQewp1Yyf5BzrgnuVXjSMuLFVb62wA2xIoJ1bBw0fzgLKSluzfr075EpHeSixT+NkE4Qmy13NGFJkL7tkeY2KihdxEuv34r/TvxFqURlCQ+pcoflaGSZCh62BY7jbWHM5Datloe3QggKmIPJIeaw2li5TnFQN3izFVWUyUZMGJ7MTbmnR+pX2woJ5tvPgPrvkmqvsS3/7dVu1coWtwA/Tyy+85FvUXwQwDcT3Ui56Uy3alS2TPHokI85pt2ofmiE6+R+X4ts9rDKiytFcJTZPG3Az9ND9D9jCV1638Ugic84613oyQNcAlPIb9au7/td27NtrY1B+3/Tlmy0fH098lIOdb0vFVaBVNZLOw3U4Kr6jhJMCJ2+6qEfzUXwCP32UuCYdZRWegouGrijIe/XtCzisxQvmCowqa21Q4SBjSs2daxUAKkePVKDYft32srSlczdEPJ6T1wCZKKiRRBj1sLYCKJ8RodHkDzodpaF8esv9Sj7iYkGnzjZy8FD8lldgFbvMFeW9B/Sz06ZNs5zOubZ6zVpbxS+dTQrkOaEO4kpDWa636Ht8GQ5x+hwpIsUNuczPUQyigy4ssXxPa5mMnon+tW7Cjti4rUuYuFINhHZydYW3sVOvmHanAVcpMAiprZ1TJl739JM1tmaFU/AumVtQYDXJjbZ2+1Z7dcVSW7h+NRxUll1z4w2u43n5pRfs5ZdftjUMwjKsvOziS6wfRsrZ0J7cBblqAVpPR3Uh+pa3DHmxFPckANTCYC6dH5CUsQ7vl/exKP4pOLDZ08+0v7jmesskrYBr++6d9oc7/2SlRw/bSCadvv2D77M5aB/PT98ruubDXfUQ6iDUQ9uj7neUcFLg5N05BkpiOaNmpavy4fonbriJmpYFreyOhjP9X7x5k72JU7ndcFCnsGOEuBTt+9UPDwayJp+Hq5Qd+GPu3Qc9EkCjldgiHLGzZIPcrRmGyCUE9OL6IZGRFN3yjyO3pnpuAr7JZdPx8ksvu+l+AR4GZ509CxemU3wm8Y9MtR6Fs+qFIzu9q15Ayj/mVL3syjOSy2kafQ+/FOeUoBCJfjKqozz+rSoYwQnck0fpPTLxp8PWQDznFNoufpJEHIzcm7ivfLWxGlw/gqSCWsBE25dnwC1Vw5AsWbsaxfd82w63lIMO9a/+5itO9wuh9//62c8wyEy3G66+zi6/7Ar0SuhQNeACcBLjJAdIp5QMcIhLEycm/RKU5lbf6fIqwKulb3qLiZ57mZFbOPd1u/yCS+yqiy+1Tqy7E3e1dstmu+vB+2zRimU2+Zwz7Vvf/Y7PXgvYZAUuY2mJiRHxRvTrH8SfjgxMKuNJgZM+RpXngYqLmo0rPl4ch0QlcUmqbDV+r549bVDRINtcvJndVlb6EpNucFVyUaqNCQbA4upZefnLhtUt27/Pho8c0VypgXB8RxUAQl4Pom1/Ig5KI5t8Q6kcSjsGgDpn1lm2bcsWe+Kxx9hap8LGn3KKzTjzTBuLh4NnMQpdsWY13gkP4Z+5D/vlZUeKTnIQoGpklGgnlBXHpIb1kZTv0kiqNPqnOB3F4QUiDw0dVU7ib0esAbVVC01pJI3oRmWNN7CVxslnizVLrDYGBOSTu1o0kZ9jpexj9+gLz7A+7ll0TekYVl5jf/W1v/H95O6+6y67+6677abP/IV97a++6tvXVx464tvVy4e5JAFxMs32S9CWvLGCfnBMqCx4Rzr9Q54096PcXjBvvm1ct8H3fhw5ZKj9xXU3OPelJWG7KMfPf3ebLV67yi675mq75R9/4OqLGnS1wdumtlJHQBUSuc41DK7x9Bp/3pHa7aTAKQ6OYqcRKAmY1PCpTHNqJJBldyaNJr/iYi/PPfdcW7Zyud15zz3uZ2boEJTkiGda8pLLDhMalRrgTA4cPWL3P/CAzZg5XdSBx0CmZWmwamw7NEqkMvoIMKS8pq4dBGUT5ZsrkF5O7sQ2T2UXjB4FXexeCOWNBfNtPOuYJp1+ql1yxeX4jNpsDz78IE7i18ASZ6Ef64fuAH9SNCKZR+w0eWv+RqAnbjFqVc44lbgp0VMhAUxeDR+rP6FzasmUgsBKgNEEQEiUks8nLdSt0xF6wLmYnyexPi2T2biHnn3KfvrbX9uakq12MQaVt3zvO74T8MpVq+3ff/h/WMmw2374T/9q559/gbaWZv3pEZ/l1qSQPAy4fgtCEg2LKZNeqV7kxGxwOrRbSzm0UH7t2rV23333u2ePalQWPVnWMgtxLgt3Q9K1Sun9b7/4mc19a4nd/LWv2LdZQCw/4g0sFNYuwOLQRL9J9BnZE/okkCLahI4KTCpmuy5T2pS/3UvwqLlzhgTBjUO4DkelPcAo8Mtf/Lc9cOcdNmnoaPvMFdfa2OEjfTnKYmT2p1iaUtC3t/UfXGhbt2+zc2efa1NOO81yUXzXYELgnisBMG18KICQ/kmWsrIP0S8N8JKpg/aPT5FfHRpfu2Lcw1518xa9YedffKF9A08HYty3sDvLI/c9YAteesndAc+aMZN3nc7Sm57sWVcTERSNmwoRadsoLX8RCy4w0k/vl3gqRWkNMzZa35QIHbsGwkAirlfnbujLUfpHjTpVeLUQd6T1cDQ4G7wictGuKYDSrr177ImnnrJ5+F5qwMDyoiuvsDkYUA4oKrJiJl0eRBck0euM00+3z3/uJp+sqWRRvKZ/w2L0VA2uDMLi/LX6gVe7/Z2styW+ycg4DQArZ9eg555+1jawXZro6gB2e3sxLr4SUW4iC+mlI13FwPqj//p/Vnpov333X/7RrrkB/ZPWy6mjicL1DdGFRtco8I0ynYhJqR4vrBJYdtTwjsBJ3ydWVz99rD4HbPBjFMUdImXRrTVs4p5UORFBwHHQuRV24aj9+aeetDtu/71ff/Xqz+AjfJyfL1+z0p57+UXsn7rakNEjbc+BMo+fefaZNo6ND0JoOlzp4BCudWxkF4z2wKkSTkzhJfxA/emuO20cO1X84J/+2eP0Z+nr82wJC4rXrFzpcf0xOZg4ZoyN6lOEN8J8q8KDoNb4eYB42waNOgJJ1UUifLxqwB2ytVPkajFUMXBasmkdxr4rrAS6VRjDkqmzL7rApYECZqVXr1plj8DpK0w9bYqdwvZjGcfp7GnSKb0NOEmMe+311/Asu9U6oeJQKNm0xY9nnDLJRqGv1X6PC5cvtV///naP/8o/fNdmnjPLOSaPaPOnHi4qBO2V125AdO2o8PSOwCl8lBTSbxc0LaoQWEWBk37xH68NL7Ud+N1/+KMd3rnXLp1zoZ0/42x/buMGpkqfeMzPZ19/lR837NjqxyJ2DR4/erT1YndecS7thWQtHI5xTnX1Va2SrNpUbHfcc7fHXXL1tTaLxcMKBwHBUnRUxRs22eaFbGqIcl5h2ujxNmvsxBZwUmQbgEqAkyrl4xmOB07FFYdtOTZy67dFwJCLAePYs6bbqHFjrAB9aTeZwuDv+8WXX7bFby7yDTsuuehiGzJ4SFQRqDLiQyb6n7ahHv1pBuYzFbv32pvM8r21eqXtxEapf99+NgKVx9b1G23VwiXWCQPii6fNsr7MfCu8suQNu+1Pf7BRE8fbZ/7y875fXRYTQu0GJqYCOKUgmipI4d82aBJJRp8Kod+2TfNRXb+v4JQsxV5cCOAUlJBxt5yD+iPOtSr27LfPXXmtTQQMFDbiQuKhZ5/0cwFUtwF92I1ip20tjoilPzuzDGCmb0LhUE/T3p8U9F1twSk1I4fdUZeyBfqr7Na612c0ps2cBqc0mtXa3dh19aDtxK/OzuJtthTL8wM7dnnWIwYUsbnCQBs3cHDLq9qAVEDfqIlbkrV3dgx5xD90zM32ciAu/pm2Sd5pHm2fC9dvl3dIo+M7fU97+b3TZ8P72ubR5nmmKkLK5uOJ+AFN2sSHRdu22uZtxSz52OvRvYYU2dCxY6zfkEHWp39f3OZ2w7vkHnvp5VdtMbNxCkO5J3VAESsjQmhC7RAfjgdOT85/3bayjGUPoNSb/EcymdOfWeQFr861N1561Yq69LSzMLIcyoSSwoK1K+32e++wwjHD7fqbPmunTpmCXjfyTR6JNPFvjc7rWHgcHzIk17UJ2s5cpgwKH2twAvDfNgQEDokisS766HAe7un46EMP2QN33OVRf3vljVbUvbefr1i/xu574lE/HzN7uo2DnVbYuWsXVuclfq4/43D8PmVoi8jXfCN20pgScXK6FDhpuraYHVeXsn3zxpLtdhiZfQxi3OzzZjPytYDPumVv+QLNzbDtW+C4QpgwZLgVYd07JD03RB1zbJbpj7kTRbQmF+Li6/SYm8fJJP6ZtklieYQV9PG3W3XYt8sj9pDmI+ODrkIRW90JkbHEre7FZaA5ztggHRfbcgqf3XLR5qyVbqTN+94tOK1jtmvrzlLbvH1789v6jxqOEe9Q1yf16N2rOb6kbLc9/PAjcE17fIvwYSNGsBB9BMaVnTxNPb7NFHyHXT9r/8/8pW/a4iVL/GYGPsFHnzKWNXED/PppdsVeNvcNG9Z3gF1y5rlWxNIUheLdpfbfd/7Oz7/785/YwKGDLYsZvfZCShyj1sR+kW1DSvC4F7uhZTxBLfGxBqe2H3rMtdDrODL3MWmJ2HtgH+uNHrWHfn+HnYkI9dlPXYUy+rAn3XZwrz07/1VbjvP3AcOG2PWf+6wvbNTNJTTuti3FVrJlq40cNtxuOP8Sf6btn3hwYp6t1e1igG4VTvI2btrI7qld7BxmFMdOGGf1KMRD2A94rcUqtwSubdWCN0O0DenR1wbgfmJyn/7NceHkQwWnNpxqKIOOmpJWaAVIHhP+tOnhITocQRGBk7IJgHJc6DhBVspSz8aDU3xerUim1UUoTMsRVr8FIWPRAic2HmtJFHfGHtJxV2bb8X1Uum+373qyfW/EHWvN5dCpp1nRkME2mF8+S6FCqGemeM3GTfbE448xq5tt40eNZSJnuEncU2jElKW9kNFGB7IFun597jzfJDM/L9vOmD7dRqBH6rr2rgAAQABJREFUUpiPmmPuy6/Y9s3FNmnEGJvDrFzfAq1oiML9Tz9mTy983b72D9+3C668PES3OqK+b3XdHh0GEIpPqHTvoPniH/nQzk/SlOBE5TrOZyq6nVs5yMtSOJcxGi3D3crIIUMsF/MChc7shDpp2GjbW3HQli9bbmtZfZ3JzEn/wkKbiPvenuwjLzcTCxDBSiCy7pgs6Jn4oGlU/WQYqq4RH7TebiTyvUaL5Yh7Wgc4YEAhboVbuKJs3L4M6D/AxsJy9ynCwydTtDL8LMMuazs+zLdzPIAisxJdW/fw7na+M/69x5yTvvmR5pNjUrWOUDr96KjRLjBcqFPH/XSqZaQCp/b+NSNOLGdl1/bXTODc8PO2CXTN9Lve60Qe9/74ssRe4eUIL4lP6vc9mwCl8dAVno6OeqXnERet1NHCp7jI2GnotGvRLa6CS9KW3utKtvhyDxfd4FzOu+oKO3XqFOuJgW4wAg4qia3b2bwDpbc69uduuNF1QtLzyJ0Jjuv9m9rWr8qTGhCd8+2shniS2b5NDKjjTplgV117jSu4jwJszz70iN3BIt4mBsULWMA7e9pMn6WrbsAcB7OBNzGufHHhPDsNHemn//ILmCNoNppFvG2Cc5aqnNgv7jRENd9rjiCR0nXU8D6D03E+M64GtPOu2k0r/OtZZR1tz5xm81+fa4eYNj3nrLN93VEt65cyMXgbNwq5H4PJbXgaWChrcsS6Lix3GQSQnYqpgfbzeoaGr+KYiuVuJr+sPLZ41hStZgnTtJaOWTXeWYdtiww602GnG1BcCpj6QJDqWSuZCt6HLmoYo5lmVbBd4BlMF7TgFwW8XLWMGjvWxk+c4DqCWqaJ95UftLXFm9wTw56qCqsEBKv51ft7ISCOcsWqhaIKTq8M8OqYIn7PX5HewZVApy2kHj0j7oUHSMNtfpHwIz5B+s0oLrqndL4bCCSnf28XlGX8z5PrEeWpH1XnvIjeG5/wmPOWZ5Shr/iP5RG2ehdno3/KT/c1Tvg3hfdxLxrVuSdukIN/ge6TNloLSdvpHuUR6KqQnpT608Jw7aIrf0UyIdFWF4dYZrKPvQ037Nlpc9etssXMvJWUH7B0tvQeMm6UnXPxBW73NnzMKPekWs/CWRkshqAFvvtYWvXi00/53oxf+suboZU+VoPdUiO0Jq+rUfGxWYrNRrv/JUwG0lJxnYsF9xFcU29jUfsjjz5iO3fucHOWK65moocyv7mATWR//3t7HJOWEQMK7eYb/sImsaNQJoNpBg2bz4zdviMHfb3e3soj9tXv3GLdWHXhC98pWxMe7dxGC9OCViJv+IBPwPGkwEn96O2CGqs5xCfWc/yOMtrIv7g7/UL/o62S5X+mM2vk9u7cbU8//qhdiD2SgKMWGV4m/knYLhUWFfri4bLDh+yFF17A7/IqlqH0xEVKVxs3bqx1Zp3TMvRIy5ausAp8SWlveLlicRrmffIHlaxriFY7DldUVGJBmwlRyUtmKg7xBrhB51MvPMs2VF3xSd4Lt8LszsoavjpGtExGygbcEWuWJTMvywp6A1TMmExmtO0BB3eUe2X7D9hy7LVK2HNMi47VobWpgzY11OfLwE/r+aST9G2sde53RKsSoQBQRAEHGNI65avauKefkvpkS9Qj/L6nVSdRcn6+3CbuvucRd+35kOdxg9LGhXAZwCWUKS5Ju6fx7/E8YrSQRiH5fH6hY0ef6UXkj/v0jn2PfzJxQXfmYKZnqRttH6+M3IyDUwdEBovypmo7XI3YBie9BKvp+Uy7F5ftsjT2PszFsHHOtZdjn3SBTZkxw7ow8+ZW2ky3N9LGaYCd1oXKHEYrGGrhaha8/rothDO/5vKrbPTwEfgpq8CWTn6RsLODRrV4V4a8aWz5dLj8EE7g8L6Bop1hzY4crWA1wip7mLVwh8sP26UYAE+ZPgWfToftmSefwOXJb2wbs3KfOne2ffurXzd8t1oTa0+Pso5OxpjZ+XlshrDElm5YjZPGsViAX0FdxFYsYKoTKfSpC+E0TJws3L2OqA+FqM1Uv7EIEWHs1BPE/QntFeo47tZHenpSs3XvtaRaAqIRTwTXyJEl2WTJ1sw429LCxn/5669bt+w8+/e//0drxJ5Ju/p67WMioK115Pp0KZbm//PH3+HQK92mnTvLbv7rL7tLFo2e9z18ny1gRNrNFG1vdELTp85gm51JjEK5lsPImpmJJTgzbTUQnjpIJqJYA41by4gpTuHPjz5sT7PE5Uc//ncbNGgQRAjB0qi1PCMXFr61jlBCoyOELB8/MmuQMWY97Pbq5W/Z6pWrbC2/Q4y6PQu6upuMfszCdO/S1QbjGVQ7Jcu4zg1JeW8Dz+l5BW1drTWF+gmYNTLqJ+JRRwomFPFEpHvhPlXkQffdJxFXek71HfKJUrT8DYSp5kiD6JXW/VbpnZRBHI3y0+jcpF5AkCFgfGguj5qT+vH3e08Ql6xe4Tecs9G3Kk7rvpRO5atn0NJR222r8ztzRVlUphritQGqgCODheFe17BM/j0AQZU4JLiTfQf228JVKzBkzLTd+8usW/8+NmzcaBvJjNuQEcO8s7N6xFct+L5vcPCS9pWP8lSbyNeXl4XPe/rZZ209BpaFrCC47vpP22FUD0nVcPPi0AAPpdUichluSsessqbw7g0bNtgbOJrbVFwMfWVaYeFAO++88xjwetuuLSX2s5/+1FazA0sn8vn233zNBnbtZak1EUCyWbhV0heSUC3sgGv630cfsD21lfaD//g3Kxw+1DKSs51uVe5Q51RhxEHr/fGN8gk4/1DByUd/OCE1pP40QC0CAHnALC0ttVv/9d9sLg60fvWjn1jPTBxkIdqpEcTWa31THub5R2qq7EAVy1yefMxuv/tPNmr8Kfbr3/7GxbEkNuXcU7Yff+bPsYL7flsEUAEDdvVll9mNrEkaNizyLUWGVg9Ryw5EbLJEBZkfaNS9iyUvc1ny8uDDD9EJASZYeHUWLcWRozsnXjW8voEg4vb1d5zX8T1ZAGEtI+yWjawnxM+UgOrIocPeodOwDO7MoufCfgPwd16ED6oCHOBh4U5nz0CUrGW0dTCB6LUxA0jh3y+xQfXgW2bxHucouVacQENlUHDAo+MGwPHRk7rzdN4JW8QWfyDuj+BDLmtUF94+nn9E7vpUcbt4tWp+QmVWvvHBPTeorShDCJ6EPBXqsbYXVCnoHWpXlT0NOxyBg/xvpSMSkYEDRjIgoJ1C6nlefurT0EdWMGDJYnszU/+lu3fYAVyF+No0XpSD7dBkZnYnY6ndu18ffNZn4tyNXX8APa9XUEQ6G9Wtd3CVg3fxIV4OtwcC8J599hl77rnnbOjgwXbdlddYFmWqQb+Ezwz/Zu2MonqSyC7RXUte5FXjSZ657be3W7+B/e2c2efYVVddhbV4LoNsFds13W93/eb3Vrp9q10IWN1842es4UgV26FBixXV7lY6g+aRe90mvvmpua/YE/NesXEzp9rffP/bcH5dLZmR1NuyHXBSPbduDa/mj/WfDxWcvLO4ogQC9iOinfoVDVJBh17+xhv2uauutR999x9sctEIdnPBpzIELWVnI2m0jbP2gE/hl47jrdeWLrQf/eKndhhiue6zN9pXvvkNFOW9WQxcbUcOV9gabKYeuOfPtmzRQqtAV9CrZ3e79upr7JILLrTOTAHXsyOxi0oQmoi3Af2UFiE/iInDitWr7B+YHRmJDkqjuYI4GvmTCmDgHADxIhgHML5F90Qk4qRyeEcTgLRre4nvXqzNGQ7u22eHsDxvZBROp4PnIzL2R6fWt09fG4xOQ7oT2a9ouQzo7aKlQEll0DIdzx3i9E4lEBCAxUAM13n+HSqrl5FyKV0Ap0axDrGgMoZ7zXHkqzaSPyFOm4ldwOTvEy+lXqB7saNfxP6EPOXyQ0ETEUonbkzPizMTKPmeaYAAsW7e4YutaQOtPxNISfYVAIiLOIiYXoLR4w5mVzdv2UL7IwABBNpySV4hBzKTOw43IQOxOcqAM9bz2hHI64qPkINCLX0Sh6rdpL3c+jiC1tdJRJTIL+Pd6qY6e/HFF23x4sUs2B0KiJzv25llMJunWbt02uQoAKqgtZ6ZAM9R9Eq7mBx5BPHtYTaT/cY3/xa3KddZFWDaCRXCLnSlv7n1l/bw/Q9aEZMwn73hBpvCYnQpwJuggQqWq2TBwYt+UtEjifuqR1K49Y4/2Lo9pfalW/7WzsNxXAWDaWYaC9X97byfMzWB6tOPxId7sSQf+8OHCk7q4hqo1KEiXlQdTrULMND59qA0vOYi1hAVDbVvfu6LlgtyqBG1PkkLgN2XuMCBTtqYlmJHiNuOycGdjz5o+1mq0pnR8mtf/zqWs1OturLGDrFvnlyhHjlwyIo3bmC90lrbxTolzQieNWMm/sexn6Is1XBHublwPPjn0WzN9tISe+jhh61kx3Y7c9YsmzZtGqDHujsROe/Xz0FIHZ9PUUdQPtrSSue+qNM/NKIPdcxotE3G71Q5nj8P2P69+2wHm4OWQLz7EQGljE2lQ+pbM+hg0o3JkZjE0+7duvmWPul0NN135NC7AS+Blpzi6x3qMFEFU6WO+hQrVl6VJBblAOZgo+fjyimvD7oWtnh+fJs6syvpOWqAUFBc+Dm4eyz5x0BMM4jSvbhuiHsO/ACpgFcitIuZiEMqr67VwTUBsod6OcBvT9leOwwo1dJ2WgjrM5Kk7dO/0PowKztw0CCWkPS2HMBJYpzPXul9tIF/j+oC4Jf4pq2aaFZvF5gUbzu1D73b60jAVM379x84wNZjz+CDnkkRrL3PnnmWc7TpJJR+Sc7a6phBE5Dqe8TRaVKkFAPhx7BPKtlRYjd89vNWNHSw9R04gCZqtKeeeMJ+e+uvrGTtet/J93osyfPRdebx/nr0niqv1wlHiYYprJ3JLMhHib7Xfn3PHZbXp5d94x+/Z/2GDrFyuOocpAkFB1g/+iXX0fGT9vcjASc1ipBfhJRE7waavF6PHC23H7Oi++m7H7A//uxW65aCYhvOKU2jH4QgBagIQ0Hr9ZqYkaumP+6tKrcHWbO3eP06/CXn2iWXX2FXXHW1FTDDVo0YUMlUbi62JbsQHesYASVy7SgpZaV3TxvPDFxn7FqqYb2ltJbzLpXrEIrLRW8utEdYTjNi1Ci76fM3WT6ugaV7EnFopBUghU6qZ2TzKQW4gkDBv488nYsBGWoAQSnqBa5aNS53L+V0Qjm+r2K03wVYleHGeFfpDjt88KCLkhKfBEiivy7o48RRZSHu5OfkuYiobau1ODoTQHNvh16n+AriPZEvLHmKiHRXWnDqgTQqm4LaIQRNAHiZAQSKHT0Xayf/PnE1seCiH+fifkJQXQi4BTjiMqViFKcpP/CKP1R11MoB5wNMbFTghL8S7kKgXa2ZMu5XNEYzqOr48lwq31vdevVgdrab5VH3GcxgacW9fvo+545iiKvyaYWC3itg1jfLW4XoRgthVRdUZEQ/ahPaSZMWFXT6g9S1xHnR1sxp033PtwZMRiRyS5yX3lHvEyenikmHRqoB0/08J/FfusgLL74YkxPW1nFP9nF3sivKi089Y0eYgb7h0itZQzrGelDuJAa4NLi4VGjH24ty1lDXR6FzufHNYDOQx1563p6c+7LNZB3fF772FTYIgctnIE5qimZ9E+AUKO59PDoECVvUgaBuaAMCAZqYtheJy8/SioWL7aYrr7Zf/vDHNqJHH8uHqNIZ8mR9Lp2Od3QSk4PV8FxyTqYdhbBTYfcffw05HYV2Ou5TZ3/qYptz8UU2nNm8BohKIJCLXkncz34AYDMzJaUlO8g3yYYNGWrjxoxxnY46iRpfjr8O41nwLRZ+Pvv8c3SSnu7/eQR6K4GSc0uUWUfv6CJ49X2Bpzq+Pk4/Ba7VSZS3xBIRuPQy4gik6NW3qwMLRCXeHmFFexWzlfLGUAFw7UMUPAz7XwEHKICpJV5ck94tb4jymqAyS0JWh1QnUz1Jj+UgRccSt6DdaP3b6HS6FtDpvgBXnIaUvQpiZgVaSqsy16ETVKevgIvVdL7HcS2/6jqXGKc6EMDquhbxW0eqSQjn5VRZD9VUetl8gOHbpUzWNkad6Hx5GDV279/PBxdtny0djgaarl3Z6gsvpgqaP3E9jwCVDi7/2+7fixfp/al8Ax9GImiFsglAxVXpWwVYWiEgn+ChzMpzEUtRXkKUU71df8XVAH5n68LssbiuaO9EgA4g0/16xh0puY8yyOzA++SDiHLatuwydJqDBw+mHgEmwOhXv7zVHn/gYRtROMguPme2zZh0mjXVwm2z76I2iU2nYE2U3wNtIXCqoz2z4N615OR//vh724bZww0332SzL7nEwVAzxcnsrKBvUruoakVefE4UPCJ2/gk5fKicEyRM54UoVZH8REva+cLZZUXSAHsBjM9efpWLdjddfrV1oUOlQ/wpPCcFuhpGhC5ikQ7BlaG0kAioAR3Aq/Pn2Su4SNmNonTExHF2+XXX4I1gvOtStO5JHUOcBqWwVctX2uuvvCpSt0m4Uh05NFKYq5NJz1PAFLQU5i++8rI99ezT1p3p53Fjxloha6mkH+mEcrtLt66M6Fl2CAtgLUcIymt3TkeHUd5BLPLZLhEW8SqHCE1Twg64pEviexSvn4BG6aQrCeWpxLpZ55UAl7gcuUXWfU1p61rgrvshvbgz52DolKrbBjpIBE4RYIib0Oitzqs6Za7M36nGUXOI+KXvkzdGnzjQNXmpk4s7cgDivrcr5ZXVtPLRCnjpfsTh5MDh5dDpdK5Jh1T0KTqX+KyNISXW6DmJ1bDDfi+JDiqOSt+fgfiu+pDoXXu0ivTimhAJIR7djw+6VIybb7hYSd1yFK2IS5UrXHFJlehvpDvajYi/eNGbDhSXX3qZDS8a4lyqgEOioNpSA0idOEmdg3vZDHxvrV5hz7/yEvTYZLPOPceBqQBzloWvzbXf3Xa7vbVgoV15/sU2beKpNghdovw6ZVDH9YCzypCBPZY4Yv8uuK4kdFrJKN3TC/Js3dYtdvt9d1kRxqE3fukvWaoyRETidZ2WFOnMJEqrbRR0VFt5iMXFrj72B6r7ww0MYNJ/exAx+U4uEIDEA802dWfDgilTzrDFL7xk+846xzqhc9HUvfQqsnGpg4vy7cshUHEfYoXVWWlfOlK1nTt1unVhtH1h4Xxmy5YxrbzXbvz85+wszA7qeF8aP3m8FGD0Lyq0aRD+urVr7c2li62q/Ai7x/SzwqFD6fQH7BCLgeUkfixclUS/dRvXO9ci3z21sOEaRcXGZ+bm+H58I8aPd8vgNBFbGmBKmUU4aeIe+NWKQ6RTiyvRiCu7JHFywJF3hKo6vkNp6QiB+gQcEicVX4+9qMRFEbVstILSXGAksbRW9cO3qWMLuHReB5elawcSwMkBT3lw3wGUvBRczAb8VZ4mdCsex7sFBDLjUDspJZ8TBa71DS5ekUZlFhcoYBLgeDxO+1V++X3XUfZDKruDSqx36VoIru9D4PUyN9aqrT3aajDjUNk0Y5aVJ2U5JaDdpdzXZhUalPS8bMcYwvyYhCJeztUkeu3btQ8DyJ1eP7uxENd7JFo6IAMQwwYNttPQPfZAvydOU4pvbTygdOJ26zkHwf37pRubywzwCmyo5D9p1uzZ7vJZ3/7kk0/an3//R9uMfulCuKWLzj7HiuD8jzL5oZnhZABZEwLigATs+j7f5JJ6Ue27wzvoRlbk+3EkNxO9VU9MUAT8Koe425j2w+tfA5tC7BA1TPNFdO/j/vdDBSeJULIQV8cT0GgEcAUjilRNQ0vhKgI/Z/Z59uLjT9h2Rrainn1pHll5a9QXlxFxHbB8TrQ6ZvKMLL9TmKUT+z5x2AgrAFS64t/5hQVz7Zf/+VMXA2bOnEleiIN0ZPmcysLQbdSpEy0XY05Z7M5bwmpzflPPOMNOhxUXW19XVWu987tZn9HdbdTQ4a7D2ooSuxzzgIPoTg7sLgMA1zpormKJzQwM/GSy4C5XoQ514Fq+U7o1uiociDgNIii3yupLbERFnKc3Amr8cyKkjkjqHVm6NnFA6pDOOeo5cmkE7HQtMBCnoql3XccHAUH4hVk9T6N0uqeXQPxKI+CLD0rnP97HCbNkHNuG8D6OjUqnQJ4abiRyuW2bjnoXXII6mgMUR887hnZSkjdCA+7gTzUEcehWMgAnoJD80pQa5VONkltVmJ4BN0IagbDyVw91EIQzFie5ef0Gmzd3rpupqH6GDSz0Gb0hfQZYLkuTBmGDpBk1lUM6xGSMIJsAJ3Fbacy01mFMW8kecRrIdpRsdX9Le1CYj5s4Ce+qE62oqIjn6uyBe++2F559Hq6/1K6YPceuvfAyy2PwqDkECCJeUnMOeG4dTyl98FFpKbPMQsSdylRGEwDrtmxmlUO+9aFsGvTUIqJ7vlwk4m0U0Qx5Nte9EvH7hIUPFZxUd9qcMgSdqTMibIUoP5469QwrYCTbsG2LnQlrXMmoCNVZjhqaBlHjOk3zR8pID2Sm0Yd5ZBq52vpCfJ+Zea7lIy489MyT9uPv/cDqf/ADm3XBHB/1/Bny0/KUfliEd7noIluICPKnP/3J1m1Yb11YDDykcDAgpKlezOMgkAzErjSIefTIUS6qiCAqEDdWr1tnizHAfP3V10yzgWfis3zyaaf60hztbaZlMxJD0hmB1dHkxlhcj5StCoIauSLWsgd1Uu8sAEWYktf3isDdiZ8e0McL5BAR/JJnROi12Cnp2fifJ4j9CeDTfJ98HDR4lhN/Tkl1X6H5HkCioAFAQfFtg54RZxqe1TcxjnhQbnrGTQZiz6oe4m2l/F0CSf65qQHPKC9xRPppJlAzVgKfHMBH4C+OUSKi9FU6z2AWVs9I76PF4fPnz7fDcL8jRoxgZnai9YKjVtp87Mvq0O/Jhk00qHoR+MsINC2FbZjIKw2gkPGnLLW37Six/7ntV7YbYPrKV79i02ecyc4+XW0nQHIviu+F8+ZaFbrBv2Qzg6moB/haO8KMo0IOor4GKPF1ajeZNugrFfybOUa1Df1iWrC1tMQGjRlphYMGeRqfXuH7BfLe2iRuFuM8xSf3z0ktX3nP1aBWaOcnmV5EpcbKYoZOisF5r76KacEuG4qI1RPrahGPdkaND2Jt9ROBxQcRVQiDBg/2tXmL2b58wWuvsevLALeJCffDUevfhg4f5vvePfjAgyxFeYsFxhPZkLO7g4KAQNP9AgmfcqcjCWQEJlo+M3PmmSwS7mdvLVtm6xETtahZoCLldRARqnFKr5kjt8UBjNTRxD0p+N55HEW4EsEUvAOTh0RCjd6qPI2i+qmPh1+oVAGCUvlR99XZIWp1Ph1jOXCDRDzstRQ7BlCJP4Y2Ubu4KClxVblT6e39nGMCwARK4mhDAfW8gn9HDJSCHk7xfl/v4KdZWB3Vrs59cu4iKd+ivQ2VRx0DkupGoqN0g5pEUPm0YethBpNFrMF8/plnmCxg95PrrrULzj+f3UpyXBmt5VMN8sdFfYiTV124aM17qshXSnp5Qd0HVyzjyk3biu223//W1jJg/eQX/41N1QTLQ9e4Bzcrz8Hdv8RSlGyyuXTOHJs16QwH3Lr9B2kEIvnJ/KNt0Gvbhuz8zrZgzUpbuX6tncoiXy2x8cmTtgm5Bva9v4S2ihqynYQf86gPVSF+vLrSIsa24ecsIXmU7XBuvu7TdhbuVBRSKiK3u23Taqo3PtRouikEiF1hy8H99s+3/sTKDpbbj37+X3b27FkhhR+1hu4oOopeyPlbNm20Ky693I01v/ylL/mSExn25TAbQ4+HFY9eqKlodfEkdBWpmWzSAAhI5PMV6MWb3YNhcK0hLwq9+/S0CSynCToZ6YLUyURk6lzAkJdF1/qCMEJGwNSquFGHjkWFPOJTqMPH/3RP6eJDIO5wVBkUwnV4XnE6D+XQeXshPv+QIhyVPtxvm2+4loJc5wLsUBYp4sP7GjA10LlAXUfZRJWUlHid78ZQUzZfGxHlauFApmAlPhs3OAP79ncAq3LrcwYDlV0ASh1LlaB3aUMD6YGSstJNngK0Cat0WeWYofz4P35scwG7u+6+G2Ca7BMQBzG6vOu3v7dHoM8Jw4batZddbn26drckVADthfTa+Frg9aFh4xJnd+lutz94ry0GoP7iO39nF3zq4ri7Lafw+oBqpAML7fRJBacPXaxrqea3P+tXOMATaO/39yOMHDTEfvZP/9du/MZX7Xtf/4b90//9IVs2t/iB0lZVTYya2wGXgXi+/N73/97+/rvfwy/0BDvn7LOx5MZGpQaOhg5ci+gI7+KdxJezoMBVZ2pkCn0UroT127R+va1atcr1UhITtm7axE4w89iW+jH7/ve/70thNI3unRAk0mJlLafxzqnOQ6dx/QwioSBDhBg6t+ojntx1rvsNgKuCzj09Rx/BY9Srd4WOrnTqp0rHX11yiMBLnEtz8PsxYIkDr+i55lR+0qTyk5XfU1Y864AWy6MhpmhX4lAOLycchrhBbZaqb0ziPclSxFOODCY8QpAUnIWtk3SB8+bNsycxftzPujrNnsprRB5Lh6adOsXFuE6Ibo1wSAf3sdU9GeQgmku7k6RFlICD4vRX7eecO5zzUd6fCdeeh2mDRPt//T//amvw5/W3f/dNVgqMxoD2CH680+2nP/p3e/7Rx23OjOl2Pr6Xirr3YqEw7lOqYyqGUOBwhON8J2FLyfYTJkuinGqdqIUindUJH/qYJnhntfYRfFyf/v39rXvheHZXsBlmbosDsBMVJ0OmwCGgU6ph+rocWyF5anrkP39u3/nPH9o/sF10Baz7NZ/9TJRSSlAotguzcrIvuhijuhXMyv34J//pHUXbWzVqeQHpUhvhkuggCr5CXboYiFw6ofI9ZWyRlWaDBxTa4KJBPmqrA6bTOTZs2mC3fPsW+8JNX7Bf3PoLKwLEqlmx7uIdaRyY1KG9s3LNuSYNhCLeyUO8wIP/QfyTLkhgSXIP0tt4XuqCpAshAELzkRv+SAyMAuDofkijuBAfXtAqLmTO0f1m0fH1z/+Tj9KqCOGZZpEmVi4dgncBZDb/Zr1H36ZnJM57HuTlM1Z0zkfvu8/uuQtOZsw4++ItTLfjSdIHhxjnIjGtglky1VkeA4A4JS0nSsI+QKplt2TnvTIQ1RZQmkhAGUTaHLeteoa1dbf95nYWkO+2m2++2T59/Q2+S0sqYuI/3fIte4wtwedMn85qhk9ZP5akNLEaoa6iigGstT8xXuFB5TlRkIuXMoBWfvALunVpldx3hGmOiVVc8/Un96TDglN7VR68O7a9lxLrXG3jj3f9HVxU/O7eu+zXt97qVstf/PKX6SDJdgTi6IY18mGmmrOYKfnW333LRTBtL7WtdLtdcfHl6C2SmenJhMg1ANP5oBV1ZKms05gROsKzUqxqj7IKPCvInWpaRgazenusL2YRv/jpf9k//+u/2O233c5Gn2OtO8r4HN4lRW1maqTclf2U9FI10oHwPnVOdVh/mQ68O9oEMtIFRUKgNhqNlp+oPN5ZOcYDja9tU7mVlwKHAEJ+TfoQmtMQEfIInE/8PaUPecgNjeuL4t4b7uko9YtzRnyTgsqojVg9Dfd93za4lyz0QxLDdrGeTlslKUi/VLZvj5sFLFzwhk0YP8Fu/PSnrScc0278vYtz0kwfmZEvoiD5yNTA6424erjKVFyb+CSDOCcvjNoMDwOsqZStmnZZ+eN//Ie99OrLtEmeffGLX7Sr2AZKRq6V2LH9C5y0PFZeedGFdtWFF1lBWpYdZYlUbXmldSJ9HQr29oIU/PF1JloJQXxxMvUWQjYW8W1D2DikwVUULc+2TfdJu/5IdU7HG0+S4VBKS7faX3/2CzZu0GC78pw5zjklMVvTXmCGud0QjdnYwDEa1TJKhpAMke6FY/nNn++2jTtZz/fpG+zGz30O48x8q0avJetk2ULJmE+r4Begc3ju+RcApnS7Hmdh2vAgEy4Ja0Smx6N8UzGsc6U9QFTNKKiOp2UYlTIepKPITkpmEnLvoZ1cn33heYwBWbKCg3uBl6avO+d0co5Bdlrj8L4px3bZAFeYeqaHOZGL0JV/UBTrupXIR2eMB4Xw3VJnhxA4GKAhRLkFsvKK70jKJ/ySYw7zw/34d0RpWnccLxcdMeRZVRd5CHBOMdZh9R3OaVEKMMWX77y1dJkVFxe7PZLqTjNxMqLMRCeUCZhMnjjJJjKVnyXbITgpxVVzPyXWFqoLn9GNlV3v13WdlsfwHhlY8tcXDzfwvBwT3nX//fb0E49bLtP4U6dNZZfomQ543RhQ9pSW2s9/+jN75sEH7erLL7cLzz3b8jBxqAKY8hhQstOzEOvkE6qFxvSG5hD71nCtAS0+aNdghb/58Q8td0Afu/nvvm6nT58Wn8TPNYC2DVDhJzZ0WM5JhocKVcjyAgimUN62EcK0detEEo3QDWEX0+pDq+ptQFqOXX/pFfbwc8/a04885kzJpz/3GV6jdXYsHcGmKBNdgTipGVNnWmH/InseZ3QP4rL1iosvcT2H7mnLc5As4qSgHXEX2kOvkalvWW6n01HkkKwek4IqZuuy0S1ls2bsyksvtb1MNx+BQxDIqHNrB+RDgKbEicV4aFjIVPjVgKEUxXIps53dOuS3SFzEqDHotkZh0gDHpSUlspSX6KKOKVEzBPiuZnDw2UPKpKDtqmWMqLhczCYk9uo9AXiURnnpJy4tEk0iS2XdE8D4exG7lEZKfgGJwMZBibhaRGoBtqbSdT81Cc6SKfdXmYkt27PH0/bs3gP3yAPcNmz7lm328ssv+5Id2YqNHDQ4eo6BQM9lAiKiC5l55KIDlHlGMoBUW1/p7ZvGICTXKnpfDe0gMUzmH7KsVznSMOUQKP9/7L0HlGbHdaBXnaanJ+c8g8kJORORAAGCBMGsQFOBa+mcPT5eyfJaa+9qbenYXh/rrKSVztqyJEqmAmlpGcQgZlIEQRIAAYKIBAYzg8kZg8kzPamzv+++V3+//qd7AjChgUF1v/+lehVu3Xvr1q1bt1Crh+V3E2Vy1cEXP/8Ftnl6Ol13882xO/XsOTPD66VLmPZt25q+8Pf/kB5lCdOv/NyH0zvvuAOTFmCMR4vJeAlogtH1odtqpb7FGFzo9IfuUkokVkjX/W9OvTqGBfkSvF2KVwNCyZQGsv4BMd6SNwNodjjVUNuiKWzHc7CnnAGB+OrDUBJTfbyh7pfOmZ8+ht7gS9/6BmuhvpymzZ6R7n/gARaZjoXYXbYBgne7vKMR5jQvfRCGsvqFF9NTT/80evLlK1ew+wZbQBM3Zt5kSiVxZkSKexBXJiEDsteUmCdgL6U0Fb063xmOHjkWFucHWCH/o8ceTatXr05f+fJXYkbJ9ydK30QS6vqNG9Ir69cHMV2BwZ7ShTAzvdpBflm6Md9jmjLAjCyTBqQTkdAM+5HeJjEs6kbKM77MUmI2GD8zKa9N23fWVwalzZHBZzIgv1dXZlxV2XktnnF2syfgl5A+ZKIdSkMwDdcR/ozdbmQ4mgFMBCbaiS1fugwXJUij5JOXqrjFvbNo5h11pE4YeABT4Oof980wMpedWIfsasb66umhW3MKh8kc4SaFIdUXvviPaev2nemjH/0oG1xcx1KaMSyL0iCSBcl0ip//7OfSP6Fjuv/Ou9JD9z1ARV1KRUZKaXA6TSrIPnDEfM4mZKn1bOIaR1wiizh7f7mEYcuczqYB3GO+pZSkh2o8kSewdogEF8+cmz763ofSF7751fSfEd1d43XXPe9MYxlOdSAROZxwiUzLaLemZmAEcroE5XnsoFrYmrpt5ZVIPIjl9m5gaRA1yJuZgAQDhcawLeQZEFhmFsyLtCQyFdoi9nikIIl7BrZVH3iQRcuLlsSCZdeBjUDimsgmi5Nh2DKiZ59/Ljw16sVAe6zFixcjsRXLRSRM15C5YFhDQ5mW9VIaCYmHvEYpmVIPCXgy27DrlraDoWwwI4g7S1/eexTlLPRD2iLFWjmYkzq29TBJh2HqzczHdWZZb+YQ13JYHv0k7Wf27EomAt5x083BmHa/igkA5TmMTmfJgoUhRU2eOCk8AmjRPgofTcJNuLrY2bWEzAuEYaawspwhQQFH26UGb+51ZGi5YykNZbWzEe6t6AH1oPnVr30jvYqU+v4PfTDNnz8/9FedPfhtYv3e/gN70w++88/pYXw03Xrl1enj7/9waqOc0ckAJ936utzGtXKhQ7KNBxl2FWxlCOSrPN5+tNh1aDa2cnpgqAaXadXCoHnU3r6lLoYnc8JOqaVpVCB5LNSEONPUU+GeGVN+MxSDaq7rqjSuM/QdOhq+Hee3jUvvv/89accX/yH9OYZ2UyFWh03a2DSXU9oO9UYjUc2ew8p5hhS78BX+TRYDz2UNVBPKUGfLGkFeiUEKkHAM9uIGCTAsonkZK+khnCyRhFIYwtNg06AyfCRrqVYuWx7r0ToYqsgMTjAEMW3fz6EcMqinGY48imX6hvUbQvqQkTiTqPS1B4tmmWtmTi6eVZclsR6HqcjkXmN4ZfCZBGoo6lBIetbbNnAIaBkcVinxmccuhpq6V16D0anr1wy+UwoynsMipRwZqFP+fv/+970v3XDd9cx89qRZ6HOuhfBlOMbzfeiOkH7Cmh34C0YX2HoRs5gAILwLyJiELa8EuUGY27TBwICvhq1yMqUrVxJ0wLSV9A4dPZI2M0T+Iu5OfvlffILtoBaHlK7SS4PODqzK17z8Ehu/fidNQzL+GIxpeuvYdByGpTGrw/1gUjBDZwRtR/PObV6UhtH+G1UIXUaMKMOser64FuLVnLkGjwYNJa6FBW7X/kNp5aLFafqESakBgqiGeuPL6rvBrk03rJBFaA45cz4m4thrDoruH6HzkODexaJOrZHbYEQOByQmEdI0RiIxKcmo1N6EXdR7Ge4p6oddEkiqFbgRs3uOXBYXpELyA46AAkQBDRUSFAQkIXITnhf1PxW3PG8b0xbDIZnKKAjZxaqTYQR6aNQFbjfGhycYKrlYVmbju2kspB7NFLm9+pbNm9NmJJxJSCbbtm5ly63nY0usl7HHClMFMpJxKoFZz0MwpU0bN6afsTTnxZ+9mLZv286QjPWGMJJNGzfx/IW0E99TLsWZMX1GbA4xFsnJb8PlC+W0Hm0M95QK3/2u+9JsPJUGk5aRk59uTwr/XuiCqKswD1/e5GMbCS8TNE1YVkiYmnNIt0otAU/SEX5GDUbBBZfB1GRkyh22uz7oicDylJPp//p//hQXuqPT7/zu78Usp54rnWEdD0w3YaX9yT/9s3SEdZOf+MjPpysmTktdeFZtATbN6BJ13xNW8DAmpabwWGBdkHDMufYXhSLzMog/g4XmMaPS5t2vpp+w+PxWrMNXXncNdm/M4GWuO9hH5bPBUzzNB2+iV8NTcqoD4HF0JRHqGktltwicQ73lbSxPyC85G1WpoL6HM0ojbi2WTJ2VPvbgB9JnvvyF9F8+/Zn00Ec+lOairB05cgQLQDvxRKCrVtbXgTg33HRT9Lhfw6fPL2AhPHU8QxklKGbk1KmIoA5HnIWT4ENKMiOCbjhqZYCp5To489SLCxlZoO/jeTA9GBZSwkGIRcnIKfNOPClqOnDdyqvSjddeR6J99Pq45PA73ustYQTlDKd8EJ3DqyefeBL/2N9NrzH1rqGpwzAtqA9NmhLW1qvbj4VVu9PyDveUhtRvTaZuC+fND+mnk8XVT/34yXA77NBNL6HXY6jajKTUZzvBdPy2YKqaB+AKBObUAMM+hvQ1gjr6XmZvOYVLNxJhzOABp7zcJrwm6MAJxhewI656QOlbPZbCcIzYgWe0Kd86NHbHm8ZCHUQ7FAaWzppq1OnaP9cwPvzI99MaOqB/9z//L+kgEqYGsNFOSEJuZPCNL7GV0/pN6aF33pduWnF16trPkAtGqPM54Wt5zNOhpuYt8qAoi53SgCDG9QfkwNpNDAW9U/obKlSHcznOZSRNDWvmNHv2nLRnw+bcLIOeqyO2fF3IN+BTpVsppo+LJESs+tCNxDEG/cavfvgXQ5/0x1gBr8SnzkSkD/0/abvkVs8hOXThVqO1Jf2LX/+12G3j3/3O76Tf+e1/w9q8ZTE0cbZObwYyskB6iEaiCiQGuWMbnxJPM5OyTOqKZD4if1b6ZkKwvGPQhYQnA+JaV4mxo2RIvtcINOKTWTdMpANm45DRZ6Z703U3sMXRirQBa/XZs2fj7nZBOom7GXUw+pI6hm5IqfGJHz4a8fWfftuNNweT0+5o1DsmpZPYHW1jXdnKxUvDvY0zbYyZ0q7Va9E3Fcpx89OmytCL1fRxptmtn65j+mBEOnJTejKe9XfYJjPK30i4DtlCyi3rKkMXiIIt2o/vfCIsoyMo48mkZRqag8RyGJgKyqd0AgX3gQNH0t995tPhwfL++x9I7/vgB8One8CH+luWTzKs/+7Xvp4+/MCD0VF1MUlBowNrcg6lIXUiR/OWMQWzgjEaMv55XWVE3g8WlLRCwc7LA4cOpB7wxkkKmeXboRjVXFw4lERZYxy2uc/K57R3EDLYCoEUyNuJYjojpMMnhyAR3bhlEGFyEFkNIUZzWYkWz703Rod2LxISTGR0H8Z4+Ds6jIL03/4P/yY9/6/Wpv/t9/7X9P/+7d+k0QvZJoqeV3JTejJBJQIJ88///M/Tv/3Xv81mCL+HD+lPhGX5GBb9aukLroOwRAbpqkwoFyJLTHHPj3WMenItwcisoNAY6hjH4YS7h8hw5HQFE4BiyCKGFD4nTvg5Mi2ZFUwg8lYq4b1bVI29prCdknkdh+m49ZVuR/SE6SzZsiVL4xvLov7mRBf7tZHuSRe0Elwu0rRgYZTPGTeZ5NjROJTje5mqkqJG+roXdr2b7WtbYpId37dYJovNexmQ9TCET3Tq5fNYJMwzCT4s5ckjw5CLiB/ui11HSbVDaoIhmZ46OuGvzsslPUfRm+3FBOMP/+MfR3rXIun91m/9VpRNPZf5eXznn7+dvvWtb4Ye7N7b7gjfXyfaj8Y2Tn0YaspYi04B5mSRydrvgj2Sb8FAo2i+GjKUxa+91/6tPtTogxc6WsyhygDzs7fq+eJKThJrhiQXgjzA7k/tRdAjz2Ea9GYiYq96CShZcT56KyJXx+9VxpST9xzPc7tyVo0pgudezT3kDK5+93nDSXp1ONAIEP6Pfvd/T//t7/x2+sP/8Pvp//jD36dHmwIxsgEB08wipEMTEWX8pInpP/6nP0o7Nm1Jv//Hf8CuGyfTz33ko7FRKBSTDuH3SQKfyBAoXKeA1E6Hm5/lczlFIDj3IerLRChTyB18T1bAAOojhMsRzgUtE8tyKxn4LH7Ln+JRwLb6vIHxThdLgRp7yT88ISGNqV/i+aiRurEtloooZRWeDyA48pZJBtw6Xf0PHJHgmnFJAzTRF2FuQRnUe2FaRLmVKig30oaFb3GRKoDq0+bJd7Sj9VX/ZusjP/HrdcGwcjVkMsEIfFVeNzcw7I1bH9q+Rb2NJ7PoQIITtiMZXmt0K9+yrZUUv85mA8uxyP/IBz4Us5Yy0fZD+2LrJi3Ad6Eg/5u/+Ks0D7/yH7jnvjSleVRqPtGVxmhcC1MVNtkIVcCGJsu2IURpLENRrHgW7RZXA39aKoymbKYBEUZgqV4fqP5lGaq4e+kBUNcKSjUGHwfzGKLFM6PyfLrDNHLIDCHfe47lDpxFsvmzZqVf+/ivpDUvvpS+jJ3L1s2bcLaGvgQKdOYnbzqgp0lnqJZduSL95m/+ZhhQPvroo4UEASU7xDDfEzAzJYRGZnpMPx85f8tzoUMs2bB+kZewKOBh+WQ6uQxKITIkzx4+99COKdsyOQvoYbATkaE5wxbxrZ/1LFgsTIYHSE7ai2UpSZ7qQufM+ApWk0vE96TrZxlBvR4q+EoG5e7NYZbB10qN+uXej+3Uj1nuMo1lQh//+MeTNmGBB3TLusnRx7hS4x/9pz9IJw+3s3CYPe/Qwakb66ZtM87IQDMcPGecG1CmShMWOEu5KJzHYAHtWPIwHGb1g6YphmbgTEX6j3g6+M8QSQ8e+U32NLf9sCl2NCalESlUkhaEgzTBfT2CDnbvs6GOGqIFcRZ5SEwGEc5NFY3TSK/azBDvQ/e/N03HI+J3vvbNtAd7HLchasNIT9nGaf+wDkYqUtns1j43YbtzHUsrXn55dXpl3bpQUI/G2NLtzCWccKIWeRdgj/I7vinzj4s38COBnu6IfJTPyDgTmn7N3UMw4FvCRZhk5pSfy1QEVSOShO0icao3CumWdWqdSC0OQa2TcWvp5zKFnFPAOYibOFm/luOGtAT8o53U8djmDmvLI8rPs8GCT0MipQ7O0IViHE+ZX/n6VxmWnkw33npL7Lpr2XW94mYZ4/A+oAT1g0ceZuvxH6frFy1PN191dexyo0wdvCbwo59B57J6rgXLFEftyYALbaKagbGH5aw/BkSu3LiLtUd8UHl+uVwOO+ZUDGoK8AficxnEIqKCEKKEhBGEzXU+R09W3+p194H0flNBLJ9lAuxlqGFeKmxbWN/XeJzNOj/wkdTJNPJX//HLuM9YE3usifimEboUEM9vHLIY3v+B98eauu9857thkS0xaHHuouBgHDk/mFKtHDKokklFIhfoJzMhk5dBAdmBZRgk31xGz/rTVhKUCakTUmltMjIy38msQtEdElMMWIORO5DuZUbCnZ2FlUEJsjgKFNTlcH0wbWGcjxrz8/vy8JsaQ4b41XU1Mlw/ht7pMWYn127YiFTLjOYttwTTdHmRZgNgU0jA+/DN9Kcsxp4/a2568O570iiGvCMcb6HndFZU/aZ1V+dYH4q6Fkzaa6INetR/V73vQk1gOIx9lWEoB3M1jhaxLo+fYcecBLuNLMI5hBCV7eUyUmdiMV5mLF6fjyBjDKJl5qiX2a7xrD+766Zb061XX5v2bN2RHnvkB9HTKgE5ExQSAhmHd0tmWHSVYjlvv/NOloccTE/gl9wtzFWea/MEvwvfQUoI1iOGeJytR5UpD1kXZ6xOczhsO92R4ZXPlqF6+NxQlK1gnl4bfNfEWrUeqF8pqRci16d5bAAAq2hhZb1xbTeV88LBIxiHSu6Arb+YRJKNfpSKg85BzVCZd2RW/hQ5FzcyKO894tr7oriBI+KJxrWBM0TQdODbrIdzGLfyypVFIuiNZKS2iVKWbf3Xf/lXqa2hJd15w01p3pQZsellA/XS66lHSJa2j3XhnI8iwQJWNRiWZbJc1cNiDnXkdN4+nwqB4cWcMiGAgTa4EoohI0YYCpZ1CGS2xQ305GcTgnhKBMvxfWaoRzqV0BoI9hw7md77znelLhTbD3/922nj2nXR86pD8ZswuARxtb52tkYXKbfihVEf4i+teik9+vhjTBMfCgYV30BeMiKJtsh34H3x9EL9Fs0dsMOGSKZgKIirf0ax/1kdbCh0tAv6HGc4NZUI6SGkKHxcQZGoecI0QB2+mhkl2iaeW8sWvEEUynbu4FAeliXSZDbsdAGhqBaC8Gt3xYVpUIzYaqyF4fnffeZvw8XKLbfenGaypVcrzEozEPP3kOk8/8yz6cuf/UKapoHobXemMTq2Q/nt7ivKM9H5OMto3pwyjgT8eBTlAPVqZyJW/7Szq7e1K0o78LfHPN4Op0BgWEFFPlFlMw7rRLpAihI5RXaRoRax/MBn9sGn+zMtQ2Z2XudnQSSk4X0RregtW2A4S69YmG7DRWsDjOo7X/1G6DRc2a6/JYc5zvq5C28oeGGUfYj4NxB/ItP2Tz/9DMzpMN4EDoVOSzcsDKbgp4W0JIsIVxhl2SzT6w0ZLEOdi7ohMSBZ1AgtpJYCLhkW5p/fZ1h5r4JZHUgQN9fOQkaaUK7SkIALScnkYGBZ96RHgy70csIqp+e7fOR8i/IJ/+KIhjBN2sAjMwHLF9deEIxvvkfxULpn39605pW1aePmzelOJNhrrr4aO7Ux4drGb2JZDIxJRvV3n/prfNY3pw+/+8E0jpVylo2IxZnyqe4JGyxaTMmsVi4ztZ2BSRxec3BTO7R+5+YsDhNLqV3PG3XB3YhiC/hccc8F9y/OdfHfarfDijnVA1ciMIgAOYggQ4UasmSkqTtXvzNuNa0CyQq9iUMnnZI5BHCpRgezUvfcdleaxhKaVSzl+P73vx9DEi2PDV0sHVFx66yPOOr+bAsXLkyf+MQnwv3FF3GzossTXXm4It7aiOzmIZMy9EkJFzhopNlfZ0tQDFXM1mLkd8JCQs2MJBfL9x7CxLV7rpdzi/X8vMG5+3qmA0B09NaBR4UjuINxhi/0VkpV6J0MwtldaupbNjM6IVRAKaJHvPq4vjmEIeNaGNP3vv+99L6HHkz/FZsbTEDpLcRdAF1sZ85OznQWLzz7XPrC5z6PC5Q709L52LGFJFf4KJdparai6QdsJ/CvYE9l/hUcDCNQ4CXMqiGX+UznJhh8Dq1Y2Rtg6wMOs4tDhlk9SFx+9VYNF5c5ZSBzhv5BMocV5eGaA0rD4xCp1W00IZGclEnQfs3s6SYRhM9uEEYdjvcZo0XkGpHwfLBrBxd8KFlE84cJOTSKLIDyU/9ERfp+28K0N/M6WIUzc8dsz6yJ49N9GOYd3bsvffsrX8WVB4iLsrsTpNSuxk0tReoepKkT9OBNLHmZPmd2+sAv/Fyau3hB+tYPvhfbR3Wgaxk5FktqGK92S25CGctWkCrkbJkpKN3ASwoppwEJrQ9lMuXJB4ZDgZhavnu4q0joYoBfMVCU0DBfQFXf1ODK+QoBhQLeqX7X0BW6l1DplwRm/a1LEzCRTMLvNvAf2cLmnuhnRgD7jY/+KP3k03+bOte8nBqOHkjHe9hteN/WdODghrTvxM60p2NP6rYO1KkTaeb5R76bfvoPn2dLpsOYZGh0SNqujO0ZgatcZkkb0S/24qSvrKdsweUqwreb8vTA+DQPEG59HB0Ouzk30xEcQurYuH1b+gleD9w+6iM/9/O4knk3+ic8c8bQUXMHVAT42NFSXF9S/99ffirNGzM+/dJ7HqJ9sV8DiA0o7GlB/oCdS2fMU1gIBaZjqwJMxi9XAOSDSr3u4MYK5xTewkwpw+HUKYj85hKdbfQcvM69uOeMEDzMUV7XuUi3+DSuy1QkyEr2tbSzIeK1DBFu27YpfevJx9Ln2Y3jX/3Gf1cypMKXUSM6mD72rFYSkMnodlYbqDvuviv44J998i/SH/yfvw+RFwtrI2/EdEV3DQFl1LknzPW1EDKQJpg35DJkUGKLNWcyMAjL5KTl/jSVAQpmZIoGh5eSXl8wK2CdCq8Ilssgww+AxAWMohMXxDCcjiMH0+H2Q+nQ/j3pB9/+p3TNsXekjft3p59tfClNHDeRNXTHWDA9Id1373vSTJwErn/8ibTp8R+n1llzcZNyNLVOxWo8lM3Cm1LRKcWeg5aFziM6EZltlLNg2EooeUZUhbtdmoaRXSd7Y7nRho0b040335iuue5aFN4YUNJxuHWXbaq3UqVUHdMdZX3f2lWr0w8efjj9y4//cpo7h91Z8DeuBKgL5hyEjKH4zU9Pf85wO32sU9/a+b4dToXAsGNOuYg2tIhlyMR+OkwJxDgDJsnScpSMfA4YfOa7Ir9iqJPj8TgYDWO28ERw63U3ph8//2zonn71Y78UnjOPHNwX6890zdKlHgZCkJ4d5qk3mzZjenoIE4N12D79yZ/8Sfrdf/87qQ03rzG7x8yXEpPLO+yzawhOAgOGCjKQslBKSDmYT2ZoWjDLbIKJKYnywjqp81FSdVlJ8SkEi4Y5jDIZThbGmTAvORwRI18/4Nb0cwZMvvMeSXF0W7rmxutZELsnbV77fFr3qafS5FmT0o33vyP262s/1J72bd+bHv6Hv0g9B8JQQd4AAEAASURBVPGQ0NWUpo6dlBaxTm/ytKnhg8lFy/qraWhUb0WywKy3zDPqw8PwxRXZF1Jf66iRsTSlAYluBAruTmbV/vbTn+bclX71V381TcfVjdKodXbxtSGW0AAV+zOX0uxX8sWP0zi8jn78o7+QjuJqtxm4hNmKlqGEginGZdQ/w7d4cmF+T8AcDW6s+nYoINDfVQwziEik9n4GmVONaCvl9Fk+Ko/PfBkUV0arXA+YDZRgQPJ4BtG6MNUFrotmz03vvv3utHPjpvSPn/98rPp3DZeivcpK176pdIXkg8i76BZdv6Wtk+u5nsT97uM//nFYBOuNMeoVlCPbUJKQWRTfktwpocqY8stchYYGpr+RL9SPMOHE0YTbWpel4FepB9cvsWwF6c7SsXlpcCziOvzzCJcuFsMAMzRdi2B64S2hlSEVxNOMdDR90bJ04113wmCb0ozxuMw9si/dOG9GuvmGJek9H7otPfT+m9KymW1pQsMJ6t6WFjBrdtW77k2jWUitpwQVz/jAweK+gxLLSEoJCVjIHLPkmG2JbAe9UyoSaiagpf6n/u5vYrvwj//KL6fxOOLTCl99VsycijOkoz5QKVbms/e1PeknSHEvMEnx33zi19N0vC00MjunqxSDTKnKmOIhP8Ihwzg/uxDnaSMKHeZgaWuDd7mFYcWcsqQgrepYLM/WiVyDhYzE+TxYnOozcKwWrHi18r7rz79ABJlEMCiQVmbTysyOK8ruuBbPk7PmsqzlH9PObZvTaDw/Hkfvoe2Puio9YzajrwgZht7Y5w0MRXQx8rFf+nj66je/zuYGLLa1pya++ei8TbmmIISCMUSPDZMIBmZ5T4OfftcTBA+sgF0jmzH09dELN4DwTWNRxuMSuHEkOcDw0fE4BDT0NSq+qNQ+HvmYVyFJxWvS0AbJA10aDPoYzPcIHhcO4G3gpa3b0pT5s9OiZQvShHEj049wadu5cWPq2rKDodzjaceGteloB0rwxpOpaRquj5HmujAnOIZuRzaq6UEf927PJEutBsuR27UoE5o0ntEMqf3EsfTXn/7btB9Xwx/88IeSG0LYkTmBYtzwjklE3a8olYpH2qbtZgfp7337u2ki+9vdd/td6eieA+iS9Jvl+rmCQVXLcCmulabfDgUEqvR5yWEiMop/MifPebbO3jAjaj0DOedCQ8WQRH96XOdu0Rm3wUR4e+2QoFB297Ez8KwJk/EpfTd+kXalr3xFH9/F+jLLksvptb2wvXes0oewZXDO4O3BNckjj/0QZS/PkLpU/joEVELM9fPr2nXohM7cVIXUBXJTIGcFXTcWtkUQbkxLI1k1oDlnRAnTVSIqjQzRUbn4N+QkFcERLLul8OB9SB9tMAH8M7Ec5xC+m3a2H0gTFsxLN9x7Z5o0b3o6su1QWvOl76WNn/lWOvT0hnQFQ727P3xXWnDdUhzdbUhb9+6EEbnhgeWjHeCTjPgA3giGdMWER3QGFo5g/cOg0zaiDdyuSw8P3/nn76aXmZW7uVySIvPRW4Rf6XNJuCvpetYpoIz7MN4vv/XNb8Hg+9J77nkXngZwE4MPLx0W2i7hNdNhLUduw3wOHRfMPN+f77N1PYaFuIdB/K8/4sVl9lNgwTCptL1eNYioSk2ZcPM7kcPwupAERK9KIF5XmZXpKsGouwjXJCCrSC4Ct0lA9LSt6GuWLVicZk6bnj772c+mHezQMQbpSebillIxVc53IfH5PYdMyvpMppd/Jz7Kn3rm6bRp6+Z0EqlK40x3nc1GibluBWvwrqhrcdX/W0hZvJOhc/T0QuQuJW1kBgyfU53dR9Oe/ZvT+k0/TS+teZwhHv66E14SetjWvQniDSYgE5R5QcT85SBjsjWCcDm7z2wDnUQLzxF20r6DuxPOVlLzxFGpbeaUdPcH359uu/KK1LHnWDq640Ca2NCalixdlJbcclWasnxu2nV8f9q+Y1ts59SIxOjsYS9DXqfGu51RkycCpwjqngiZMYUuCqak32/h9u3vfTctWLggjF11B6wnTo1h+xyiyZRIxs4k45P2T+s2bkgv/OyFdBQzgnciNfXhNdQhXSN5awlewCKyHdBBiQsXM2Tcvph5Dte8hp1CXP5U8p6AmY2lS5OQKkBk7wvUff0gPQUB6phiTtl4GTVlUNr39DGsGc0QZg6r3G+79R3pP//dX6Vnn302jDBHo8fRoVpmqlYkhhown9him3y083kQP9ovrVoFw1iNf6UpaQLKWY0MJcbYUWaQLmMwiS6XM58bG3X2xkxW90kc97+afvbSU2nL1nUAlDKjxH72uZ608Ar8NS27Nk2dPDf8tOOrsgbPvj4NAYNV86yQnCJtAC6h92JS0YIVdR/7zzl72Nl9DP/pU1Kn6+Z6cRHcjoM7mDdWFkgkfWkCmzE0ocRub2lP3TMZ1sEw+9AbtZge8YSpf67TU3Edw9+Q4mhnnhdMF6nV91p4A5+vsQX5ZFwPv+e97y0d+xWzchpGhN8nOgh9WAl3pdIumL/48+hjj6Vj+Ga6g8XZs2fMSI2HmbqnjDK2DtzcyKBicjMDc5DzKXhTFyczw7rHZ3Wr7/KW6cVuOGf1wWUQaRAyuJi1Nvv+w8bVvslhUie9mk64RAiVyupRGkBQmYVIGz1dSTQx/Mu97mmKr7M1/R+Fgrfy67PYgECSoAdvIoNCWnKIAKIjNzSjqO5DyzwKhO8+wXQ4ad2Bf6D5M2enT37yL9NekKvXGSj0UhEot5IARYToSB/uEs7xGcJcc8NNacGyZenZl15KRyGekwxzRkyaEGu+rJuGmQ4zJMg+HsiYrT9jIXQnLBlhaKVLEt955OfdfRAcs19r17yUHvne19O6tY/jrbIj3XTr5LT0KvbLG380rd30SPrk3/wHnK9tTsdhtg0teFlg9qsH5XRIjACgF3cLPXDJLpkONlLCXBuwPkeMSDCYIqVRjeyy0jYxHdnDfncwq6cf+U5avZdNDKaOSZNmjksnek6k51A87163KbUdwzPlQVz3Ik21MJxqUtkOM2gOjqvimvqhh4oAzMKhoO1AuRqAZwOuRBoZ0v3Rn/7fyGp96UP4y1qydBlmGnjmdAtyF2nTSlqvK4E1w+y7SKcTpqxEuhVfTU888miayi409992G9489zOkg8EqZdHZ6LlUnaBBcKoLExZZahIXgpGCn+LoUEckcL5/Mnmc73TfBOlZ9YsespIVlCdv9BkgQ+CpDMYe1BKBsLF9NkYw6gm6QDR1Kk7XqyfQ73QjRC3zcvh0Nr1WNtzMyKVtTWFfU4DA7CNYDArhUEymZXCYp3SjrU0M9CjLhLET0kP33JueePSxtI4NALSC7otxIgnAZNV3uBi1GQKTuamw7uY4vH8vzv7vjZ0+fvj4Y+hbGEKWDDjqJIEYlyly4dMEQ7LujUHU1Bc/SHCUYNAxLIK5dkrsxNu+fXP67ve+QjkOpVtuX54+/JF70z3335HuuP3a9KH334YXywkMMzvT5z7396kd48kuDB8hY/LB5MDZvF6MT2mDRog1hqUwQUwUA76t8hCK1IliffK02WnBlGmpgWHcc//8RNqxbl9qmDAiLbptRVr2nlvTiDnT0qYdB9NLP3gqbXpufZrGN9ewU81xOh0mEGF2xVR/6qZNAbxGlto4CT4ts4W6nVEzktruvbux+v5nXAivTnfdfUe6687bw1asW2NXyuledSAC3zKJAgz60A36rBHmZvfw7W9/Ox3DOHPx4mVpMrupjGRCABCnk+BYlw1NcJunHDIz8mzQpKEwa/DeI3OMfDbW6UNI4ZQxhy7zppY9mH/0UAalcsvchP4MbIYp0x4RXbgU34l5tT+f+bh4lZN9S537W2Q4VAuiyKKzklGereuC8KrK4hwnn8+p6AW+xScyoxpD4klmcBmRcvqh1A5ihTrBhmCGDEu0VXrP3femBXOuSJ/7L58N75gmHE7yYGQhMRHPmSB1IUpOzsqNAAHvuuvudO2117Ix5rr0yA9/QG9faKkllWAK9tUiHgW0N7dsealLbV1eiez6NxeZW0e1pOee1xNCd5o1py1df90cPtzL3nJr0NcwszajMb3r/hvTf/1rH0o7dq1NDz/8bQwrMT7EowARybfIR0YYgkTcl1oniL4b5uFONC2UZSzts3DC9PTa2s3pue/9hHr1pGved2caecfKNPLua9PtH/9wGjt+Qtr60s50fCeKc3RasyfPSK3USWYbeqYoP8M7zg7LrKtyWpZa9BygY7/t+NL687/8q/TAex9M737gvZRN5il8wBFmJaPgpGHnk9uOCsWONFs2b0lP//gnoS+846ZbCh9cxD1JukHZFXzwm5IPeBmhYFBGqh6+snHy4f25hdxB+pU6Sg9nHGNEUCZVjXNuqb81Yg8b5hSMAKTRhCCHzJxitgTKkUg96hswxz/rcxXPuK5HAu8tRj6CcEhcVCSyQguug7vSKHrm6VhA33TVtem5J59Kq1e9HDolGUWLQ1Ki6y5FxprzCL8/EOFJhoG68z3MhgGPPvHj9NwLz4f0E8ss1LGgM1G/E2Nc0pFgTcM0PRuEmbARTuZx9PA+1vCtZ7+/lnT7HSvYgQXFd8N+FOF7oF+2Od+zBf3K/rRoyRQ2Y5iW1m94lnVmr0Y65idxmGaWRIWzuiC9CmSib1TSOMnW4N0dad+WbWk8y07axo5PrRMnIzlNTQzy0qsdfelAI8O3SbPSFLZxbzrKppnbX0tHcGV8wv3rYE4q7UkZyYd6yYA5WwZh5+YEzsodQwG+e9+e9Jef+qt0N5MIH/vYx2KTzVa9IVC2+A686Mb+zOG39lOWOcPbTuCpx34ceryrFi1Ny+YtSKPIOzo64UjcwKU6HlPPoALYA34CEwY8Od1Nbvt8znHjnjJk5mQ7vmHczom/Bc7DhjkFwZVEl+Eqsoq0MVsHEVYb1+fxDZHz8/N1dqhnWvaaIqp5GcKjQMk8Y/YNaUgG9eH735NGI0XZQ8e2SAzRwoaJb0Q8dUcSXRAg0kcxDElpHHu8/evf+u9jev5plOoyoNgwEvHemUKXXBgKSSouA3lFYMtneh5apctYjjBdfuJEO9tZTafk+l3HW2dLB3qZk2nnTmbX2MxgxuwpOP/vSO973x1sftnEvnNrC4ZKeuF3ynSRjqy7RzdMuJWhh+M5rdj1jdZ1/DDbJ30+vfyzZ8mvI02/6Y7UOntx+uq3nkhf/Ifvp8986hvpU5/+ZjrWNj21rbiR/fNmshtNR/oSS372bNvJrB+SUrOuaPHZVVSraMMSRt1mx3GcYfLDj3wfNzSj02/8xm+EAryN9XIOtaN8wCEz0tDpMbyFk4ZNk3ZN7czMPfqDH6Ze6n/TldekbpbVONso/DTklAEOCBWeU2VQyo4D/oBRxjUuatf5Wf15QB7c1L8XR8Rx4T+QOdV/eXndD5vZOoks5AEa22AD2lgGZ2m8D1L1NT2toUq08eAsf5S+qiFuS8QseU8gP6Qf+RpXiU5lLC9UCAXTauLcTK9945IV6eqFS9I3vvyVdO9996bWZUsxShwHPRfuN6xSVrjCTdCJqLzpgTmNZaum5SxSvT+teu6F9NRTT6V33f3OWBMWrjrQq0kYfC2HLIaLFCEkSMtrYU0PhqdMpSmC0pY9sBtvNjRj+9PcnSYz/DpyRJ0UBpktI1MX+peFC2cD32fZzXc/zAkFPy5tNSAtJDSTLqSybnQhKM+ANVIthO/QSTOFDowyX4PZPXTfe9PKX/5F6nMivbLqubSH5SFNGH5OmDQjLVy6PJzynXzqufSjRx5OR9qPBCPsAmZNKMfZkoDyYztGmlbHtLupnPA6znBz05bN6YUXX0z/07//H6kbDAkm2UG9NJrsoQOw8xIHdK8sI+/kmcQt3nSwEPtnwHTrhk3p3bfcllZi+mEH0oPFuDCTMZlmpAv8BgRBTihPcW2MoquI2/ixzGcTxF3xe7DgOyU5GVSVORldOFzOYdgwJxvJYKPYjNqpZKtfpYnYuTV6TN4btdLWQzW86Q0W8qcSosHZOS9zGXKvWTAGXlEodS0NGPi4q4dr9XVRq/K2D0IbP2J0uuOGm9ORnzyWHn/08bRkxfJAZIdchrBhIotmJAOJwbxkJ10QUAuzUO++7/50nJ2NNzHskVlpC+UwRSW838iMo8rcR4njhzSUHEjfswg+nuUYo7B+PnzoBAxuBMTbhk7pKAaQm9BDjWNzy7Fpx5adaeqU6RAviuTmMayFmwxRMIwipWK4wxCUvAOmlL8JhnQSJtuNLVR3Lx4JIORRmD/8/K//y3R0PxbW5H3yGASGNLTsqlvSQiSApqbRSIqj0kG2e29jGDVi6YL0wNxfJh020xw7ESU0OVAXDTHDNTJp5vwaEc3U7GkvtnHTptj8c8H8ReTDc6S4JhT0J2EwerwspEyGojSE/VUfsCq0goXE+sjD308L516Rbr3xJsy6yA/JyjQK5TuDSuEJYIOxlzAl62ifAHjccEs8g23gkJ4HJeb41FD9uHgy2G9OJ96ZDsFnwl39ZFZjFM8L5hTflHHjg8vop67LuDQ1H9BoFCH3GFlBmCWkrBDOpZTADX5/tocM6Uxxc/r5HPHp1QPxyVKEjjKRr/Y6Pez/dsdN7wgF7DMYCW7evDl6QnUgMhgoKhAv0uNW5XgwHN51YXuj7dMUGJL+kTZsYOqddXgyHZeYdCuxwAAEiuUw3wwPmanvOjuKCYNxU1E4t47G1/k61pf1sA35eJbSjGdB7NTIv20kWyZ1IGF0ai/03bR506u8W8jaNzYNJYsufCopkYS5BYTss5FtWrCj4xmJw7bmNnxzQ0wujWkbndpmz0tNM+emvuN95DOWfQAxlEQ6OUL1Dh87ge3XqDSim9m+8Sz6mTwujZo2OY2ZzBZZ1EtXOEwMYq4ADIGtTRmMAph1Qag7d+3Ek+W+dPe99zCcY7sk6h4Lk4HLSIZ5BSNF0nJIxNELo3NSoQVXNQ6p9+7dm15ku3SZ53g2mRgBk4SbRacn/Ow4zC8HizBkMO8LdJhnpA1e2pa5gxyyLJfRC9Dj4oRq4yo35EM7HedNnHLPQwop0wWb9pbqGI6xNKEDBBSbtJHRf1EDXRj4EoeNeraHCul8tDAr5RFB4uBPZiLxeNDPx9GN7YK97EhmpMZAeCNBbmyq+YweDzugQ6zx0hHdg3fek7aseYWdV9amnujN0UlBFK2MJBqOM+Sw20U31APBdzGMUk+iwnnq5EnohhrTHqb212zfYKowJey8qL+9acz6kacSnQxZ0wtKCoFqjS6ckCh4doyNI++7/8F08EhvevjRF9PWXdhlTVzOcpNJadasOaTVkObMXp5eWXOSpRyr04qrb02zrpgE85RQ1Y05dKJaGFjGzBf5d6L8aW7Emhqr8pYeXKHw3jLIHBowQ2juxbaqDWdy3SdSL4yvpZM1iMyEtZIeizIYCh/FXxKzc32jaeOxqYfomoqOaGY4Rz2bWZTciwK9AcbWgfuTxhZslJByNm7dHHqha9h1ufv4EToB9GeWE2OOrs5jcRb+unBBU5OaYcbuO0hKqW3S2PT3X/ws1uAH0oO33pGugJm1YD7R6TpChoajkc5G03xN1MGhsS3pIYOsHd6XQelO6cwjzF6IJzOrHWfAP5lqDT/BP9doWuboXGCm+zuOp3Y6hjE6xiMtcT+YZRSKIpUzk7k8tXMmo9qDt9bFsBjW2RBFr1gwHNonFMgxe4FuoMueTmKAkO31xCGD9/y/4fBGeytnhei405KFC9P0yVPSM0/9NK285uq0bNFipBQYR4gEIhnlhcEE4dsTW2/OHehuRrPluUfUGQBIhu7YojJ7JNKEoVZVK13eeCrW1MGgkWjmzF6Ubr7x7rR3//r0T19+FN3S9DRpymgMFpF8kPJWr342rXn5tbR4wbXpvnse4tu2YH5wZc6aMpbMms0wxX35KUUmO+8Ilt8HEWwoGARvrUcuk+wrh7OFreYQrdTbrZqcVNizZw+eLY/EYuke1vEZzKI+ZJyILEUkZhP38u0zGIDOmjkrLVgwP6RUv4tyl3DzPmZOo9CDJGyE8xSqMAg4kW4MQy0uban0Jy7Y9lW9k9n7Pn9znorzpklmWDAnoRVroUCUzGxUdtpYHiccBrDsQRSKgx8brTi8fmPwPlPjm8/pgjN3XTCRJehGrl6+Mj394qq0bvWadPWKlUgU9M78i41hoFlScMGgJDh71aZw5zuG2bvt27eHRXxGSuvv7JQlCB5X0lEmNNlAlI50kHFQVqd0790fSE8/96O06uWetG4NW4mznm7c+DYkvIMYcDanK5fflW6/9YE0dsy0NJphX1fnPspnOsiDSDCxyNlEkX6Y6C5yIF9KGg1Q5Cdj4qMolFIA0QgZlmeCWRG7+I395uQ8MCeH8rtYeuPQeMGiJcwsjkTaKpiTdTb9KFpkyBXPYrjvPZLNCbZHf+LRR9Nr23emdz+ExwKc/fWxk45mB5ZJA16/l6EauI3ncfM6f85UV1p+yJQVjvRFb73asGBXl2abGwRJf0cQjy6rn4vGnGoNWLZTMYjjRhy3IQo0KVqEewm21W2VnDomhp4KRWJ7nLAc52nWvdiIbyTUynaOieRs3UroJJtsjpwwDpunq9Lz61anl5hluufed6UJo9EfgXyxtALikJatqgphg3oXh3aTpkyJTR8fg7B27tyZZk6dztgWk0Qq7BBPV75+F3AquZSIGySGtbF16O06HoxM48e77nggXTF3Sdq3fx98h79wf9udRjHTtXL5jeiSJjGbiNQGUw37aBhNIzNo2h+RCITBTJqpI0EVoZD6LAFZBTEFsyIOVaiFWE4T3xWPor7Gt6BWOc4ytf6vrJPEqVvmA4cOphe1tkeCuu/d78KeDFcufpfrbubFLUlZAqRMHvU4s8n6mpaRo9M3v/RV7M/GpWtXXp2aWXLksiNt1fKXVXw5H8SfGXIUbJCf0KnxPOOZOrEChvYJTAYw4cDqPlwOZ8MKykyljB/tbSH5z5AWHNZZCBZ1GiTTt8Cji8acTm1AkQXgQ3z6a5Z47YiVEcRbF8oqkbS6PRTE4vIMZ2dGolxWB2OruMCzh6FK1XDzQrRJRqr6tDNidEAYlrcHQnenltmTp+IhckNah1uPW9jMsaHLehYEaR3DXQj1cCgFVcVwawQSw4oVK9KTTz7Jji1Pp1/8xY+lI7iPpYLoWmDKYKf5idTCRWQNgveZU/IiOYBzHSBTXXzXkObOWsAi1yvQn2GWwVq5RjwREImYrQhFEAiwD+vsJuLDhGwLalESkUzJ50hPDP0ilIzB6wImkglR+KoWMlDKB94aKzOB4kxZK/FiVrKoGOsC18YmBe6achXM5Vj7cWYIy/xMiPL3t4f6Ih7yvhndjTiyf9er6WVsxj6C7m0ms5eCeITwymUPpghuRX5lId/g6VTcrkvQ7BlyqoS3/s7AhscLnqkrPM6oQNuvUbii0SRCmzir1QNT1b2MxTcEoyouFRIrcCgfvsVOMt/hESAMEUic0abGBne2y51MOhirHEPv4Njc5Q2GeE/kMyLGeaideZz2AMn0dtmJw7kJzGJduXhJOobl96rnf1YwXSS+UEpVoV0inESiBKgov3Tp0nAD8sNHf5S2bNrEUGx8gcTUoUL+tRqJ6HHA2C1fs0rb3hMsl0GCwoJb30ajKNcYbJtGIjG1YQNVbFkA/8LAURujJhhWA0ze0If+iJWwnBlCqzyWk0aQk3gUwaIXxS+eZ4Wt5+jSab9a2cp65m8HO6tPdKNLjUQfe/xxOpvGsP3Sw2hu33we7Huf+f4Q+wM++v0fpBMYX96M1f4IyqF7lvxtP1Pjg7I6Mjffv5FjqDIN9VxUz8zZc5eSNXXW/YsGuwb42Fue+QwFn/y8Si752UU/iyeBQCCJIZBI5SbE5SaVrW0j0wn0DmM1bFRqKuMYz0a91MFttrUHsjdT6XPdiivTDKSndczcvfbqq3aVMCd6QF6rH4lejxtLLhErGVkXkdMNOb3/6le/RtyCaeX6ZYT2PhN/vGPdWi8LaKOnBR5NSqLoinpgUF0Mhx0adZ88FsaXfZoLcIQymLx7me0Lf06A2xm7Hrxi9ja6XbezabYBpZTpcFh+D0Nx7TO1N37sw/iCO+JLgSWTig9O8yNj1oBy1eqXw8Wu0ubS5cvTCZiV76xrmQvMPnKLvMzPw2fihQ71vvPNb6Zrll+Z5s+YyYwh+jPKYIcmfAOvSCz++E54huR1mrKdj1e1vE2MPHNwaOa7Ldu2hbHqeGbrVIgbMkPNcS/Hs/RxyYMNYSPlBvEc1zSeCkKD/qFrM3aKxyWy5XH4payEZg7qETTMdJHvvNlz0yyIYwfK7TVr1hRiOszWMldDMBgeKBF6KEG5392NN96Yvv/I98PuKeKX39bqnOvOOYgW5tSAvsWtniRWZ+VIjHt0TZgbuDbfxboOEYWrzE/7n7jG/UqGdx9DOD0UqJ/qw/VKLAkpqalgjAW6yIdkFz6LgzSLMLB+Pot2LN8OddJ7Q3t7e3oRPd2cObPTO26/Df2iyn0lu6zzGvxr01fy60b6eHXHzrRh7SvpvrvvCalRI1qZUy1U4J8Z09mUr/b9BbiQQTk7qdmIs7W5s81tcgGyfNMkeUmYkzqm6uF+ZJlwxfNmpSaCe8CNn4wTesbdKkgZgOBGA2ICYe2j9fOkU/5LHdzJowuFuL1eK7qbpvYT6erZ89NIhDyXpDgboysM66FtEtWFmNAzIE3pt6kZ4tLeSsRsRqx/1wPvTrPnz0t/+hd/lpqwiep1IoB3YdBJZcOPE99IYOF7qM8988hM2yIJUKaloaSDOL1ict8L82pqHhmzYT09J5FUjiFxoCjGaLIbr5ANvUhf2CG1d49I7eTX2coUdzOzXE0aaakrgQ267ZVwh3F1NJ6gPOq2KE9heAa/0q2Nw0QO2yWkX9pMRmiTlozCtlaCVDZzDV0jzOnF1asZup9IN9x0Y5o2bVqYV7g/XoNGofEpv3zntZKQh+5n3HjhBLZLx4H/Ew8/mlo6ejCIvSV1ov/rRUJsExZgOVZhoTQP9yOma/Hg4TU7N9K9kCFL/Jn5eI6JHXR/nfhEd6MIDUhd8xdrG4WL5VbSqzH/gSUc6vnAWG/eu0vCnAYDl4AuJIPo9OPaBnRY5zulivrGEMHqnw2W9oV+FivkycQyynycWVN6msJOI6+wR9oB1pvZO7p7iFPlBnVBEmtG2lw/hzFtvPvIRz6S1m/cwJKWTQPqqMK0Cg9hYAjiLy7rfp3PkrFA2DASBDyYCZ2Bw0wIIJy+sXxlxEiY5EgMGkf1skkoiti2wsA0rNxDb6NpKB87EJJZkbHtJQFFeWAW+UyMGC7l+5gMqEgwPveI9qYcx2FKR9hP7gr8Pc2dOzeGcjHsJH3rV+CFcmCRbv4uFMcwGstwAGvyl178Wbr5pptQLLeFZEgmNfhWgZJhVn12sa5z3T27ZtR2j0W/tLn6VSVF60mlL1aRhm0+w4Y5ZQjRZrXgyvJJEHgrm1PG0IdhSUZUGzdCJX7tw4t84dDKQ5MBF/U6izhzyuS0YNbc2Ob66Sf1d4SUASG14LZWZJRAMmPKCOtQzGfu0nL33XdHXfX1FFsi8W11iJPhEFWtIbLNCVJzry5I7lPEc7cVpTYJnJIiLelTiQLBrIrFsk5mHzy6I23a9UJat/3ZtG7bS2nH3u1IJoWcImPqdZGuSnNSMRuvZVL1waFKHEURghFV40iQBssms94HY9HkYf7CBVH3HNf3wbRJL69TFIYSb7wjohLpYRTh6xjObVq/nu3F70rHDh+JoazmA5oR5PbJ6V6Ks+WtButgu6sO0HxCfaPb2+d4nj0yjlS/vVyuhwlz6kdwe8EsRdA6gawqxHU6JlHHUKFsnRqDutStBbFJAJZH5azT852sLVswa04YAD714yfTaGyP1KNoDiHCdTIMiW/AWZEwMx43wLT+DhHvf+CBtPPVXehjjgZzNp55ZMS12gWhK8lk5EciclsTUnf8qHQUs2gqtXHvol6qjyGklj8GUgvC72SGb+/h7emVbc+kVRufTC+tfzpt2LKWtXR4ymSIFsMhGJE2U8GgGEI2IEFV1zvKkBym2Zr5iDwos6G/jLwXVjS2zOk1tge3HlOw9VJ68NrD4U3UN0t5pm1afOcQ1zimoQHsi8yMjsYm7srlK4odWIhml9GnmYfXlSMKcwl+avW3TWxLzsLv8OHDaRQLwEOqDkmwnyxr31yC8l7qLPuhcKlLYv5BfEXDRXFouLFjx4a725PoD2RQEUpCjAYWWS9x0Dm+RZLBSCy6iXXL8VlTpqbFs+el7Rs2pV2bNkePr55MxhM+iaK+BZH6rX6esg2TyzgefPBBrKV3pw0M79x5xN42D8esssRZDUpLHjImmY6h2Gq8YGjBAJHqlKIcZRnH8hKJT9DfqEdqZcHuJHrtkV3p0MmD7A6DDZWVCx2S6Sg5oQfim2AUnGWyQUTWp3L4LI7MGLjPDNlOJr6B8RzFhctEdq/RHCP0cJTRYNmsRWZCEZ/7LE1IzL7bjTX4WvyxX3fl1Wkci4RjuyfzRNqL+pnYJQwBp0r+UQ9gAQAChofbi2U60b4lzDJ8w1q/8u3ldDlMmFNBSBKJbZYb073InMFoRYcQOhuUyAYb117aeBlhL2WjWYZYgmE1gKjEoz/ryVgpz5k6LbXvP5iefOLJYgkOxChzgjRrhKMeKWy4+M60ZCLqnqazjfniJYvTth3bEYJ0JdKvq6nW3R44JCQkIgsg0wlXu0pLBDfEjOGXwFWa4n2hAoL4Wemrj3OjdrLJQcvopjRz/ow0fe40NpiAWbJYOPyXW14OQ4zkVF4FhyO1zHzirRHyxcBzfOdry0GIctOG2jdNmDQxJIfc9pmpCIucvvkFfPjejTONq0eHnWzu2Y5d2fUwp5MsX1GRzkukVJh3XJtZ5TDzSxSss8F6eCg5HaMOLl3KcCneRzSKP0xItCjORf29aDXPjRFEyYyW5wg2kpgDBtpw4dRM0VZbZ4h49OgxxYwSQ7qTSA+NKG91kSEZRmOWyVxUqOXMAuFLhsF1L3XoQOusxXoDkt5oDB/1BjARlx0/fPSHDFkQ3amk22U38M4dTRgZhRRlNYIIFYZgVg5hmxmmTJgwEdche5ld456ZSmKFtBBWeoJNyYcQsAsKNCWGbVp8B2wd+jjsYyZPUwHShh44iOfwL4Z4sh28ArhBg8puGELfiMZ0rJdZJM0TIJAG0/M7leIUtJkhon8uvYklLqTnu5BW5AlyO2HiR1E5bo0ahSUPLnTGZ9oymA7atoG2dbcVGXU45OPbkA5hSjIrleS9LOkJxkM9xI+dSE0vPPNcmjRyVFqxcHH4m+pkVb/Dz2ZmHbWCdysqeVSEfC5vMzMsby/MqczTOgsAFeFu0CH+dlK+E6z9002ObeFKAets1JjlBAaCMqQqAJn/+JgIdZW5MKW/ZKleNOYkEsQB2Aslq+An+ByQ015icjQYj8RuFMzd9Cg6LqNXZzhkw+hOohWk7M7p8c0lC+IGCKKyGHKKusTOMOiN+iCMkzCY2ehRJk+clLZt3pq279rBFLzMwUl+PnW2hroFgyEdCbARyUrJyzgOcTQtOIROQh9Q+luKGSq+FWblP6eC2EOyKaWn6Ax40xd6JtOjlB7+cQ5GASOSWTWzy4u7oTRi89TBejvNFmSOPbgw6WFpSzBQKMshZ5MdSzAi4U7boWTC6IBLmKALBaEkJTzz8X0xGqSsgkdJhjRkSOZvXfSqGVt/kcoobNpiHaIMV7hSNr8TLhK2986M+kw4NwKTndu3pd1ITrPYomsKkxC6FRZvClhQMj60JIZgUHzn9zlEB5dvLtBZIot8KIDYHnpJJFg7WQobsGoDp0cxWdKh9Bx1JGYwKeAus7ctK38BR2H5Fg7C7aKEIJaS0/cvcwCxyx5WRI0DpOWyQGTit40bj/Q0Fif9XekgY3Pxm/6aHpKhiIwpuqOLUoUhM2nGpij0IJQ39ptD8uhiP7UGZoqmjp+cbr/xhtRxpD19+xvfiIW2DusoOHVheIJDNom6ASIvjCf7dTi9eNl0Z5TduABx8W+fREoegbxKZ1zLxLr5Pog97IxcyIsngr524OMSFdfdSRwyO+ytGnHB0ngc62m2vubobjqaTgLwvkZcp3SNxF/4REgAmYg1jbq/dZeUphj2ad8Ew+JtE0afTewurOQluys2tHO4KAlJSLSh5YwD7luWVXu2YKqWRxjRmDtYC6cR5uKlS0LnFinYSZmO9eXb8JwJ0/UvPJDquXOEElZXWo+pxmH2y7vr5ltT56F2yuVsKbClvmEHRzoqz8MnezBGM+cog/A736Fg/ICFfOKwrWHe4rd10p0yN9StCdfFx9Leg4fTwoWL8E7agZTHewoUrpe5VlrMpiBFwSuFt/3Pd+GHUXoXjTnlOouw9UGEzDxGZLGHVKcUOg+QzRkcUV7x173GdJ7i3neRlghMo0cvW5/wRbtnDgxkkwACGamDaDOSOnSy4eRkpKexzDg+99iTaeqEyTAClupqdGSgTs6EYSNOfWwOpadieNN+tD1df/31ML4+ZrT2It0oySBteCav2IAUeDazdEa4uedcEJvMAF2Snh0cHrtpZgwM3K6czqCbvEOygQqUhCSHFr7tbXGmkEJzrQdOG0XJpyuxPxzP3eRSQpF6giycsTMCSvJoQ8pifrGI23gEh4k5aDDJayQ01iLCoEcgXW7atDEtuGI+HjmnY2fVGkQczIx2lfCc3WwWruaDpOFspsM+iVwf45vWb8DLZVOaN3ceTtwoRYlfMnsJHUhEJxaMbhDcy2U7r2cLXjkofZTDIakdqsN+N/Nsw2BUxjmSuoyeMJYZuzHxLtoKCbsnpOySwQ0gG284yCPTzXkt/zBJ7KIzp9PVu9qLKdIaVIiqFLetDx85nMZ6DcMqeuWCqUUDGeESB53KxUp/iECtGjwktifXbcrKpcvSMz99Ou3dsSOQSktglejSsMruarBuktVIdE4rV65kM8jF6amf/pQp5yMwDRCc92H3IxNCqjEIAw8eSf+ibi3Ib/AjNzDApMxHaScC1wZ/A7Z18PTWdzKe6kakfTDGXjI1D2ipVg6iRsjlihvjkaM7Fp9kNnIHZhJHjx1P8+bNC19GSluZiQQMuI+ylGWLMpCGcY4w1N0IY3qF5UEzpk1PM9iiXNcjitbCPhTJMKeQwShbwKss04U+CacCkGc+r9+5PYozAXu+wYIMPZi65DDIIY69VUM9yl7Seoq4hkBMENDQyKyVq/NHoI9wP3mZVUgJ9Di6ngg3HyCkCHupg0QRjJKC1IiKnnIEBL1yybLUgb3Sjx75Yayetx6NJWMhcuCyymMlwFw/rx0uvv/978eD5eq0Zu2amNHS8LAFxmV8pYiCj8NsBF955HIUw4oCr0MikQFQnpBwSsYkszMUv0Uaufyecyj0R74vGRuMwvRD2OIcww9+zdsdgz1kR7XAdzLD7GViHcxl0aJFbJk+NdZQRrvzBSmQR4ELtal0JTmCMAnY0d7r163H8+jUgG1fJ0wbqapWWgvBTfhSKstZK8cwvNCUoo3lK2+HfghceoruL8uAq0wUx7GBmYSicz9WtK69Ugx2rG6oErL3magv1VmiCpqQoCGeHqQcmcsoGMmiOfPS0gWL0je/9rUY0tiT6ypDxqSdlEFdUtSbOsZsFQQ5Crsdh3bzFy1Mzz73PP7J14W9V7jWYGZHpWoQNd/KKHKIchT0HM+DSdWGWDZ7lpoKFIjhl7CNNxarkFpyesJUplQfYKekDxMlw+Lr+hh8VpYrGBmvdY+ybtOmdIztxBdSrygbHG6wdsup2dZ2XsJI5rR3z960EebUjbnJLTfcGEavZiMDNUT8/E1dXYoYp/4Olv+5PDs1xTM/eWXjxjSGDSjcccfQg9FrPor1jDL7U+F+5pTf/DGGVa1LvAqoSlwGvRJMouHGjB+X1MG4AFgykIrc2y16xhL5iy8u3W8h/5C/xABkOcUwQ7vs8dg8TcEsYNULPwuLYJmWm3Razao0UGUKDhElDu2Afu4Xfp6Zu5b04qpVoehVHlH5rtW5QcVpZgLxgB+zrzIpn+c4IZ8oAZUPMuwjvuXngVJLMEs/zKEklB6+s2yGftlIdCobw+FI+Wccs7Fj8ZujbImlK955rKUbPXYMw8RiF15EQaNGHGESzWwZymcOg90N2HfrWaqiz6tZ07DJmjwtZu5yeSyzUmUeynlvx+H70x2R+Rv4OV3aQ717jcmO8bgSbg29an/mzWz0cLmHYcWcRKKgFZA0kJPWcbg2AZFXsfcIzOnwMXbiUAEO5qogdqjiN8GwhkFrRvkph2SW62CxnGVy3ddRXIO4bfkJpAZ1TRJcEI/2LdaCusS9RMkhE1PSmD17dvSur2Ix/goSw1Ec21nnGOYCBvOKvKXkIUJB+r7MkQYyHw1HDcFiyLs+OIMUZYTIDf5KdGHVHm/4EuZlMvKZcLniNYyqTJpYKW1ACX6c+i9fuYIJg0K6jPQiraJ0BUuyeQtp0tJERwScZMrrX3klTWRJ0Nw5c5CWsC/DdiwYgPhQHsIvOjkL4wzZMAy797yWZs6aNUTJAsK8G55lH6LQ5+3xsGJO1qqGlDClTB5az46bOB6CPB472UYP7EuQMBAQJBQxh0twut0g81EfEwECWYJiuwvJ71ncyMp0LXOhMwruEozIuDIa65XPMignBd5x220RR4txDRCrzE93xeYqHQq4kICKy4BjECn3/aEfvv3PTn8VxE/atToFqym+KRhUv/SWmVFOMRTvMBrr8cr6dVG/iUg9IT0Ch8HaTxhEXWQyJTwAQNrPQuFdu3aFFf28OXORvJCoSNsZzDD6JNP4tj9zkinyiDqU+dVf5+gX67zm8P60p1zwfLHyfDPlc1GZU0YGASTy5KMfYAVrCuU2VOZUuVbU0+fMSpOmTknHMAzcziJRt6xuxuWs8STc+vRyuhf6LHOsHrFAFmmugTLpi0qn+7qJbUYv1IbN0kx8U121cHFa/fRz6di+Q9QNXRP2OohV6I6KpbjuSqtxJiyApIEHcGgEDt0nOtKCBQvSXGa2duNdc/PmTaWPKCUudD6YB2iVHVP9MCiZgwyhOIp732f9hboiLdr91gW8WXEtTN3U0nOesu9ngsQj7WIrKk0G8FGlcp24HtpUaeKhWtp3YabQE3NnSLswEKp6qP1g2v3a7jRz9ixm17qoPt+iQkRGjKFXNKZwdRYQOFgGrdkbm1rTCcDSMKItbdmwOb22ZUeaO8m1i3PSgVd3sK0UluB2VsKCv27MGzTAFA5qKFtMoyznUOcLjS/16e9j9vnIsfZ05dVXwbTHRNXzTzcmKNUQuEUd87kXK9R8VOO9la4vKnM6E+AUfuj8IlQbUitpXfS6G8v+gwfSGEz9tWDOkoVxh0OQ+WYJJcqvFFMJmgYsx6TgNYZmB6iH5ZdQjOu3ZwpjWASta41DRw6xI+6uYkjHR8pMrsW70CG3SX0+1U6n/l31XpslPV66Ct9h+gkmOOJbpL7chjmt6tkOyEkDdW56GXDbqKPMfLohwGiOVh0QngZ8MqjhHJZjLmLQxKJ6DOcyX4yyDSvmlCssYhqCGDSso2udwIxdto1xbZJDJ4myGMwgwNhzX+qAlGPZMxF7DgtfqqME1IE18K033ZwOsu34ti1bw8GaDMpvrId/OdSYXH7gmfQmoDx1bd6evXtixxH1MJmQq1GH03WuVWyJRHn1QqCXhQyrOCPzBA8BFjVLedtUxk1lVG7bSTnDuW7t2pBIZzFRMgrGVMhmZa9WVjwkvJwxzyqXFw001ut0YcPWLfFaB3ttDHf1+ZWP0313ubwbBhTdD2rwMJSxYGT/Q67s+aZOn8Yqiaa0D4mjk96TcQNMqyj+cCHOKlPK11Yk/FiDqCPQiyxjWOdOKNotxfo1hnEoTWpSUBWdM4PKwNDpnPqeDs7uRiMzMw3zOhMh5DTeyLlap2o6g8E/1yNLLXGm7C3MvjpU27FjB1bR4wdIj9U0I68SLlm6FDmOsLPKDjYEmIIyfM70mRAzMOGI+GSqJq3KmOphWM3jUl9v3LI5TWGiYxJ2XoMFh8geg4XhXK/Byvt6ng0r5hQVAIFFNINIr0RhLzttxow0atyYdODokZipakCBoTK1argYH13CH3VEoSeSQMo6UEArgh4KB3KQzsSx49MsiGrN6jVhjGk8Z9wMmZC9FgJxZCrn3ngOi9oxLXDGUgWw0qQyQzgq43wpw2AEY50sn0zViQylJ+3WZjBDdQQPltZfSclvazNzPKvBj2/FA81GHLpu3bo17Xt1d5qBvskdbhqwCs+6Mb/xyO0QbVE+cwbvYoaoDy04VKfxytFDad+B/Wl625jUxuL2EUiF1SNWKsYSpMJU5GKWfbjkNfyYk7Ss4iloGuYEYroIdfYVc9Mc7GLy0E6mlYc0ivxVZL5UwLXX9hgQgrnwHCqVQbUiPS1fsjTt2r4j3NOKvOpSlA4k5CqDyumYosSdh65t6N5Go3fT5kfXrsHESedCB/MZjNgyU6jPvzarZwU47EzWbVgPY5qZbr/99liyIhEHc7b81hH4mF7UCTwIfRPt671K9VdeXpWOw6CnYjM2Dn2TzD9svESYMuR2yG0R/YNluIjBzsPDukXblrDLMNwHY96DYfFVd932uksl8Q4/An7d1Tnlw+FbN5GVIKJq1zIac4LZMicczm1irO6SFn0/gc0F4hLvkgcR0L8SEWvlh+rC1YfLKyjy8mUsZUFvtH379jCwjAW9EKISRmZOsDJpNY5cLwl10ZLFOKBbkvSUuZdpaG2gRH6lh+Ee9BW+CiPS6TCntjFjA04xG0fdhVnmL1niCTgChMABiLwXf1ObN2xii/cxaRZDoWbhjA5Ka3mlSIPw9cjXxdXF/1Ua9AjmSrvVh/0HD8aja264rv7VKffW/3IMw485RTvwU9EnSXwtSE8Tp0wKhrR3Lyv0wWQbLU9zB3Jf4hbMTKlaliAsyq8djpLTSRa6zmX622HYrp07MULsDkZT/WaoahjnqquuSgsWLIjZulXoray/w508NBzq2/PxPNevPi3rOBQBySdKXhG6sk50ZPPnz0+HD+6v6cts35AuJGiZVBl8Zr2sn25mXFt5CKKehvvjqZOnkLDmJjB80CVbg+dvM4PKmduPXexQX6Zq/q9iTmFwadLZhAzjDOfBNpY4m3TeTHGGFXNqCvkbLAKzwqE+kJRXRaeIPc3MmTPTnAVXpNXrcLwPouoSYyRuPEagYMawIBA0CCjS8dvyT+wtJaw8dHItWKwHMwNCbvTi7ux+tUyuHrpNaeIwrZyPklQXCnz3WNMVirZbugcZx7KNl19+KR04cCBmoRwCxar8KHPOX4pyyOrQBVsnlKNH8Gl1xfwFbCfekZ7HmNOhrR4HdKOS6S8zkVCm8o22P5QohoaFfAFjJ2WSrIUssWVmbx3yTGK+9hxH0US1byMt77RZojx4RIFx4ByPhmtsKRjPMcwHnn/6hTRuzPh07bXXpRZcyOg6xXJrYsCpgJkMh++iDiSjEz/tedII3MYwFNqyZUuay752E/Q3XjIzl9I06hZGu7FIyMRyGraAf+cjWLH6YMr5qH/HG+pTf2w8dADHgzvTlQsWpznM1J1TKNvznL55k0YeVsxJGNqQ1XPclD9z510R+op2GNMBkD2UnBCDBMOHNYYQyxz4poYUMqvcdXLOeVTTHuxZ9f3ZXKsfq0+neq91OIOTNJrFvLNnzkjHcEB3SHsniOxs7JT0wKBvq/nz56cZTBA4LNRmSAnjbEI/MxqMyM4mhdPHiXYYJIow0Ae8dk2ulVTa6UVizIwwyl8WKSQo4ue0ct2834RleRf+r8bj9ngMLo+DcfPrYt/i89PBocCrQYp3jo/OHnbqwsKUpJQMrYuHkr+GqKPnzmSfwDHwUbqO+iNMR8+xaG+x6KdrzWFTVdHBo5n96xYtXhLbFW3FCPEkOhyn4RWfbXSlj2z/VGKrAhOXIDsIX+0+JdSsMD2fFc0SiGlWGZPPVYrrblel+NIrFqQTh4+mg6/tC1/amQjPVBY3I9BVzIIFC2K78o0bN0U+A74XWGU4E0kKh2KHFqAhkx8k+Hyod9XoRX2BNvWMTRFoE88yo0OHjgQz0qbHOkROtIkbFeS0PcuwrEt+VoXh2p+9FFLZdGbqZEhh32RcGzbyLMrpt4Md1bK+sesqnCrXAnuwoy6z/RjRGhaiP3w7DA2BYcecMlLmc7XoE3HINW/+fOydmtNL69akVmaqHLR0s/RDF64ObPJRRWrR1yMCyOP1YOlX83o91w6vQkArs6onkBEsVdEmp5c96xbOYk0YPogOoSTu1iE/I5FiyFXgdzV/GYiH/rV72ehAH+oOcd1K6SW2RBqFJMH4Lj6RQdcH6LYWBja4L4qXlSg1wq59dLYXLI/J0lAB/2L9oAxKw1E9Sui/SSlKnZtMyqAC3Pi5zfJwMj/L5/Uvr01jsLKfNmkyVuEMkZkEyO0Kj7rgIfOdIqMKxASwzBH8G+yoL9jWfa/Fo+tvvbX+1ZnvgeXlEi6qEcVZMQQlHMUdzkHctEQmLn1NT5k5PY0HOV9c+3LqQceRN3F0NkzfzCJ67OBi7yk2VYIeHPPorvK4xqgycVTfncv1AMZUl7fvRrBezLVzPRDqXLaMGot1856dr4angjYZDIKgda0vd60M6mJMiH+XwrjodfOWzTErFATst2XkgFmlDF66hs5g+nko5HMGG8DlVOo+q/aKFIufzEQsH6zGU0hN3UiLMqQJGF26caY52cxKszGjRUxJO0t/XgeD8jlM13LI3Nr3HUjTxk9MY9BXESN0UyrMs61bf+3LQp0CyAyd8v05nmLHmuj+KjlZkTKItqcLjWxxtoZ1gNvwRDAZo+LFy5efLnq8GzTJy4RBnYqRZwTXBYxgS5QtXCUMcczDdUdTps9IC1csTVtwjL8f5bCLZu2FJYz8TT7nkkqoQawQdjEEKNKrvZdIzsPhQtrTBR3yWzYV/1MhMm11dmLt7BS7SzMGCxKqwaRVNsPfIqi70Y2KM1g9uB3JDvh8Kf/KIepd3lSL54JgQ7EQ2OsyH8r3xgJpBcBL1ILpaS5wgl159UigtGcB+xjqqY+xTNFeZGsbyJQ8fBawkvlwvwe/R13orGayAHyUaQQ8YKoU1p1lzia80TYu8ijrlTMsJdZ8e6bzjj27014U+2Pmz03jYNanC2+0JU6X9pvhXR2kh0+RRaRTgsSJOH/dTTek42yTtAYFqfomlcldEKjSUyggS8SW3iRUrYs9TFNiGAxJT8nrdTywLB4OLWt5mK+URFl854yci1f1jjkbRnsAj44qSJ21KvnDKTlnJG1hGKT+phk4TMfOx3V2nR3szAuyZ4X6IFAz91rIacWDirQ04Hktdsk4KvenvyyknH7GUixG1iZLJmoZa5bsZXtk/VIwqDJxn0VbCSvaTEb88ssvMwTen+ayBZTDuXiv5wIZGTq4gDJxa3Af5Pr0ZT/zW4fMxbB5INkoeRZ9qpAe7OhPewdO9gwrr1wZjNotzjx6qauHO+zE0f/JZXs1EMqXGAwZsarFyM88G+x9l2DEqOHdy/jUbm1j1obeSyRV/5AJIyN7wRqKX4cypqP0VJ9u9f6NXMuAat+XBGi5feZYynK5t1oT8aYwPHW4cwSLZ/UxZxOsp2mZThvDBNfWaY7w+kNGgXwePKUMz8HfFk/zsCyXz6de62vKYZkUbDqZITmkM1gnjxzy9559Low2bNiAj230TZgR5O3c41u7Aok6RLDT1EGHd6T3Ro5cPs9Z8qw9U99GEw929HTRaXF0HTmWdu3fE5+svPLK2qdeZBgUdlsFnAZEuAxvTtOaFx8aIm4mgvpbnZQeAABAAElEQVSzpWlGXzNmAjsAT2Cb7yuXpcd/+lQ6jp8j9U5Nba2ss2L2h22N/NY1XLFAmO9auNd1fDY9kD1lQslDPs85/7M984Ef1Y48deywJvIo32WC0L9RE+ul3IvuADupzJ+/ILUwJN29c0coypUsJFEm2UPKCkmK5CNAWGQEYaMQ5dA978TJk1ilj9tiCK8Xacy1a9kVrt/4aR7KWT+Zt2WRgtTZuK0TJMM3zHGydYqbaQZx+SWMxBwjvulUMKWRRP0+L0zNcUzLLVhkFD3aHMkQSKqXfMKeiTZRyjHUYMx1ho92Z5qBZNfBLs+RkWnHtvaFVWmminBsxbpPUueS0cQ2VBTUHYllGbaHAmEcwp+S+hu+rLiv5fs6rt2wgdqAb8W5iTK0yFS5dxunLFnVn/kotYKzqw6+lrYzPJ2+aH5aXjKnmBhwcqByZHj63eUcKih36cGQEc6S5AbK5+IZSAayulvH9TfckHbvw14E5aINK9LxUQ1pjZ8RMQjEB4MECTaHHP/1nk1nqG9954YH9pAq7VtgMPpmGouPpkMHWWeF3YvfGqoSiPdVqcJ7g3VWGazCWB/jrjvLeefvi5gX7zf3/raZ17E0BWajNJA7g+xJwlJV29uy16zc+b4qQZzAA+p+luooaY7EnMS6+63fVPEj13+os3m+nndDfVP/3DoOepgxYdvuXekADubmzJ+XpiABxo6+wKl6LmK+/SsEhhVzyk1SRbj8zHP05BRZk4Lb7rwjtYO0q15ZjdjkzrT25EYCaT0TRJ7MmDz3E8ipPWiVScXHr+PH/AynIG35LK//CqIEKSfCnCajN9qnUR6zdjlkwvNeIs/wqGdSIVVgVnAS/VuVmP0ul8XryC+A492FC5Yn192hlkzEZzKdGIpZhrIcxsv1skTxXdluDo11cZzrcJAdfdsPHIplP6MYygpl29g65zRK0J+2cjm9Wn6Vj6rvTpvIaV7GrCH1qz+3sUhbtzkbmPwwXH193Xo6y8GRGff5KMtpivmmeTUsmZONkxsoX8eZmTmDmwUsWrw0TWYB6RPPP5M6HZYgQRQ6pYIY43vSkSkVR8E4HLbUh8zM6p+f7/uQaCwPU+u96J1G4XJ2HDqzA3v2pXakp8x86plJFRaWyXvjKJlkBgULi+JmYq0ve06j/vn5vjcfD8sVDAZpwn3qXFMns1I5bhllLFlSymX2mUENofVxiKq+6VVmZnXCNofZSY1YNdxU2mgOlyKFvvFc62GeOd9z/XbI+KLYYAeP1x3ck149uC/NmzErrajom6roeLHaaMjyD7MXw4o5ZcQe6lzATsRvjmnYW+68LT2/5uX06oG9qbHUT4jamVCHW2NnaUDCgoRjG+1xrLA/icvZdpyoWV6JWqKRUdWXv0pQIVERv6MLv90CBiYQz0qiqxJefToXCgcjfyRYzzJOzzKgPUiG6pJccmP9fG6Z8tnruFcSovcIxmZHBKGfRDp2f7pefLBPmzwltWEbJoPK6QRMiHex6vh6Ybd208b0GkPTGdeuSFcsXFhLxnrk+tcevn0REBhWzKm+TXKj5TM4HSuOWlGQtjJzc9d996d9x9rTqg3rWBwKYeMps140FnmVjMI4s9pNlZnVpKZB3tWX543eyzStC0WKejRRn6kTJ6UrMKY8wNAlS0K5vuYn8uZgXSRoz9pFOXOpYeoutvUeg8vaIFTe5XP+7mKdLXcmNs+wGny+HwxTCd8tWLAg6uh1lpIsW5agWmA8fuewqJt6umGoawlfWbMWFynTUhvmF77Xw4MzfZplaD5ietZ5OIc1mzZE8RZiIT8SI1L19x6WPR9GyNeeL/fQj/lvAkjERI+TI0odLJ697uYb0xSGds+teintO3wohhGxZxl1CR1TpU4yoWh4evAqAsS1KZ4HZMjpmu1g1xJkfq5C/DiK7Om4/3BI9+r2HeHlUsdz1bJIdPne2cDMnCTSWexgshwr4zUQbw9ue32W08/fVEBwwS/tAAzm7RDOcBDmdAgl8LQZ08MuyzJap/x+MKbiXn4O7XznMPDVHTtSG4pwYUb3Q+MWHU6GhfmcK2vKcPLb8xVymvXn9e0H0vod22LB98qVA00Izlfeb8V0hhVzEhkHQ9Ya4MHALnQ1BpF75pzZae7CK9Km7Vtj6OAiYCgjhjj5G8i1QOb8gHM948qv6pHqjdwPlmaWFvT2aD3VkY1HKa4EJBHqYUADw5yvcfK16VWvNTvw/TXXXJO24EZEC2rfVxlULoPxPC50sH41hgHYtcPSQFQbJ9cCZgkpl8PyVstm3f0+18N36pycjRyNBOX3JFsLvs8wOeO57IByvJxIvj8f55xm/Xnt5o1pb/vhtPiWG9ISvKDmIKt9OwwNgWHFnDKCDFVc7Xka8AHUCxGMYIau81hH+tCHP5p2HtiXntm2Ph2E2k+GeIX0gc0Tc/dBrOp6nAHq5nttiDJB1M5FP33q85Koa/Hq7hHiSK3/6DZLDuPzU0svbId4FPZBUFcDe6qhOGEZS0+aOGpsGgvh7dm3JwjZzQuU/hoYoqp/0ebH8jtslTDDShzlsETrUpBlK1bgW310+tw/fiE1uIM137kMWqMbSJ9hbsHsXDsXhB/PiEfwnlLFdVFml8FQPuERHLxg9jW7pUpcNEsRz4+dheym4s2NI7DbYkFur/ZOPenw0YNpy/YtaSpS0wwsu1uYWbSNI1/aRhjJqMmOtMjVYnPr8Nd9CR2yqYs7uPe1tHTxwlibiPKJmS9WBdDOzUhSuW3ckYeaxtFDXT00S7IpTFTPCznu6z1TcKoFdC27dSZxWov6kgn1D+ncutQdqzcWQ7r5CxciPU4MeL/9c2YIgApvrqBk4GFwJ+Bbbr0lfIzvZrNNe2gRL/e++dp7r3PIyKnF4WDP8/vzdSaTyCd6fqWFXBDOEuUIpSAY1bat20pqKiJIyLwe8CyXuWAs0khvmsdGm8UecKTmN37CSd1NcS+VxuML8lPkGLlGeQq4NSDN7QsLdu25xutWmU7F8lsmdYPRjuXH0WZUNiRd4nhve+59bU9Ik3q+NF2j53YRrllnqBTq9lv5XWEgWtyr+4KFVN5V452/a8sz2LF2y8Y0iYXduvsx9JykYwqj0bh9+2cICLzpmFNBsChUcZOiMvjKq67Gfe/k9MrG9aHbEKnz0MazyBpnAJB7tHpYZISuf36u9/1Emr8c+ESHYkXoZ1AjkHScsWtlmOrQbPS48VFm41lXpSfLZ9lzvXzusFbbIY8bMEjVdYrDH6oPYyokijKzIOhzaehcyur3xTWJlwHWQgGLVIPZKEPaaVA2fb477NyJG2J3ztHQtIW26qk4mItviB91lHlQRw9DtBfSybGjx9KmTZsKMwJ2a8EIO5ibjDYzJeNHu0Yt+TaS6C+n70OEios3+CNgTneYd93x0z2vpr3oQ1fceevb/pvOEfzngrPnmPSFiS4yg8WRuNdN+Ba/+R23sHCiL21m26Cunu7wNx7xKkVQarFXzgyqitxGq49f+fScLqMHjy8yiRdnf2WcHln31IzLl05W6+ufqJuzm232oXeR8UigEkJhPVwwp8yo4h3pGW88K9uvxG7Geu/YsSuGe1EX4cTwUII3flZWn64ysUNMAdoa8RelLxkA76pwi7qaD8E8YS8xxGvEe0TLyFFpP4aTdiLq1KrMJ+LymcO3Mru4ymkLI+Nbvx20qcO3SeMmFHwhf1BWJLdnwZR8SOc0IM6Am/KrC3Mq3LvIcPuPnzz7dGR29TXXJh3txfIc2uXtcGYIvKmYUyAzSNu/Kr0xnaRnft8HP5BOYO+zeuMrqWUMWyXR+AopmSBkBpkhSBhBvCVsqvf5+rycZYT5r8wz8oVR1BTy6i+4n8SQZ0wryuMDB5NLNWQmubwW03qIzvGMa+9znSTgUQxv3d578+atfMvSDmLrvSHyMwHycfr9XMMpJOSaMg/0N6yXIR+IkOvC2b56py5MAEpYU46TTF64ls7dbGUawUhkYiSsDjAWSZtJCZ8w96CtsuJcw8tdO3el8aPHplbSq7aLjNfvPPtnKHR63GV4W2XfcwiT2vP8/jyfoxB1P08+89M0lo05ZjF583Y4NwicO8aeW/rnOXaJhEoCMd2MAzeGC9feeEOaNntmWrVxXdq8azvue/EYKfKKmCCgxBzBU3nwJt6dzwIO7LHJPidecqMm3dNSnhwsl7Y6Y0eNTqORAI/gyvYAvp0MDkyCKRmfoZ3l9lsJV5OCHq3MHcMRfD6JJT2vstmkkkqWrPTxVEYZwOzio9P81MpdxskSTf7E/DKj8Zn1dh5NTxEelqpgpNahsGOyrNYcVuYnMKbClskOJ9KzngSvrbeHw9R96JzmzoKwVULnQFSS7Wfy3Pudofg1H2PkYB7V+/z8/J6VA/PfqFkz0jOv7UwHjx9Jd951R1qAMvztcG4QqMfDc/v6oscuEVnpA+SVAFT6umPqTe+4Ne3FN/NajN3a2d9M5uU7CTWGSSBvya9qyJ+HSeezGkEcMKMM2HyWkjIBuZLeEETIcMxp8tEsYzmMbmL37t3BdDTINKg4rn0n6VmP8pnf+06GpXSiKULwQZkXF5l5GY9PzipkGh7s3OD0Vy1kqalkB0hU5u0CZGORZdiiGT1Lebk8uT6ZkwQc/IDDNrE+xnXr8QMMdeew5CO2dDdd8pCh2baFF4aiTKZRVJ5IufBmXjKp88GazPt0R2RX+Xn6+efibsWKK5FsJ1TevH15NhA4S5Q9m6QufJyM3BJoRuhYlY8B4jvvuSeNx0uiSwTcWTa7DokenKJJEPkbmVQ15Ofn7Wz/KaHlo+xPLb9Hfs5FFEPLZ3dkUVLQaFEfTbm8wY/4kd7i2zINP5RADS0s3fFdwdAKxu39gKD0daZwFlEG0H2ZXmY2zhgW8C7kFq27mxqL4aVDq5JPRN1C90KbBCOT4Vhe6lOkpV/47oDHUXxdTcb6XYaV4SZzKpgEZ8rgvcE7vWLmeDFszG1wkc9HGY7+5Jmn0uJlK9JcNoMdgcO8PkTMfESB3/45LQTeVMypGUQXibsYtimmu4wFsoXztKQV19+QZs2/Iq3fuSM9s+al1OasVygmeY/Y0IGE4h5oHuF33JrzypCRubg7+18JdcBB2gUFwoSQJPJfzBaF1FEwDhHUsVA4SGO4MoLh17QJk9JI9DevvLwmjUbJ3cBmCLF/Gx4+qSzxkZgcypZE5iyd+iqXeAgTCVMCHjWKpRHofbSjktCb2DeOiKmbUwO2R1mq6JW6yyAsY9gTZUYqcVBUvi4YAYyjkSmHIK5+4rcscEghGvV2xtGiKhgePHIwjZs8Po3n6MBbp/vKNVF+KsB+c/hBIo9mMnHvOdNogXjDRozv9S919Hh72rx9G4n1ppkzpjH1Tj3RKxqUHN0fsKW3KbWSjvsXhi4sWF1RRdulyfSjIlamrFCk8Pp+9MFeHH6f27o/rfxkxNTJ6dnd27G/25NuueO2cI/SH6u8euPFOSXJt9oDWvXNFQIxIcIsWUggDts0SFx+5cpgQtthUEcZ2kkpxtPzpEjq9aU8hLT553P1Wle0rhc7wl52WeFvXfkgCFoGlMtunYMhSegkppShtDWZzQO0NPedwXM+4sFF+rF8bmSgndJ+hmXtSD/V4Ptcl6yD0qe4bM7nllnXKHuxXWuCcWvPZsjw8to0PHLI6V3Ic5FXQTLVstSXwfufvPBsPL759nekqWxm8HY4dwi86ZiTVQwEBC8dQsQCUIhYJ2R333dvOnK0Pbmn3UE2P9DMoBHpSj2GlssZcevB5POsx8lxLsS56G3L8pNnSF2cnUkbi87I7Y72oHPqOH4ipCCZLoWO4kqIvc5wlYzHnUtIIQhUhnQEz5qus/NajhWMjS/rz/V1P5/3UUbKJ+yU4nawJm4bPoxkUjJQn2d2YtwajClEZqiW13bVAd+2LVvD1/rE8RPCzUy1rFXGlJ/X0iOfC3ENNHNWcValYLAsUR8YqZMQXQcOpx899ZO0gK3j5yDNj2ILsxbqVT3iw7d/TguBgdA+bdRL/9KeNSNlnGE6Gakl4fmLF6f5yxankwxrXtm8ITWiy3Gr64gDYYuwOeR0vK8+z+8v1Dnn6zmuObsURelgFEs2XsN3kVutS9yhwbfI5VH7piyzM31S+2EUxxpwTpw0MWbLZGrKTtYrf5PhdKHqZbrmJ3PxcEcZjTB95kYMEbj23qGi5RlQJupR9SjRgf5qz26MUtFbjcVIlc8KZk68gBsJegYF4pBVX6xgHShNf3ZI5Y7aZUwez+zbmV7Zsjndfs/d/XHevjpnCLypmJOSgiEjp0TgtLrYaW87EcXplddei0FmLx4y2ZnFV3wi0ksImVDz9/mcoVZ9f6Guc16WWYkuCBpkn4B08P+z9x5wel3VufeaPqMpKiNp1LtVbLkX3HHDlWYCoRkCKUBuCPmSm4TkQrhffrk3N/nCTS4JJISQSsKFYIMBG1xiGzsugKssS7Ysyeq9S9Pr9/zXOeudM69mRlNlLL175rz7lN3PXs9Ze+21156kZR5NGgIhFAdgeJYd4iEAB7Siztg1UsW87gwL12rDB4TjTAbgqEMiJE9yza8vdxNC6/WTkCP75X3EguT169f7kpqV4h7YSJNn5BX5ZcEp7iPARq7GUK9NSqnHNPs4TQqq5XCQoJAcdeB51CV8njnoAXwDHIQdzeGcLsUAiOQnR9IrXclVqiISrNlPX3ie4tibb7jOZi5YYC1wswU37BZ4Q4ETtfOOTMdQR3dwErG63EKdt12C8rO1Sr9NQ4hNO7ba0eYmAZQ6sgTCxSXluQ6d30rZDp7/bCyvgzC9vFEXlRsOqFIC7noBVMuxJrf86FwFM1yUH0xWGPd16jNiikc6FbKBNFU6Tpdffrk9+eSTUifQXn7Ey7aPgCHyHE1dA0QG8gNwagWyLDsBYJeIm8V3bo4PhBctAZcAChb/ettQ7rR+RzSsY3g7WzpOgICXPwUowkRbhs+98Xf+IjybpOxJjtEeKqRtOrrfntCQ7mzN0s1bsNBn6Zip69L7yB7jX9Y3fg5vOHCKJo+OjU/ngJvgq33W2SttxcqztGVUlT3/4gtWIlkUHzsYrIgTaWQ7Ns/G2wGmuOjMkT8+SzRqpOvULo33bVqygVqB1w1wSr/4xIcrwMVyFI8r4n/LW94iw24HbatmuBgmAgYAAXE4Ii/i5tc1+4znA7kox0A+XJpzavpgsE8dwznUAFzYrzqgPU5c8ou2oB5eHsA2bR/Kv2f3HuuUkH++lnwA3sTxcJn3lCu36imeaKBij/n9pP697Ug5iqTB3iLuffu+vbZu62t2+8d+YczzPd0SfEOBEx0wp7vCcEbEwEp3Ogsdu0QqBRACALVVM3arXlrjXAR6T+rdSedO33CuY5/ENx7lxI/8/VusslF+lmssmL/AZTWsRwtdLertw1ICyxGXNPTjEwKoFWAviR2AEUAjFPfJAj0PbsY5sST6uP+yPpDZQ8zyujUCvSuuAS6vO5ys6htgRIG4z6YIvF8mN5jloz3YcYXZPqrudU5LH+2XXvZ5FvfGy/ey0v7hpNZAeZpV3qdfSBQvr7/xRpusXYI6tdg5/4hoBX/wFnhDgRMLU0t8LZeGcrLnxMEXC6Yf+0Ns911bXWdXvfla6T2dZ0+secFkvk12jqqsFRATd4IujevTSG7ghJICg3d8+lscabvBfcQxeFMm6UXHdV+J9fnT+IT7DFGY6VERrA1uQjpYE0SsGL+fIJnFlvWv+ZIQZGad2HFS52dg5ptQwknpHsXUExnfa3einyjdmropk2wtJotVZgAZ+Q1EE8AEN4XjHuvQmPlLFDlLtXC42Fq0Bx52kSKMn6Q/AAc5qhHlESY9OOeenhWr7CWaFW3TbjCAUr2AJWkPrZdTfoAOQ2x0zdyssqenOqr+HWxSobYp0vKXnbIJzy7Ik7QBxIL6GVbGu1W5sISpJdE+zAvtfm9fB7bj29/lVAwF0yMpS/IO+jvPyqpyzxXX85Lvra5yMAytVFtW0Bc7Baiqfrv0ybbv223PvPCC3XTb26R8uVw2p6SLlXfQnKU9yXvgvOAGbgF61RvLQXjQiRxEFgfXJQIr1naxB/2iJYttydKldvc937eK2morFXfhGwsoDlP3vsgU4tRBR8R5hww4ocNzf4gdO9LwhAb4oaz5jjvEpRzJHnaHfEgE95OrG/F0AGo4L2da5rh2A3wi/nZN28M1MRTicPlULk7Kcen6+LIkoER6I3XeBioXwmycm0oRWPmwTE0Z9aSulCvanrLARcV9zBezbAWt+Qq9t244ZIT/r7MTfAqH1Yaimg7VoV1A1SWmnHWcHarDy5ohxn3gFz78Opf01Mj+jQVO0KYOOBlRao6jyV1DsOIyWJF/tWZKJgikntASgoOSf3RL4zqBoEQO4wQhkApCZziR0n6/bxah7Fg5J2IlFnmHkTS4jVkSAMM1HJaelq+rU8cXkvp5dhgUZYF7CqKeqWEU6+uwbJCAUiKLQyG9BKLKABrxc+CXliXSHKlPG5EH/gQBC4qVdDCuA1hJO+od5Qlw8qGeiLxRu9Hs3bnb7avXaVE0H4gIO9KyDSden3dNX0udr+XTOSAlhkkCbpVL/apNZd6hbZ+eWbParQ9cfNmlEeU4v6JEGvxqj4I7cQu8scApU5/8F8w1RMpRPbHOpovIr77xemvWMo5HnnrcirSso1hcFQSP7CNLEIAbhIEfRy4rOlJ6HPcsAkWYuB6C70SscACH91ZphzPsYW82VAn2ysJAgEcShN+E0INQ4zn3SQfLBAjSW8S5dMo6AY7hLnUTTPl1gux9gSkZpiWPR/NLeeCSeAdwTWwjnmzjpLwBLT2Lw4GIcqX3yJcdZXBNmnFsFMjOkWlfZiMB2pgA8ADj9AMo9QGmyAeAoo/oh3L4pQCzWGXTJorWJdPRq15+yfelu/WO91m1rF6y/Xn+4cmlaUXSBX/gFnjDgVMWlCDSIFSqWCpiAECEQDZJMpilK8+0+WecYd974IfWKhkJ8gz/6gltENBmHXaHvPPRAXUE0YRxsNy1OqdzMkFo2bBxbwA/m1/23OugulRrCQ57s7HebMOGDZq5S9aS+XM4qNRBQAmRJOVkpjJXPoEQs5Y4J2oH43To6rKhNJF8r1+qzA80+DU6WMimJmqWDiXM5tQ2ldDK31O8K8rqgCkfFx8V7rOBBXatijSMmzdzlsZPGv5JqIzL1VHhXo9zl/wJ83s69BFk6Kz6Yjt9iyZfnlm9ymYtnG/X3PgWL2vhZ/Qt8IYDJ6qcBajkOuEqnAvRF82V+QREUzWDde3NN/ge9Q88+oj1yCSu2BOXG/ji33SgB9E4bZJMkhTJ5pxzTGPYUn2IFEJVntzrEbeDVcxaaYu/vGat1WjxcreAClkZHIhbxaSsKVFTwMAU7h3WujyE4ejVQDhFksG5wFvAi6wk51Qhz88bMuGwcs9GcQLAo5G/6sVV9vTTzyj/xFyNkMjzA4Si7lmfc54BWADawf0HrFZqFdhxYsYOIEbVYtzdYO9fzUcbU1YmEorENfUA/JqceEEbu3apv73l1lutXps5MNzLPyg7g1wE/xwFd+IWGEOSSwlML48X2N9x4uIMHsJxAxrTkZx7j6HX+HUXK/ihToJo5mhaQ4NddtWVdsHFl9iP/vNRO9jcaG3qGEXSomZ4Rxk9rDzOoV+n4eS2PwOYRFJ9Dn+Q+cnFy9wb6DTypMDOo6nsdHoAil1YEAJPm1xv69etsx5xTonsiComhAEYcR7XufSUmmBL9dKUdmubBLZJmeFkqI7PEUoeB1cZjrhJ/L5Le+L5cH1m4arrJ9vjTz4hK5itGt7U+gQFuVNeXOQZPvd4BjBB9MjM2NQAbfnp9ZqKFyfFBEbEJ/y4Oxosdc6Jp+ddeknM+nbLvHKx1m22qP3Wvrbe1mx+zboqS+2qa6+LaAV/DFqgt6eOQWInM4m0r+ey5BpuoVTcUWgcM7Vdqk5081tvk87TS/aKptmbNZsF2GBGxDkidbDo+MXoGIioIWemjwkHFwb34TM1KTEHYeX7ucIM4STyJChky7V4HZ+dYi+7/Xv3uX4MU9FwDZhHIb8+TtcxJAIApkyt9x1yG8V9MNtHePgiF+TqnDwi3+PS8pB9Uh/2BUDa3tRsO7QD8QpZiJgzZ44rg3q+Kn92KBf5c8/fm6bmkQX68p0DB13+Vi0VkC6ph9A+AdLDLtQYRmDrqR4BU4/kTHBMgBQzdPubjtql115ts+bN12sQSeUflEH1xLRLHGNYrFM2qXEDp+h8tFyWKEbTkk7Enh4/IjZ9yTjcdrSIE6aAlfuAishQTHSxzWyYY5fri7b8kkvsy1//NyuqrbF2EUK7wKddQyUWaor6HXy0MZquFVOELOmV69e4Xo04DjgPmLI+8JBeOABQuBM55RnyLMGf/mDvSQQw7LLWjkarldnhpSLq5kNHbZ+WcPRoiAaQSr1a3JWIQ9xFt8J2ohekNkB1AjtXnS1ddv1brrP5ixbZw4/+yHZoIbDU46V3VCnKRt+mXMSvgYX0wngf5F2suhajM6X6uuDcW03Rkob0ISPa2siwAI5uxWPavFvPsZVFnJxdKK4FTq0CRhbqniFZ32RxgOwE09Qs9QZVs1N5lqitHWy1yR92nXhPtAra1Ww1iCXQvTt3WIM0yxVU71L2rsTpFgOuaXt7M0dnSNvcOUo9z/rpo5ynGvhfYpBOvUR9hYM/nhXJZpTvKahE4h59CUcbYXeL99elunZKr+nVnVvsOQ3plp21wm6THXv0tTiOc4PJ+o4LXLgRLTCm4JT/VQ6ACj8yHTdfHSgcnV6ULE6qTCYrqu3XPvlJKSaW2X3/8aAASEp0+iqzhRFlc70cyXZ8Y8YU3CAmL7f8kvTwjh8ZjIPP8GUCQnFtUd6qVfnbtm5xUPB2FShQXjbYzCpXst0SyzwAEcp35ZVX2sGDB22LlsAcPXrUuZUaqSi0ap3aUF28x/zwtEdwavnyI66xfImiZ8TnHsAWy1e4Txpu7kXncU0+cE/sEHxg337DREpN1QTPnuEu6Yy1C2xzP32/ABFg674ypHwO1JxTDrU1nDR26/XQfvDAfc4R3XTLzVY3cbLX3RVd+yTOt48bBTfcFhhTcIrMo3PG9cnyHUyUGV83uBEcnX6yzPeee8H5Ui+YYff84F7bL1vj7eI82MLIw2ClUbG459rLfM3T/oQYFouKpfr6IZilswb3Qz3D3OxY1FnJ+QzdNHENokhbs/ola9bebdSLP+cKdT/qSZ4Mi3xopK86Rb5Um4xCzBs3b7L9WmsHkMFpDbV82XCRD23E/Xjm5QFk8u5xzVIaAAmwjE1OYzgHx4ROF+WLeyHkp5zUFXCifWdMb3CNcMIxpIu8KctIHWkgg4ty+/tUXoLTRAVC7xbw6VT5cJEnwISDc67UlldMpjy/5iXbuGWznXXO2bJff5nvfpP0OQLnHx698DPMFhgzcIqOHC80W47+7mWfj+U5HckJWR2MTu0yIxFnrXSfPv3Zz1iTZBgPPPKw+8gPkCWVIpvScMeFxwxb1CoMOHB8ueGcytxXx5afc0mQHJDl7o/whJk5wK9GBFArzgGTvbXavAGOzoeOqgdfddqaNnVQEqfC17pcwzvKWimlxQZNBMA9hQVKzuFqTuT6e0/xXonL8+xB/nHwnJk2FGCxSnr48GE3meJyKMm/CEfcLLDphgMVHwLq0Cpb8AclbzoqPa/Zmmll7aQieBjCjoWLDk9qvEuuOXjHlLE/Hk1FUDFY9ydf7cys790/vNemaqPPm97+VjdTo0dKcICDZwU37BaIdzXsiPkRohOHn+3E+WHH8zoIIDq1y0qUIbKSFeeutNt+7na7/7FHbM3G9XaopclKELqKY2qXrEDfT3Uwfd051FE5p1NKmOKHNxa90HtiUgsej5kTOAEwDGmmyqb4lk2bnAPxIigfH9aJw2DdHPXEsd4OFQSGd3AhneJYpk+f7sDAGrcuAdpwXS5tUWW8z/w0Ikz2Pm0tVtXYfhzjdwjlAR2/r4CCtuPSi/Yrllzt0H4Bk3ScJshI4JS6yYl+E/VTOQCOsXLxyiLF+OBQp6hXvOZOOD3lT3OXajhXNbHW7tSSqF2HD9j1b73F5i5cqN1/JMfs0HKjAf4At4IbfgvE+xl+zLwYsOp8JfGjQ8eLzgs67pd0NvL2r7oIGf2AMg03OsSVfOCjH7ZqWYz8jycfs8auDmvUYlepIbvuCQM2DOdHJ+UrGkJw+leJbjDMCxeEFdej9QGXCnFxddLxmd0ww3ZpB99mzX5RDxbMwjVRJtqXg7bWj+tA+T52gJvCIuMBGNA5IhwbbsLVDMXlv7PIi/vZdxv3uRf3GdIpQ+fckHfBuQFODPOibwQQeFkUNhzp7ZOZFMwNT5SGNWoVAG+kjbmV0br8zk5b4niPnCfvP+HwqG8i8FdbIzNSP+qU/8zqF+z7D91vKy+5yN580w02bfaMlHNOhp+eYOaHSYyCG1kL5L+vkaWiWHQu51LUWaPjZn062Xi7ICzy4tzBiS+uOhUr+avqaqxew4X3fuQO2334kD0o3ScUCzr0tS+pqpBWsohbvDvLDtyJkpAvuEVNxYfwkJkotX7rONr6uTxL5SX3+bPn+DIOVArgflBo9GFq+gEAqLyU2XoqHtYOACdAAQf50w7DcdGOvL+si2uec8T7JQzXDkLi3BZpxpCyYqYXgKI8vJPoA8iUIq7nlaa1VxsatMhA4CSBExsbMIOJCsVwy58tc/bcy6/3F3njI2PkcFURPRObpHYFUJIhv38Q1H+KZUK5TAvIv//gA1ajHXyvETBNkCZ8EXbqkVmq3elniBGyh6qmtsmWonA+1BYYXq9NU42ONpifLUB0huy98TonLzqzD3d0DpFwD9eiYc5k6QIx7Ttn4QLbdWCvPcq6O8kRyiTnUUAfGhGeWZskHufeZz2N/B8671g5CJVhXbuUKKdqGQtlj+ER9AJABeA6waa93uuseKxr6xTHhHypUkeERbGRmbCxcF7GFDA4zx70B4Tg2JViIgJwYhmLkDIBM3FCOOJQZo6I36VGPqCwUyZNdpBLTBAn3KG/T4UdrevDtSkxmBpSjUOl0vvvmw9XqF+gsvGjx//T/vOpJ+32n3+PLV6+zKZoooU6hxG9/srHJEvBjawFRgROkVV0LHwcnSjuRZiEwJOr6JDZexFuKH7EB0R86Kae06fDObFQJcqhAZg4IL6D6OVIrUYftqSctVoi8uFP/LJtPnLAHvrpT2wHG3EqvGv+YoNboMA+bsii0M3pKpW6gSyT5/LXWK+Igxm8lMsCpOL5UH3/Kite+HRy8q7S0ogFWvTapuUoB3ftkblamSBR+X2IqbrD3blJJeqDMpAWnjL0QNmyVEPU8mpZBNA52tXlWkwMF6XS+7vJtvNx5XSOQVk50SpdpenvlnzUhrRRxMntdZcmiMIrQ0lcZVWlTdTQecPmTdq/ToLxVg1NBVbaZi4BTOXDu6DpmHxAjwtQ3Stw6lJdFzfMlnZ8uy/DwcwynAgC68h7pH65ClDSg84aJk5kS0t542NhgDq3aZhPh6JPsb6xRw3eU1Fl7dUV9urh/faV791pK6+6zG56q+w1LVmacEi0mcoPeCnWAIdupy4xuUK4gjtRC9A1xsTxpYwvdYAUCQdwjUkmJ0pEnSpcgCRliel/ysiXrkys+JmaAkZzfNqsmXaP9FVY2lIuWU+zhiV0IBYGe30gJP7gxtLEI20ux7KbUTYIr1R51WjWja2iNm/e7AJmng3FER/rBJSfHXi7BVCUl7rzDBd+Nr2RvifSivTivZdoGIclTzg2OKmsIx8AGBfhiY/qAfpa3EOgzjvz4SzAOE4OEMo6LCC43Ew3mSFlNpftxTAI+K27v22H1Ufe896ftwmaQS1D14kPH+9MB74rtarvhF+uOnDgArbYVj22VvcHhZ8BW2BY4BQdkQ4WHSs6NdcQAEfcy+ba373s86GcD5YGz6C9lP48Oe4l8oMkdQTEYY2gTDNC1998o9VNn2r7mo7ZI888ZVrwYZVaD4YhMcyrqH864VFvT18dz798Sg4uJhzPICb80Ry0IXnhY0+cGauN69Zbq4Tinq66OEO3cEFbPKP3w7lwPld2t5HzYLANgEAWFDNmpI+LOnHu8TnJOM8vk1fmkZ8SPw5ueLoiPLWAP0ctolE2qQAnhmikR73CAVDE4R5lQ4BOecvEgbHjCsTuhJ+GiSVJUa6R+NQ82izKkfUpD20IN1csDhpg6taqge8/cL9vkvmhX/olu/ntb7dJEg3gvAzyc3VX4s51pb4HKvyMuAV6e8swkuClhPMXo4voLHE/6/Ms2zGzz4Z7ns074ubfo3h+pAH8CwnhMNQDrkQQzN7NWbDQfu6D77VGDd4ekVG6XUdk5kP2nxCO96D3JDDyskNyyKCULkcAU5IPz6Iko/SVoH+FtYCZDRhnz5hpexASiwPKb79snmRPOeNdMDuH/W7sibMLClYKgtDzSxhtF/5Az0mbMP2F41nkTfwucUHoOSH7AiS97AoTZciGJT2ACo32Y4ePWqW4l7qaWskMNcSVegRxB8o3v6wnumZyI94dYXXpRx8iUH6olfRoeNyiIf3qDevsB489bLUzp9snPvUpKbxJAK5DUy4OdJTPheFKy5Vk9UULn/cSB0PkPoeeFdzgLdDnvQwedGhPo6OGT6z+OvTQUhteKPVz5aVDPUK04A5ij4OOBNuOjBIOqlr6KQu1S+7tH/h523X0oP3vv/2SlIwETCIoZuhYJV8sQHPuSzN5yEo50pTjxP0sWPR5MIwLgM87O0MDXSyev8D1frBsiYDfzd0CEE5SScKChVwOKD8yPKLtV6xY4QDx8ssv+3O4p6G6AIPB3lvu/aYNHXHIo00CfYzeLVu2zKZpKU5w08QhHDIw6hnXDAGx/tmheHUYqRPxR0MDaIQdib5Wfn0TYFKL0c5qwzgI531GZWPSpFR6Zj1qr8PaCeffvnOXdVeW2Re/+neyRCBuShyVywZVLjpZ1JsyxrnXUbON/pqUV+Z1eZ2pd8GduAWGBU7R+AMlm9/ohB8Pl003e57NKwGovp0gykepumQwjA5fP3Wq3XDLrfY+2X1uVGt8+V//2Srr67RWlh6czjLFcCXX0ZJ0SS/SzGBEthjDOict6gMQlcpfMGeetWlIt08KjRApz6hX1DmXt3IJYAsu6+yzz7Zp2v2DqXw2QcBFPL9IfyKN8LPP4ry/ePFMiSblkg+xM/WPYx++xYsWu+wJi5ikH3lkgYmw3N+pmT02MJgirg8QJhVmLnlG/slGDIQeuQPIsz3C25L2TG82tbZYmbhmhnMtEo7/8OEH7dVtm+0Xf/UTVo8+k0qFUqZq6SwY5Yq4lIqhZ8GNXQuMaWv6y+KFpUcUM9sx495o/fw8PL0UC9Wfk06ddjwnGnUcAMnNxkquUebT2wzzNNmlryFb+cxbudTuf+Ix+/Gq52W3R5yK7EMrIXVEJsREIOqeHGlf9rh8FnM7gShs1HVEvsrvcjul2SVB9oJ58ySzabEd27b70K7fOqsUUR64QcIwlGKoxL5xmMvlXsicOMfhU0Zc+H6R/mTDZe9nzwmTPUgHEMWxvTpcKkDkbah7ETbyC5+yMXxtk3wKW1ZscBDcVmz9RZqEH80B5xTDuiyokDauQrOcRdJn6lSRv/fDe+yVTRvtijdfZe95//usRm3pFhiUAGWgFUNLIIarpJGrI8/Tg/vh4nlcF/yBW2DY4BSdI5KkscNFw2f9eEa818NRFggkDnZoodeg5MdUO9wTOkDYHvrQL/+iLVi62P7ii1+wCVK4Y52YOzqjOmUOnHQ9Fl/y/PagrHR0gEVk79YJNL3guk4IjPtz+e3q+kwCYoZzcE0Mmco03KP+pI8LP5tefjoDhcvGiXPSi7KTDnVgiBka4g6M4jgoQxAy4aJMnCOjwoY6M3W+O05aXp7RHmPh+u2Buhk9GAVWhmwvvbzWnnn+eb5J9unP/DdXFWB5Cu9C8z0OSpQdR32oO5xrh9Zt4rx9STQ9eFZww2+BYYNTf1n4y+jvge7xjCM6YlwPEHxUt+FpsHHEeADZdxw+PtC9ci3YdJm49II0LeSzWMWamuELWCE5w+LlK+xzf/zHdkxCzU/+0R/YwQrtBFJbZd3aHKGdKNIELtOfWymQbgt6O53pmha3KZXWNep4Ih+OLnuU0NFVmK5uhmHtVjehQpriM+z5Z34qAsXomlQh1NPbROisBOxUXV2zWXGwRcQYo0hcSE9rh+3bsdPmzV/o9p3cYJuXLVEnCILykavaDNgtKUqWHiFjY9kGnEsHlkXJU1TK++tRPoBF+NRPzeD3OiFeycowD1KlmdCaCbV2WDapIFjK2S2cVy7i4FLuShG7NFVfJO50/+6ddlDlbaiZYA2TJ6n+UivoaqGGUqeQAiSIoHKdqD37dB6QiK4gLw5JE10tDO6JffPUjCpTsTWqnpoPtc6KalsnDu7vvvsdm7Bwnn32839q9VpGhLzOZY/Sd6N/lZbTn9UySsc5XZWPjx0zjXqslI4/omxJ+1G4gjtRC/DehuWig+RH4v4bzfFF8yMt+GTZ5EFO85nPfc42b99mX7/rWxredfr+ZMzwUUdmYnBMlXuN1cNFr06gaTIj9ui4wVmQF8OiaZKJHWKlvjgnJyplyjPC4nLtrnsACEO7LZqhg2upkdE3lpKEcuSIC5ZGJP3sRybKS5mduxEw4WgrZuqQf6HK4PdUPsrKQRoJ4AjcBabbtm6T5c+9WlOX7NjC86hf+J7ICX4i/awP9MZ1lJc80ami3B3ilCZoCFqiFQJHWhrtngfvswla5nTLrbe6vli5uGpmeSnvcWVRXbIu1z7kmfcX4aIscV3wB26BYYPTwEm9/k/ixQ/kn6iE3e2dNnXqdLv+lhvtihuvs/sef9Reko3oFnViZmrcsD3ERafUEIApZDqsExM8kO6P5uBlRHqUtVxf4jMWLZaNo312RADFkAMiIQ+cf6XzPsLIm9ZvWO/pYI2SsACHD6081tj95BOr55WCJsNJrllw7IDLsE5lpa1waH0DmqXSwH7xxRfdeuY0LdkpF5dCvWBriM/h+aTnce+EvoAywgBQHO70beGMJSm4IskeezSclHaTfeN739EedD121vnn2/U33WjTG6YT0tsvytFfnT2hws+Yt8ApBU4nah06WL7rwz0JhJjmpsN++r9/zmYummf/fu93bY/UDJpFMJ1i3f1LLAJjZgndJ1IkDUx+0HFHc0T5AD2sLh4Tt7Rk8RK31Llv915r1dQ2RO15qKxOxOSvfIMQj0mYfEDKjKxvq5fROu4DDrF0J7/+w7l2kMnUMfIMn+c4yo0gnnKhVhBtohMHHWR3GHTDSqkKaJs3vubANbN+unWkuwVHXqQdnFSkM5B/XF14OZlD8OhpYfSO91ciUOKjc6St2VZvetVWa6OCUrimd77dZY5FZZWaQEk4LNIm34I7eS1wWoGTaCLnICMuo8M5SKnzYTOpWlsyVdfV2rs/+H5bIy7k/icetUPtskgpORXGxrClDScCAUGPgESkk8tghCeRFrpZEOUcKWKy1u7Vl1+xI1prx7CNfINoob2kHAlobd++3bcznzd/vuhS8hFxWj6EGmF5hhItwCmGvgA8uxezaDkE3SzJicXYlIcNNNHCb2s8ZrukRsB+fRwAhy/xUHgfSqmCcIxDaV/CDHqoPXjP/NC2SNSQ7jX2dNh3HvyhHWprsnd94H02b9FCrU+spWG9nUmT91xwJ7cFTi9w6qdtAaiYheuQoiWyCDSTp0yeYrdogeclV11uW/ftsafXrXGNYW1j64brRDkOCgy9EEN1I10dpQvQCQLTOFJKiXXWIONxL61a5buaIGCGsOCustwQAIEVzLBACWFzEBZB7Vg40soBkfILF+XF5zkAgH9IFjiRO1EOHDFyZSacrp977jnbLpkT+/XVaVKC3UmoNw95L6QzUucfHEUPn73k/F3rHltnoSoyYXKd3fmD79ve1ib7ufe/18469xyrlWUEPg5eCJUHmRMAOZqyjLQOp3O80wucRDy9rvcri1oAhMVizmKpGkBM+rb61PYvf+Ljtv3APnv4x0/Yxu3bNLOjYYoMj5FSDBPotBDuaB1l8HSUuCsgikDYyWT5Gct8gwK4Il8Uq/JRRvSrfM2ZMgbYWMs2UwuZMdMbxuVIk2f6GW3xjotPvbMHeeHQUkcgj5b6ggUL/JwyoKBJuds0s8fC2irJpR555BGbKmACgJnlA5xCkZO28LIrzdEAQ3x8fAMLIFLlRretTR8j7ID/6MdPWunEarvxllvUB2TRQUHQuXKQBCwVntaLulLHcFHnuC74Y9cCo6eosSvLSU+JTtjHqRMyXKNjtsjYPjNOV1x1lXZyvdmOapPIn0o5U9qbPmMH4dAx6bBwA6MhnmwZIh189qxrFJEvWbLEMMT22uZN1iiNcfKNw4le4QiPEJrZRkABIXgMASmrg142oxGckxdHECR5ki6Aw6GG8GecA07XXnutzZsz1zcKRcAdGtQ+W6Z2BjDXrl0rkO9xDhE5EGGiXR2YlMdI3HHvVom4jS7lSZmxH1Ws4ee99/3Q9h46YP/lN37dZsyarV2WtRFo1MfVFxJ1AeLEu8mVJwXj3HXhZExb4LQCJ++w+rgj10FXqUxz8xAE2uKJcFYdt1zEpq9qudZT9Wg1fbuGeO+Xad+aOdPtoaeftNcOSjCt4QAWEBksdbVqnkcsfwd6RqkL4Ag/7p/IL9VuMO0IYFVAZuXZ8bdcgpFzli7VpgfltvnFl2zv7h1aWiNQLBMwaCVrUZvKLBtFrYrTKpPD2LmeKWufr23caKtXr3aAZWcTN/ObEhPtQNmcoxCx4oLwuA9xAm7hx7PY845hDveI3ynbUkzHs49deaWGlY3N9pNntBW5BM0Tp9TZJNl1QssbAU+XZkOxDFEmbnCCbHHv2L7NNry01hok31m5cJHvFdjV0aKyASDSyldBSxAMCUjETnk5+/uJdqY8/o6pj6Ig48qBKSCnurlcTAqi7RUltnrHa3bXw/dr8ff7bIXWWLoCqPoDcdC/6pK8HnteKMKVK67PNipd0nGXzghyPjIITZIp/PbfAgO/8f7Dv/HvDtKL4usIUUJ8HAh3Z82aY+94xzusQV/Wb337Lu0a3CKClLKjWs+NqIkIEOSO1kFk5Ek5OBhWQBATNNRYtuQMe/XVV6UTtNV3JYH4HMGACF1QZuL73nfi+DhHIO0LaiVHGwtHmhAmfn8HRM2QbsOGDU7gLGGhHtzHBzgwyobCZltTiz391I/diNyi+QtsYk2dh+sv/eGU3cuoCPjxDonPNfsXYk20VR8AFvh++atfkSpDhf3iL/2SzZu3cDjZFMKehBY4/cBpkEaNjk0Q7ELjuMdx7TXX24JlS6y5q8Me++lTViytcVauoybMh93BwmOM/Id8sgRFSkBeZ0ubvemCi2ySbDz99PGnNMPV7JwNNrYVQfmLe9FSHGRQxGcJC9jls2VSgiRdlEbHymXrCuCQFw41hy3bttph5Ynyp5cj5V4AJwTQOU5GXOm3v3mn1WsDzeUC3pwgPEkqafdcysl7SB8N6lE26ovLtiX5IpzvVIHhLp964Tlbu3G9feiXftHmS10DgTdtGXH68wfNuPBwzFvgtAInCGkgxyMNItSzE6U7OrMgyokJroRFtDe99VYHp+9Ji9hN+6qTd4gg2S4bk66jdQFOASak2K2lFdXllXbWsuVWJWH9uhdW28urVie2jkTsLMNhqMLKf51BmU6cgAG6RMh3gtBGW77BakhrVWnpya49u7ytsMbJkg7akfx9LaK4lhbJ88pU1t3bd9hTjz5mF5x5ts2fMdu6BMCUXZIdD09ZgRjicg8O8kQugCnAKcJH1B7lW6aPyta9u+zfvv0tW7BiuX34Vz7q9puy7RTtle9HegX/5LTAaQVONKl31AyV0aGznICHEYpB3BA9HBTnrK9aef55dplWqVdOmmgPPP6o9UguhZ4MBNepZS5j4SAsBycRdalkO8W6xn52fc1EWz5f3IgIfs3zL7r+EsO6LvBU9UF2hmwHWRFEhfF9BOSAAtf5BDvSsjoAKnIQLulwnrgeOypBOMCE9QeAibZjaEz+LRrOlUpWhyzo7m992zcqveLCi21ShVQItOYO/SZ/HxmAAm9700+zGcDL1THQSOGQQ3l8tRUKl8y2Pvj4f9oO2Y9/+/vfY9iTr8UssA+Laaf00MfGbYjjp/cGyLZwe5xa4LQCp0yfPa45IQrRkXfk6KgEomMnHH+JtIbr7OLLL7Vi2fx54tmf+vZSJTLmj7C5TLKUsXAQc8K1KW/yh2AllC8XgVx3xVV2ZO9+e06ymi1btrrNIRfcKiAzhsRjaMcsHZYwAYkg7PBHU8YsMEU63j6UE4Ci7AIDrIwCklEP2p37CPpRbkUj/K5v/rtdcdGbbNHsuV4/dlQWfgFLDmik79wWJ3K0xVBcxE/KlQA98XinnRqCv7p1k/10zSpbccF5LghnUTJ/ZcUaohfcz1QLnFbgdKKWhzgSgBIxqGX4YuL4InNgOXPR4jPsrVrecEzc0hM/ecrKtZK+VPo5EOBoHQQEUTnXphTxmVVkR9/utg5bMn+hnbviLM1qFduDDzyQzEyx2aPQs0O7lQAekQbcCrN0WC1wQhVwjdZFO+Q4FCUIgPh9WkDn2AzftGmTZ8VwDIDioAwlGlYd1n6B995zj7VL/nPr9TdaJbI9zeIVi3MCiMXg5Fw2vwC63MP+TlQE8uFIipOUjURpixZxTWskrEct5OobtSGmJjgqJJ9r1o4vgFrB/Wy1QAGc9D7gmnD06azPuQNFPND19BkNdva552qafIo9pE05kev4ND1oNkrnRKU0gsCQs5B1EXno6JTawlWXXeG6Tw899JBtlvC5LdUYJ2sHJgEEahFoisNB4fDhZMbK0V4BHH3T1K692t7pqaeecjO9tB2OvH1op7qsX7/e7rvvPluxdLmdvXKlAy9a9ixvycJDNv3sed/8jr+KtuNJxIt768SxoXRZPbHO3vaud1qjtqwCuNjppkOgivP2ps37OTxA4eektcDoKeqkFXX0GcFZBAHAFLELMJsYeE+EsRBhc3in1qe3R5vDMRyJz3lnV7uGbyU2c84cu+3d77INskP0qIZ3nbKFVD1BQxnJiJhfK5FQvUjpENuHDWSh++INnNvxvKMgpJ8ePdIZ6hEHUSIbU8i62gVIGOUHpEokGC/Rotj5M2fZNVddIb2nSvvaV//BZGvS5WFt0sXBhGyJLDm2aIEwnMaRI4eck8FWVZGGLdhh6uZQgmyt7WUTh1WkFfoMXZ1TE0j0KK8KVu1LbgRho5uEvF963VI+UitqGMvyGfSdlI1zRF1cqzdtfk0bKjCs00RBp/ISskp3TO0uhaXD+/faXd/6ph2V0uMHP/B+PVL6CoMZYd9EU+Wi3IAZXCs2lMKx3ZJWM/rBO+FVuS6HPMqoZrBKBRevJjWPDlf1KFEdStUeReVVdkTc2dNSoj3cdMze/Jbrbdbcec7xqskT6wiadFDOOpS6yq43lTvi/URZCv7JaYHTCpzymxSoSjp2Dinyg/S5drs+UpSs1cLgJSuWWY3W393/8H9IoXCSNmdM5C0+zCGWrrNcF1BFLm7JQAQR3FqfDDwe8pnEIaPJuhKBaadW+V95yaU2rXaSPfPkT+zhBx50LgXNZkyQoGcEmJE35m4x98tmCW4ITYkBJglCMoRK6g9YCmFcf4pZqxhC0TboTbF4mAPHM452ARegpYycc0TQfUCbk+7Tero3XXGZTAVXaXPNCVqqkkwUtMq//3v32uP3P2S3XH2drVwg4b6UR0uEDnBOSkbAmRyen7HcDQAAQABJREFUUfxQF533HiqzN4sKnbYP5fc202ymK1nqeaw9pB3aNFlxRNuc79cGn+zAe91116kOmOvDyF4CtmTnfSHjc6/gXr8WOG3BCXrMuiJ9memccfAs21mT84REagROS1ecaRe+6U0SjD9tO8QJNIkLYElExIt08JMvvZ5BRX4oHYL6oTzJy2P2/gRAETscoCDFcKsUZ/W2695isydOsd/7rd+RJcldbnGySgqFELmYNJkdnmVTfYODI77ODuOfcISAjOenvJ2b070QXjM7CFEnXFFSIgcjgRCLocv0nOElnJMXXX6pJgfgphhe/sO/fE22tifb7e/5eZsqawqtAsZyyeOKNZP4wx/cZ3f+y7/ZooZZ9pF3vduKG7VG8Zh2AhbIwRXRRryDcJxyAIlgEIM+fMcjMk9dAkxwueIGdfi+gmoyhomAMmaZGyVjWrtlg209tN/OuvB8u+hNl1hFidpKXKoq5GBLOryr+KDE+4t8Cv7Jb4HTFpxoakghDj/JtD+dExc+5z61DIGIGEtEdFfecK22KS+yR34sxUgRqqjat5QCTkLegY/zji+fBk+O3qY/bqr6OCrU0IihBgqNEnzXiHtbOLXBPnHHL9i0qhp7521v05blInQNOSulHV6mpS5VWm1fUz9Rw7ce2y+i9N1rFY/yJITHOjbVUYUFpHTTCRPidFRQOaMODl7OKSW2wbnPppO+VZI4pqMtzbbm1VfsL77wl/b+D31Qi4/nOCDWaHazSktavnvXd+0rf/03NmVCjX38Q79g5WKmyrXZhNgq5Y2p4W6TpSrlqGJkAIpmgAsETlGn8DeSNKeHjR9ucbSjta96OIhrcRELiLuVHhsWrFq3zg40HbXzL71Eqh9SABHIVpRoUKyI1Blt/+y7jrT7uxfPCv74tkAvhYxvPm/I1KNjhl8Cx5BSQp3sFZ15zrk2d9Ei+959P5AFRQGHQEs9XYSC3AK5iALrIL5/kaGAPi5zDU4ouB+Kz18gWXARzGbVSDbSLmNu5ZrBa6ieZJ/+5G9YkWabbrjsKtstO9xYJuhRGeplxfHMC861IgHVc2ulFyV75GwWWSJ5EEOf4JYoG8QcPhyMHyoahC0WxJfoMNtFmCYtOykSyGFZgJ2Rd4hrW/XSavvd3/t9+63f+i27VeZtWzUTh22m1sON9o1/+mf7t7//J9dj+uj7P2ANk+pdTsZsndt0Vx7SbXd74nAv7tK2cK4ovUezk3/uANbSNg6felAvXGKBwHypynYtmn51yyY7X5zuJZddLgCXBr2EaICfD/94ZwL/gvvZaoEMdfxsFexnsTQOEmoxCKVcRD9dpkmuueEae3n9K7Zjz24f7jjXISIKgqEefo4PNSTff6AncQrLrRxh6m4OIDynNJjOeVksU4GDkhjb6gQ0S2bMtb/4f/+XlTW32wfe+W5b9fSz1q11Y7AEM+fMtpnzZ9uhxqP2d//89z7s8fk7TekDooJMJ+YEqASm6QSBRo3JpqIqiXgRF4YjEO+QPAqb2ixOLlbe1bU19vBjj9pfffGLdoPM2n7s47+s3X47bJKAu0cC6K9/9e/tnm98y+ZNmmK/+K732fxpM61WAuoOtlcXGLi6g8rh8h9YmNQBQDgfJavRfYPTtN3T5ktDJh6hPUY0qi4S4bnSFDf5yob1VlVTbcuWrtBW7QvUhgwlAaTkwwFAsch7IBflGeh54f74tAD9veAGaAE6Ly58PxcwcNtHXiKom26+WUOXSreDDW1gJdO3MRdRRacmPl/1cIRJEhAg6KZIxAEpnuMnOcdZcgU4Mgwi3VYJeJlNm6AZqcXTZ9qffeYPbZa28f6T//Y5+6s/+wvbt32Xlr6023xZxLzmumsdCP7lm193LW3kQxVaTMwiXDTfAQkvK5yhji5l1KEKOigoT3zqVK56ggJFIvhjyv/P//L/2D333mNvv/12+83f/E2bqAmCWimlbpYZlN/+tU/aP/71X9tEzRJeK2XLS8+UETeddx5tkjUFzQYKIDtVftYHMmzTVpbeJNEGLgNUnt6muokPgDuIyw/He0jkUSofs46AjOrTSViV80hzi5uaoY5nLV3m+lWoXPARAYyd01IaCP55T9l3HXngx7vM3iucj28LFMBpOO2bIkaRKAJ8wVrAGUsW2WTtUrv+lbU5gKEj+zCOQHJZcIID8XsiKZLjOrmXvArO02xSTisJH78QE2lDYK2SM8FFTdRU+fxpDfbR995hDdpB5vkf/8R+/3d+1x7STF6z7FJNFIfzlutvsEnaGvy793zPdu/dI+F9MpRDYFyuoSLpMexjGQ4qAD7rKOIFiNi/r0yyJY0HfUjYpCHZt7/zbS3y3WZ33HGHXXnllb7Id72Gd1/+my/Z//yj/2Grn3/OLj7vQnvv7e+yyy+42HoUp6S1w0rEfWlOTUCUzAS67EeC9jJHnahlAkIBRuEnQCUAoQ1BJZAyPaX1kp2CgW8uNPsor02Klwel+Ik5moXzFikas6h6xjBO9WF2skdtWiShfbiBACqeF/yT0wJjs+bi5JT1dcklOqoDjAYLdGhYJ3SKsJyJOsHKiy6S0bRXbJtm7WZrCMPUeLfkQFAJBKNfH5JBNoxecvIkr1EyXPNTfc2dM/LflP4ytWZbqlIAQ8CiLdQ0YtGQSPaPOrWBnm7bOYuW2LT3f8gekub6M6+ssbv/8Wv2w7u+LaXRs23O/Hl23soz7cfPPKXdbH9gb5UQ/YyFZzhH1yIlzR5NA2LGluJWqn5HpQ9UV1MpzkKzahRagGg10qHSsPLu+++zDTt32CWXX2HzFyyQ6ZMn7Fv/+i+27pkXtUhZw7ZjTfa+699iV118idUK+IraBEzoNAkuSlVmWoRzpertyeJpzMNkuRPHnkzdOWW4S1x4JRytRduiv8W5t6vSYhF0u2SAQkx74olnrVMAu2z5Upu7bKHkaIoi21tFKJAphiuH0u66n6Sn2wO4bPkGCFK4PYYtUACnEzQmHRJgSnzpxYi43ElRUXThi2vP14LgnZs2+8YCnbJLxOp3uj4cTuxzN1A2Cak6mfYJkhBhn1vHX7hQhhGKhmCKUCUOZLr0n26/4RZbJtO+zwugNmzbYg/fc58T9sLFi23p8jNs02sb7Etf+pL96q/8qi3WvQoN11p7WkSdInABX4XkSRXiqLC55HVXnd18ser1jTvvtMcee8wNs21av8F+8uijtnb1ixqetduS+jm2YuESu3DlObZg5hwrFUfi27hrqJUd1jrgO2iD86r7kCrbW/14H9xJBsbJM1qRg+U83eKOmI3cr51oUH1YuHihv4/gaOO9JjHTcuiiAEDRIq+/XwCnYbyDbMflHAuYrRI+X/Xmq+3v/+ZvXbYxS5zUZBExMg0oJSGCJJNYyIpgHJrsdQI/XTNcgU7hEML5WVwqTydMwqQE7YyAQIrLDukNVUuOVK1h2EULl9oFy86yDTs22wsacm7atsl2bttuG15dq9mxTtu6Zbs1TGmwT/3mb2j2StxOi0TIKhRgiXC4WMqRMExwFuSFDaTXNm6xu7/zHXvpxTXaT2+JHdq221olbD9rwQI7/5yz7bx5K9weeInKU6pIRUqDrZUoWxljsowLnbDMrQSosjfyz0kodQ5qcZHxo+2YkWTGbodMuHSp3Rpmz/K65L/DSCcAL/xMkoXT16kFCuA0SMMnwBJck4iVoQ3cijp7qabYpX3EqS1aeoZNlomSXbt2WdGFEiiLyEt0OLErDkAUnT5AJZttDGHC54sfRNYnHJnh5EdYcIsRDPcoEUtPisXUTRBACjvtDM3mIQhu0fZHz697xTZsftWefv4Z2yqlyh9897uyN77crr75zVZWk8hcnFhVR0CqSjNr5QInrH0ea260r3zlKwK3DTaNnZGrJ9r5UkR903nn25IFc1x9oEqb+5VI65sKswU6plEAuAQQBHoqdJSbamSdAzOVGcR52fp5Hvd9Tz/agaGjhnLNGk7uO3jAFp9/rs2YOzt5f4ofABXvJD/Jge7nhytcj28LFMDpBO2bBShnhRQ+tKRFbg4KdVpIWi9t7D37ZF9cC0iLZLHShbgizsQBYpnP/kB5OtLkYuikl1pzj5QOSpvISHBJqom0pFPPEu5HMclbQzRGoa2HpfskML3moktt6fy5Wv7yJrtPwvI77/6uPf6jR2Xhc540p89ypUXAI4h9vwgbQG7Xkpgtm7bZT554Qmvuiuzmq6+1t99wsy2ePddaDh2xzkONMukiWU+XZskUFqG9L0JW6UqkH9WlsrggX2rqwR3mqqYKcG8sXJEapQSOFYG3tL93aznNIe31N2POTKsTR5v/DvKvo96UpQBQY/FGRpdGAZyG0H4BUEmH7Qs0PCuSzGb6jOl2cJ12R9EUe7eE4shacjNicFwi3kG5JpXDl3EIHKDVLMEeR7u64bDXi11eC6bGke20a+FrkdipIsmNiqQ1XSyFzSJpZB/eusMmTii1Gsml/uvHftXqKuvs63ffaVddf7nNmj/DDdb57JXSr5syyUXWWACtLamzP/zKV32zhY/f8RG7+crrXMv7qIZ1RVJXKFO+rS1NVlmmnUuoKnVH3gR3KS6KeoX5GQraBxSUV8iN+tz3GvX9AYK9LfLq7fHSdKg/uF2uYegeKV8uPmOJTdEW8/VTp3piAUAnyovABYDyJnvdfniPBTeEFqAz9+nQDiLp8EuEMUMKj41NjdakqXs6tevSKN1sPCcuhY174TOM65P2EMoDeKFw7ofYHYZMECZg0CVQSHYmFgcjFMNQ3YSeUqvSMK+4uc1a9x3yGbWfu+U2WyY9qH/9h3+ynVu3uZ4Qa++YRzuGORGlc1CmV5776dP29BNPOsd0pdQCyiVL6pD2d1GLltJoN+JaqVTU6YDLQh+KXZPZwYZ0AGQ0zZEBUeZcPXWeIE1yLwvGQ6h+0oaRQBqBWTqsOgCMmAI+qEXIW7UhxESZD3YZIFmqrftzvLMAruzz/u5lnxfOx68FCuA03LZVJ846CKFbujLTtSkkmtPt2p4pdod1GZUCQxBxTtzBCJFRCUOefmUzKQEhj+pzKA4gQD4+nJLfxYwVYKVDk/lWqaFOhebRyzWtVyNZUuOBQ76M5K033ypheJuGd4+4mV8E4O1SLSD9uVI/mCqO42tagjJzyjQ7U7KrusoJ1nTwiFWJ+Gu10LhHGuE9MuWCxnqHdKRUiKSuqggziGwbFSZXqDuOcmaP5O7Qf4kbDsAPxzlggrli6sEQu0JlxFwxexAO5DyO2gnXHxj1d2+gtAr3x64FCsO6bFuCO4CPI4RjhD+l+0PkrFlj2CL2xMOwNXh5aYW1Hj1iczDSL2F0pw76OWHZVZaO3S5doVKBg6/fUlSycOcCnt4sU82f5Blh0nARnOFSuL7glRAWOjzcLxVnozMJpxVecViC0qldYzqkD8RqfWbOysRydWsB7FmLltkMycteWbfeJp9XY1Pmyp62bG23az+8HqlZb1u/2V5+fpWdvWiFzZpeL4PpTdL0lo6X9KtKpPHdLYUrNMo1anXAARioP9ySVCt1T0NKARS6WV2KRx2ZW8yVX0Wlub1Z0wpnwdvDRRgpSlKzzmhAHuqcuB5O6ZSI2yvRMJt2Pyp5U4mUL1Eybe/oEaBSSG8SlVElIV/JqZJm1XCwSLOspE0mmbbWVXrPz3I/AVpZsMw9LJyMugUK4JRtwuj0ukf/hPugAzo3IqLmpu8UqxO+0sxiEa5MiofRmcP6JMkCaDlfhDneTrQG7bnDz5dxsRuKy7VUrCAsOAq4DOxAtWipR0/XBIEOSqOSXcl2FBY122QJoVrWIgFl4sEtdpG4AK4TwbtOIXbsXXkBMoRNeMoS+SWlG9lvf2k4B6bkyIPzKF+TZH+NjRLUS2eLLaqoI894Cw5Iep9eLt3B7noJ5oJ1I94SVYhNOeF6GZYW3MltgQI4qb2jQ/o3Xb3SO7ruQ6Tcg7wIgxY2n3k6Mw5icPjRvQqtdKcTY/ANh9Zy4idh+yMsDzCGP3BKLAuJ+nj++uEO92Krb+4DMGJ8cmvrjrU3+Tbs7G8HGca2Tk0icOyTA2LlisAaNMiaJqD2buIEShbrIqmSANF/dYn8CRRMBqAESeCA3Pu6tDlJcFCHVYYYvlIfgrMuj7Rx2e2dYhjN2kG3zOn1Tbp7u+roag6KSDj+SIyS+tvWfZJMLH4miTNDC6flYJhmyHnBjV8LFMCJTqgDhT2fVdJ5l2RIIbuhm2IeBNCplIEyoY4DTxGCY/XpMgmE0a/xjo3P8EVDqJLyCQ4AvLro0OMNUDEEEsk5GJE3zldqyGcNWXz/qR+C6wBTCDjWpnlk1RPhOMRN+TlHcO+WI+EiQGWIlXOBM0wiNpfYygqlR5SvfNRFMK7VNh5BvyN1pIM2VqSUpJumJuQQP+fyvnKFKxc3C7cEJ9spnS7QtFHysSrVh2U/LqDn+5EmloAdQKdhsGRnAKYDl8AWR5+gnjznvuftTwo/49UCBXBKW9Y3KhDxlqvzsrU4X1a4i/0y2M+xUwqWR/cdNqxNVsn645RZDbbwjCWuA1QrGUd8qZErQfg4wCjpzOJd0vM0u8SDhtMb6vO58z5hMhcRNnOrz2lwSH1uphcQH+DSJcLD3C/ECZAGOCE4rkxlNUSJ+sAxIVBu1sJdZGo92sMJ8BO5Ol2jLgGowSkycgWkPb5CBZdDuR0MqCTnBInK4CdR+t4joFwumE6C84p7AaJeItpX4AGY0tbIA+GkeId+LZCqqJ6g7dy327aNm+zQnn127MhRT3/mrFmJ8H9WstcfbQEHhfVP8MtBSu3FR6gASv5aTspPAZzSZnZ6EfEw9GnWUKZRyoVbX9vkplCeffZZ39pbCkQORghdp82eafO1Pfkll15qF19wvstnIIJycVJ0Zg1AcoAECMCV9ZLaOL1biD8ldIiI8uAADTfjonMfqgpIGKYAVsia4C4qymtdNkN44qGSgP2mCQKm2om1duhIspsLz7AEyhDLNb5F3r64WWlhowkISQpBfblOCFpPc2XTzb6OoENwDorOjgEdSWsmwJREhlNSzRxQqBdAVaPyUz8E9U89+rgUSZ+0F59+ztq1OJmSMpPIppoNc2bZinOWy/zycjvvvPN87z323yMuAJcMDalPwZ2sFiiAU9rSjh1i9/fv22db12+0u77x77b2hRet6Vij1chQ2fTpDTZz7gxxEM0yQdtoe/bus+2yAnnvvffa5//0T+zl1S/5MAIuA84k+WInX22ycKIeIhGO9OW7TEQVcYxQIr1feYAj4QBYiOzcnLg7CPzQocN2TLv0Niyb63KlDs0s+kSAwAROYeKUyTZJ22Dt0wLaRMWAYY0qIoASe5kDYLga0kUGBAkDzuESkOQ64Sjj/nB9TydFpWhKQE/Z6ldqC+IK4dBQXyiXDHBKfb3taD5mjzz8sP1k1Qt29513aUMFs6lanL1w1lybLKN4x7QJxHbtorPq6adt1apn3SjdxZdcYu+8/Z02d8F8q9L7pF2z8qbedh1uDQrhh9MCBXCK1tL0+yHtzvHSqlX2hT/9vB3evVeG06rtbbfcZmeeeabbbNIOUC4Qbuts026/B2SXeq3d/9B/2P/zqd9wvZ/qcik6amYoIcYkYTqyEw8/J8FBRNlxU+QKTTtgCjREv85BtYkjYMgKOKGnxaxjd5H0tHw4JCG/hjdoiNfUinPauV9DwE7pcckaptQiVEnnvuAKXVgsP7H/nazLYziUtINyHqO6J/xSAkTRlN6+VFkHXI4PV5Ufs4s12gQVLfE13/++FWtIN7e+wa669DK76KxzrFoqIAzd2aChVbppB2Tz6ZEnH7WX1qyx++6519bI/3Util5x1llu1hfgw2JmvqOOBbDKb5WxuS6AU9qOjbLL/aC4oD/4nd+ziRJ8/8avfMKuuPRyN0W7ZsOr9i0t89i1ZYcTOMJh7F9fdc2b7Q9/+3fsC3/zRXtZBvQvnrfYhxFM1CVDOa3o1/CHbZnUh/3cswtidSSBy9AhxoJ98nD5nT3ALv++B878QGyEQR9Kv8pTJEthdMX+cN1azlIqjqeZzRC6Wmzy3Pm2fvMG12uqrKnyjRGOoVBZXm1dLR12rPGw1dZOkLnfmfbCj5+zw7qul2G9CeJKWA7To0MjXG+TYtmi69awF+E7AnFyBZQSETaVF9cUSJkpc59TGkJhfOSW+jSOc7VJch6cYO4UkEEcbYsLAXiJhtbtUouYpl1yDu3dbZX1k+zMs1bY7VffYD/WVu5fE5fUKEBm6FolQ3zIDq++9s32kQ9/1JqlYPqtr33dHnjkAfvs9t+1T376t+3Wd7zNNc4ZGvbnknd9PHD1F7Zwb+gtcNq0aBB4NA0dyr/66qA9Enyuf2WdNKG/ZmXqf7//qd+y973rPXZEmwV86e/+1j7/xb+w/3j4Qauqr7aFZy6xlRefaxMmTbQvf/nL9tW/+ap96nf/q2tPuzUCUVeZWBN0oGBRMODmnIUPp5S7CBa5DL8cUFaJwhRJMAQpJ+DCg9SJ8Lg3GDAFhxLhPPWUYjXnJrCSsFqgVKx1dgh52WOuR+Z0mzqaRaRHxEuVWb2GbtLStOaOJikxCmmQyDBBpb85c+ZpFqzT9krnqVTADQdJHi44FgB6fp2aGVMdErwVJAEqyKUEioBNUtmoVF+f8nsdvEGSZ8Tx+4KfGCCy1RPONc9VPITvjucgu87pzMiGAKkjjcesXEOyurrJdvnll1tDzUT79r3ftyef/onVTZ9qN2lL+Qu1v16xTMx887677ZO/+et25zf/rziuCnvfHe+1D374Dms5fMT+8n/8LzuwbaeDHe/UBfv6CCg7d8i4YvIguVP4HasWOG04p3ziRvDNjA73173yiv37N75h2zdtsv/y8U/YxZe+yV7esM4+/7//P3tRQ7ePfOxj9p4Pf7DX7IY6Jraqt7y6wf78z/7MvvR/vmh7JataNnWGaFBwoA5fhBBWYSTAkUUAAVVKYWCTC8vTNxj0mGKJ33VijjccAeK6H7+3bokgG6JFvoOukesiyYxJt4atwAjcGUTPdHrTUcnODhx0SRBEWlahNXFtkkUJpEq1PAVzm8idEBgTe5+sLrgtKlUHLW20vpGvqRGVF+Cg9AEQXftMnZfixN+/3vL3rZzfV1UiBepFO9GGCPkDrBDyo5Pky4b0QaBs1dq6q1bD1FpxRqteXG1lGr5dcO459unPfFq7/c5XXKUmDf5uDdc2b91if/WFL9hdd99lR/YdsJ97++12w5uv951m/unf/6/9wWf/u331a/8odYKkvuQVDr2vghufFjh9W1YdnNkcvrLPP/ucPfX4k7bijOV25eVX2EGZqP2jP/4j26EhwZ//9Zfso7/6MavX17ZDM0BtmlJva20RsLXbrEXz7Lc/91mXV+zYsc3qJYBFzpF1qBWcyBpmNvzozlWpjINj6nXJs2LW1zHEGoE7oBm7rOsQELRLMbO9qNLairX5gRz21cP1nsWdsfUZPrKtuvaasVZ9BDoFjK16R53ajj3r1ry81mbPnWM//8EPyPrCXFg6H2X2SB+Nj8nCefPsM5/9rN3x4Q/Ziy+vtju/e5dHv1zbSF1y/kX23DPP2PPPvZBNsnB+Elrg9AWntHG3bNpiq/VlxV0iW+C4r/3rv9gWWVD8gz/5n3b1Dde5no9MrmmA1Ht4QP0sPGOxveOd74jLPj7cyMl2DA2ZMRMk+jFY/vc/9oit3/raYEH6PHv82Z/Ymo3r/F6Rhj/5rkUczMlyQG3+EXmXai0dboq2icddcsaZdsUVl9uCRQt9KAgHlj0IM31qvX3gIx+2m952m23Yssm++8N7uG3nits6uHevff/bd/t1lzjQTnFQMRTtz/eAhZ9Rt8BpD06vvbbJXpYZW9widd7Nu7bb86tX2cc/+Wt22TVXalgjOU3ekd/qZ69caZPrJlm9LESG69TMFofELn7E/Z8l/8lnfuzFmbdogU3UrJxrQecVsK0j4ULma5cZ3BrJ5rZrpnIgN94ABSBhBiZ7FItr4ijRUaE1ciWSqxXJdE24cu1+3CBVkIEcQIVrEHf8znffbhdd9iZbLzvr23Zu06LoqTZFkwAPPfTQQNEL98epBQrgtHmT7dqxyxZLpwX34H3324rlZ9q7P/i+ETV5tUyKDNcBYAl5DDfmyMIXz55i33n8YY98+bXXSDs6qftgqTGlfp6GOGs1c7lebYbrj3saLI2T+axDw/WpFVU2Q6ZeBnLlGgLGUaQZzG4p384TGN14y02ybFpvq9a8aLPnzLXzpZS5ceN62U5POOxIbyBZWTwv+KNrgdMWnACDQ0eO2CYJwZlNW7xgobVp+nnP7t32gTveLwW+ydJp0hcavR4JtquEIJXyy7U1UqnkTZWKU6FEurVea/P6DdYiUyIzZ87QbJaWhejLTcMyyEFX3DW0JaQdaAjAejQEyv09H949eABxaxJ6d6js7cqdBRg+K6knXSpbS2WxDMm12PcevM+mSv6yQNPo5RIWYzmyTOoRviEBZZEiY5fsjnepzlMbplmF9LeuvOZqa5SO14va1eWglBeZkdMUn4421VEmVBQeE3MSRbmwHKEzEuzh1SEvvMpNfFQyyI5fNvxs09GJcF8DNATkLpfWvSLpNmCSmHyldKa9BStdyL1fH6AKGaIrk6WFUtl5qtR7LNY75GDvPxZzo/fVKVBbunyZnXfhBXZUqwS2b9tmF198sTWpzVa/9JIsfkoNw5OnTKpf6qKOcV3wR98C0NBp47KdCbvYRzU1jiB7gmajport3yzN8HqpCFwtInShtxb8Vopokd+g41KiXlmmzqteqWt1aBFfsUzibtu+TTo+XVLUlJ1qCWUxOKIoHof5Mtc5cimHOrQTq6gJ4nGiU1pOcr1E6dceTvcgyjgfxHeyVbKatlJqpO//mnZPNMFZ5Is9Jaki2dp1r4oT2GTnXXSJdgCWtSfJiqo0u1Ui5UpAoK1dQznFL+2q0JT8EZsrgfGe/Xu0iUO9zZVawe6du6TXtdbKZfcJ65PMCPYIHRTFy0o7w1VQDibvhlJ+wuS7iIeKBgXyJTNpG3BN+7uFCOXBTB0O1QLmAbAnztbpkyfU6lmHHdiz19PAaoIqKm331mSigngMCVXWMtl+IiuWrZyloXqdhukbZOdqwbz5Gip22ctrX3KbWL71lECb2dgoo2ee/vRXl+zzwvnQWuC0ACcHJXU6fVgdCOjGTHzv3bbLmncdtGXTZktWUWa7Dh+0xSvPUucVQWt32mqMqTXpSyluoES9vlN7s3VI/tTN9LkIHY6oSHKl9evXW4PsVGtVnXdWptFd5xDdImcjBFEiCqagixU3ucU9AZcu3Nc5xvn5Y4o87vm23IQb5EjW7VEp1UzgwkslvJJKwFD1wRUhyFU9vnbXN2yB1pHVz5tuGzRcqdLynJnanSRZg9ap7dXRqJRGtMrf1NJoM2RIr1WqERvFRay48DxrVBus37bJ9h855FP0ABNtSsaAkRtyE0B555JawmBlzz4jiayLZxjI6xHIYkyvC3DRoVaTr/ck9lZnCUiqfRMbXAIbPesSd9QwdZrK02n7D+23RnE9ZeKqnBv2wkppVD2hW9xkJ+ZdiqTYhUUJccszpk+zhUvm26HGg9ZS3GlLtI7yqR/9yDqkrIumOLu7oB3KxyjKGWXnuuBG3wLef0afzM92CgCA92CKKeLFdcgEym6x+ge0fKNCKgWVWqqBJvcMbVRQJC4ivsQsmMWoWr7zVNQJ0alpYoijcKzqr5R2Mp0zvqhZbi0/jbiOzg2nEefD8UnHw/P9zxKGCsniXpQlj8q+eY24QnaIeVI7At962205iwsNDQ3KWVyV2iTKS/k5ZylLhXSFMNn7rKbUFy1e5JzU1m07bPtOKSeiNZ3O0mU5hii/Lw5WGeK6Pz9X/n7CRRuFH/E9TtxMffKP5yi18mGg7m36gKBigBll3icfDwVMYsknHvpc9BGPL5BDJQRrBeVSVu1R/BkCuRats2yXbavoQ4TlM1dw49MCx1Pd+OTzM5MqHQqOp0Zrr3bt2GGTtQh0inZL6ZEy3lGtrVuyZImWbmgHFXU6ZBdwAuq9yaH+645OKYLsRPahIcM+DRnQmarWMCLpsPTfhLij68b9NIU0GRJP+nqKmX6dA9Lkagi/CfGHpjLE1iNuIQELDRvFUZVoer1JhPXCS2vE/fXY8qUrpNv1lK04c5ktFVeAZjVAhF5Wkk7CbbEer7O9xW5761u1SLbRtu3Y7tsssRbtxbVrnZMhTtQv26G8rfkwnMBFXIJxnn/t9zONAgdMy3n6OsM6Ke+L66TOSbsCHHXiCouk0tGmurV0SCNK3KC0ZB2kivUxoq7JO0reF9yQa9Mr3DwBMoDWKE3xhXPn2aH9B30hOO2UKyd9o+DGpQVO3HPGJduTmyiYApHhvGOn/enowUO+CSWLRBnSYFFgwYIFVuL6SXR3hMIidPV1oiRE0zsc42vbqLVoR0SodfrSQuDBbZBXMfIpEU8SjzvHO3/mlKZn4R8fbNA7QZBBMA5OKjfr6Sg4uxLXyOzJroP77TltHX7J+ZfYQXGM27dv18zUzTZ/wTyBUjIkxXgeUjPSoM2QtWFs77wLz7cLL75IsqZXXXheofq+pq3OmzQ5QD0h8lw9M/SaLAYetPh9HkbZszcDuOECkQ1FPfnI4HL5+rl+XBaFYb0iaYjX+ntpkfJsi5QzsW2OzMkX7Ck9Gp08KWci26LJEi3/KVOniBuusn0799iiOfNlRkcWHHSgckGc3jSUTMGNeQuckuBEn80ddKLU5Xf8Vs3OVQhQWLZB562TYHyKlPHcHnZKbDEsiU5MUhrtuCsVIbOItlVyKRT+ygE15ZcMjRJizy51SGKNz2/UzQkNuhHR4aBFUa+1iDM8LLvaW3busLPPPVcC/w5buGChMaSrqq7yYWwM6YjNMhQsSJJepTjCNs1woU6AlYIpU6dafYP26Tt2zHYJ5ErEgSBTA8WRBiXMEo0kgGe4NMYOUOLwqvW+Xi8rWXlb6CU1yVxKNcbytIwFe+hNjS0qkT5UqpPEb7lwpcgQvc0YCnoKYq5KfPVAeaW2mNLSpFkzZ7pA/ogmUZjd9VBKJwuMfrPwM2YtcEqCU6511HmyDuKj4+K6JSzlS1oumQSC3xYRX5XMarDiHi4qhkh8rdUFPQ4dMQiDLzizPBjR52m99karFBHgPJx6OaLpkF35g/RZfod2zgz6SI8IO1TfgYHASoCykL6XQT5cBLKwZnFPW6X1fkxC4XO0hXj9pMnOVWBQjsW5HIqk8AIXAQ3yN9JgNo72oN26Up8NKmfMmiMTM0dto/aFSwA4yduJnPxVDp+Z5GSMXNQrVzfS5XUKgYELjuT9JlcATU2N3qnMo3SIwwVg/bnq522dgguzgJ6C0uI54APXSD4Tqib4O54sRcxKyZ8OyK5VgHj4yrbgxqEFTjlwysFRCkLekXUO2PjQwz+NPa6XhFCcIRzT7M2SM1VotX6RzpE/AT589Ms065NSmg8JfWjhRAwAaEr6GJyThM0YJdPUstv8Uc/vVhiGBziXhygRZuE4Rw+JJHLEJhCDnPn1Mz3MPRvSeZKWojsgMAFQhnkU4ipHZE7k+9q2rdYhLuHcc85z/aWDIjSfLGCBsOrCTKIbo6McbB1eAnBJtqZ2AsTbBXCHxUXUCMCniuNCd3zDhvWamUR5QtYVNEXp24ErLSwHUHu3OT6kOgxQZ5UlaYukLamPCqV3ofLqLTFzR0aACuHcuS9g1XPyr1FbdIhzahVAlWMHXoDMe0w+QABTMlzEFA6LmZHXsSlomdRIpkjzn49YWZlMMQuo90kUAFizmUQZqhfKPPImfwc3FYLSJiVOilT4HX4LnHLglN8E3llSoMp/Ntg1pmi7HciSUCj3FcH+yyXmaEV4A/S+Eg0VcT7FDridRFcsQT3EhmO1fkWJSBTlJrmdUjDFTZvRYNt37fDz4fxMErcVbta8mX6KNYZw3eWa8VOjdJWpBDK811N2croXkI7jXYcrSmWMUzTzOhQHt1ii+KU6yjPpDCVuIcz4tMDJ6T3jU/bBU42vqELFF9WHH3zRdbAfGxYgy6qTzntE2uLsbpvvOjUL19chWE+E69w/dOiQP54za7b7jZq9y3cd6vitCV70eZQDToiBfz+SL3E8G6mP3CyOjsoS23tgv+2WGsHsqckas/UbN9qs2UmZhyq0XrJ4sZd/XwpIi5Ys8evtu3b2qVf+xUjr4PFSzsTPnauBc1LdpGt1QicZG26SzPGyvdURzbr153p8E9Ljn1RpODxNG462inMKt317BtT1wuB0cTHEi74W4Qv+yFvg1AWntE3oNC4/0DUzdSzHUM923STf7kmsOR2fMOw0QngOlzVpJqpEU8nuFBeORIMXQZME3+qTkmC4rAreCDWCSrH9NWgKskRCaXKUaWxYrrTLJZ+KtBM/ASFXOVA4hlOu8azzURGzQAkhuJJxwS8Ko+yQcli7EqMKsOyCC1zutGX7Vjv3/PNknndamh9Ej2VLLb9ReX2zTJ0TFyNrrZowmDV3js2cPct2Sr+JcduseXNt54E9SvuoDLup7bRLsGyXSC9Ih6xkypi313lU9Yn2AKTUzslBBVVO2oz3hbxMLuSE5FesoVyXJiw6NDyr0owbzneaSbDEr71cOmNkyLesW7N4bcqhXRwny5CYwURex3tnRcHMmbMkfzqmd65QlEtx+dD1cZmPYp/7hYtht8ApB075fcVbBIGpwIEeiFwBPZWj4pRa21p8QMA+ZWVaisGzEgFMp8DLO598lqxwDiwBav5l1D32uWMVfGuz1mlJh6hUAmQArgy5hZ654Ny7NfHT96LCJTIlhaET66C8pN1vuYf4OpPyKRUvd5KaSFbglAh1ARrkJi1SCcDk7tPPPaP26DFMiGCEjR1Ior6u3U3RKFFHiVbOiUMRqjN93iUCXSTuCS5sl4aFZapksQDgWONRLXNplJwm1ZFSOag0aQZgDLEq/QYTDuWBgNKW3M6bFWRJW4/8QGaGeXwAengXAmt2h6mV6kOL3nephNodqrvv95mGZ2ZSd5L3xDuhv2g6r1xD4lIN0Tv0QWMJTLXSOCTjfBio4xtENdHo5F3mOCalmbzTKFW/VSrcHEILnHLg1KfO6jQQh3fa9IEToToQwzE0u4OA9u3b75sTtOrL2KezKf5xBAZrIgcYtWoGyL+wAjWsIiIUTyw0QiTIfRA2J+H7pOspqAOnz9LLEXmR7kA+BHtYBvTgNGon1tnTzz6j2bZZNlVDFoa61CPaCJ90qHPUGx9iRw9s+fLlDu7oSBEWzo8hMltIEQ9+IuJxPdYu6jhQupFn1IdrtMSpIx+lTgEs5cs+j7SyafOccK6cKjBCCI7W+FFxiWw7lQurcAU3Pi1waoNTps28M6YdiY6KfhK6TRAdjs6GpjOWMf2rG52OLzA0BqHpiLVwdFyUMNvFjZSLa6qU4DUJ1kuQpDkYEUQHH63vFUjrQFq4bJptmm2DU6TMDNG2aPofI2pYIiiVTC3K6BHTHw9L+PSgTWibhQvRjZrhJo5ZEsJykENSQqWNfFlImjfxcKSdLctIzkkn4nGOy7+OOuTfpxzMNOIAp3jfUT7uEyfrIq24RxziAlT0GfpP8ulJ6hfhCv7YtsApD07R0dxPOyFExnU8o0njGt9N66pD4qvnJp2XuDqQcdCZxWu4T3iuY6fZSCfSPNHrIvxYuyDQIDry4GvPEIWtqyA2lC/DRRkiPPezaUCMxCEca82maC87CBWgo42OaGIhHIOtLOHH/dH42XLlp5P/LK6zdeLdcD8+PFG+CBtpRhyuOecgbJwTPsLAIRbc+LbAKQ9O0XzRIbmmg8Hq02m5z1cRtj1Yf+5xznOEw96JFUcU6smhWMm96NxM2QcBkHbcp/sy7MFFB8+eR0f3AKP4iXQij6wf+VEftOGZkZwoTXhm3AiHkJjyUudcudMyR1x8wIg2YgjHcpYJWgw8W7N9mBdplKDddxRGVqM2AqDcT9uL+KNxUZ/8NAa6H/UgPOcAaNQPH4cfgMt1Ni3icEQYnuPoJ5FWcqfwO54twOKvU955Z/NBV29VITYABdcm5cJZs2Y6d1FVWych9zEJQBMg4jmdmDSQntOJOQ/Q8bTTjswzHFwVJIBtJI+XIXY+uITK3kruEHPkLktc+eedAhWAhfuTtfxkoqbWt23b7pwEBSmW3MnLqewjbtaHIMskU+to7XQNaVQwZshEzHRt6IDsri1d8EyccJxn04z7I/LTUVc2/SSdvsMx7pFnPldD3Z3TS4HJy8X7zHNeZ9LI3A8w4xYAH+Dk9WNw1086meiF01G0wGnBObkKgeRDCIQlocZWpAMTSzS69TWE8Hbv3qMZO3EB2seNDoksBmE3mxR0M7WDEJyOL987JGmJDAAuFB/BMu+8alFkUHRwjwIfAajR0tyQczVJpTUQkXigYfw4OWpmDtpDy5s95rCAieJosdaIQUhi9rx8LD2ZpKUY8DdMiYvavA7IzqLQgBVEiG0k2qJYtq46ZDYEbhPOqVTqFyznQEOahbGdqq9Cqj6S76gtuxRWVw7QY7O2LgE9B3WlCvSn8K9WUsPrXTAjx0vAhhPtAehqGlKVVjunbQlIUS/6gNdNira8zx6WREp5lHrzLtWKPmPHlGuLLDKEkbtOqZawmSrtyUoA2tuX/QzjXRWCDr0FTnnOCQDg8D3kmPtVh6KDogrA8MQ7vDrbJNk6QhGzRpxTkwDKOzdEnXJN3sXTXk7nDAfxxmUCWkTtfe75p4H9Oee9j/1J7n4abrieeJQkCgQq53lymoIhdce8LMDB7CEHmy9A1GBm5B8+aWSdW3xUO3i9pJaA/IpzZFiYF+kQ5wl3hoY1jvaFe0mLoztp+fzpCH48Oj9xJGn0wk7yjr186fuOuuDDNcXwNd4N/mCl4jlx+EDx0UFe1aJJlHLtgByyK9L25T8jqFIhyolb4JQHJ5rAO1FKKd69U3Bgto3T6MioFoA0CeBoKKcvabikMydEwD3nKETkxOUZIBYu0mPo52u4fLoP0krJIS1LhB+171/73lTQVUqnGIEIcRTJol3namRpoFk7k7BODrvl3h4QWV6ZqFPOAeoMUVUPgKe5VTOdItpJ2u7bOQ09IzxEDB4mwITMhgu/yiU1ohMKmZQ09ZNUcu2pZ2zBzhFgS32iTpQrHPf61C19QFoAjVc7DYN+Ewu74a5QI6B/lAmcePf0nVItTfL0IvGCP6Yt0Et9Y5rsz05i2c4YnZJ7Pr0sv13DIb6EFbIfzRIH9TzvcITxIYD8fEfnzIIRw8VsPmEXiHjcz/p+McY/CcT2TZS6xoFyKUNXBkN8/Xfv2u1EDDK7fSuVMcpJKtFOnHM/AesErNCih6OAy4SDYtE0oAcIU9XgNKNM2XRJb1xcyiFG2mBp5Mt3AXDK1olw8Zxz1tXpl1MPxzPCU89GLYFBNungJO4z4Qo9qKeR7QfJ3cLvWLXAqc05+Vc76YjJVzHhAGg8iIypcDSnkY8gY2qWfSdRl7dt8rWFe0q1uTMt7hyCuCpkO3TOmO1zMFA4eAUACwJF9YDNOIM4ouNnkvMYfa+HeSUCJP1I28uha7gdL40AGBUC7sMx7d+/11bKVjqgw3NkRYM50qWexMd4GwSKMiKcBMBeqWFTacq9eVgN/VzvSXF8V5kTpD9Y3jyjPd25l5733vDnXlOVj2o7SHKetgvlDoAKn+iUldQ9IKn4q49hejJjS58olxY8XBn1ZTlL0jc8prcLSrgFN/YtcMq3ao5QaTt6rhxEiUZzsdZdHW2WPSZ1PDod8oUeCcg9DKCkA5f/dQzOiXgc2TzIQbfc+YxeXgsTNlw2XtwbiQ/3486HXvAAKhc3uNZSDYipXFYCKGsQJwtaSyUwz3fZ8kX9OgRuKFgCxmyGUF1V7SoWbTJBUqa2ZKmOGimXFHIo4p5MR7n5HATHRt7Rvnw8KA/vLcoVz7yMKr/XIS0wYahvq4TrxwAk6XYFGE+eMiXhJDNh09OCN8YtcHzvHOMMXo/kIIsgDTpaL8H1nsOmT9BiVWQnLAZmaAIbHzM6oWbADE505EgnOjqdnSP3JRWBRH58tTnXT/KJhYBzB/d0eCnxR+f8i+/YQP0ETDpKND3IUSy5SKlA2JepqABoi1eI2ABnL9sAPYCyRz1Z/FvCLJWKinCZtquAmxDRMxSm7eCcAiQBc48/umoNOTblwmJpvB+a1dueFHTuw3NO0zplfY+j8vLNyMVXWN4poIbMCW4RlQk2N5ilZT8V+pDhfDhf4Jq8LcbjZ4CuOR5ZvT5p0uFynA9AIUfnnCAOwFl0dcwgJth25ChcAzrEDeDJdfa0GvEVxscRNg7Cch5+GmXcvKRWFAKOiaveesIRUE8c095whwBMUUrM2XpR5v4cd1G2JCz1LRfYYfWTxdQdai9UDBjeMXSm7aIdSCsAq790x/Jeth6RbtzjHdIG+e8swuX6h25EHOoQs3U1Aif6hvhHN6ESQ2TSjfcfaRX8sWuBUx6caCqGOXxddZKsJhcBMdM0TTv0NnZJuNt81GrLRGDaY22nVtwXVScLRXs0PY4gApEJuk7dsg7ZhR0hNMQ1ZKIDV9RWpzov4lIYBvIlFRHTyZ3YASlxLHAzyZlAT0VhEMKvEvOhCMOROIK4h+qTgqfFSn0BkOsWKX+GJiiEQkSTZeO8raXNt8CqlunZHdoWi3KytRXDzyyoOIGmQmbuM5xT0j5pcFir8o+yOFrDRDTlATrMxXSKq8BMilrB9aBocHSRfFNPpT/UuvQXzjeZyKShxFRdtabK5Af2mHTuQMHHIi07wFguzpE6tGiGslYbWWDvHZUHNn9AHqZXqqiazVOYUpWZxdu0poOZfG0DrLabbOs3bJQuVKktWrrM5YgV4hYpq8/4yg8X4BbXBX/kLaA3eeo6OkqARHR6ass9ZpnY0CA6U720nVkMfGDvPvqp8x4MB+jwxMXhR3pcxxcX4BP55dKKsPjhYlFsXJ8snzLD1Thno3p3SZUAwjt48KBziRBocBSUifABVFxTXw7uwSkxvHG76bSh2gdTxwyBY+iUbSvO45q0RuoinaH6yNoiX4Aty93QDjh/79RL7y77TiMeQzo04eGeUDidpg0duEddAeRII5np88vCzxi3wCkNTtHRAmCyREc7IjvBDAjT65wj4MUUCCBFXI+nr3B07mwnJi2uPYzSgjuho/d+Q5NODychWunj8i77PBuLCye8NCHqAXAEOEFsADGbiXJO+aMeEY840XYkA0eITIc6o0IQcjmUOeFK2QSAuFkwz8Yfizpl04j2o70D9OnIvvuuyo7L1sU5Q4XF9SkXHJb+ow2QIRGbMP6h2rffAXmKhOCsRWRGd7IWPePjfBMIPyv8jEcLnNLgRIPRSaNDcs5BZ2SLHzodXEC7tqCGm4DodmzfafVT6lO9nYRjIJ3owOEHIfIVhXNqSy1mkn58jZVxjkhIAxeEFefEHa0jT1zUk/O4xzll5ovPMAeiw6QwsidiheCfcMSJg2vSizS5Tzqu2ySwguuEkwCwXC1Dz7J5Rvz8e9wfrmNpSpQrfN3I3SM97icApYu0kWlb4AZjglEPAJVzVy1R2eOccHBZTByUSaaG2y8umg0OWIu4Z88eWQ2dbvWyHMqmGMTzNPO/PB6z8DMWLXBq6zmphYLD4asIoNBh1a2dNZ+pvchYpd+oHVTatZyjXHInFBTFBimmuroCs5tsCTuR0HGdIPRIPtcQKxwJabeKC3H5g/IIx3MIKwEgMoZqgAQcpXCP3z4uQvS5OciFyKTPU8oZdygn68CYXeM+U+IzZsxI65IADiCD8/Kq/PgurUoJkHi0I3+AWwAzgmE4RrhPJ1RPpbfNCUfl88uXBhuyN3D8pJa0ZCJX1BnvhQZUnbu8HSTYBkRpB5WHesDKYm2CdYd6wS478+FZ2mjUhWHvrp27fO0lH64dspPeoMXhTAzwnskRoPNlUamMa8gVKgQcUguc0pxTEBUtwTkuiAhQQZYAB0CHhWtatHCRNR6RcmGjCFBT4xBpNg3CER+f+xykgwUDtq3GRRjOHYv4sjqxBFzwZPwdZaOsHNQDAqOsB/cf8KlxOCaAJbd7bVqkqFe2hHAKQdwBZFSJrZbwASlAK+oeaXA9Fi7Sy/f1AnixnoU/yzR1hKX+bhRPPvV3wFQM2sTbR8BCWJaogGrUEwc4sXUWi7hpKzinOXPnOsflAfhJ88tdF07GtAVOaXCipRxgUpChEwbB0FHhmgAohLzIFDAn0qRh3iERsDvipXGD0LM+HZ2O2yk9KYY7fKF5Th4OTEkqg/4ynBito14DOcrDcwCEISh1hZNCqzvaIhs36hf3Im3Cxu7HAB334cLgOBgec81BfBznAQCR1nj73gr6GEQZ8BmquTxQ7cz7olw4rw8nadNRVs4pPZyRq5VIO7xGM3wIxg8fOWwrzlzhG6/SJ0IQznnBjU8LnPIt650ubTs6axAQnQqiQo7g1gn0DKBpFNe0X8JiZqHUy71jE5140bHxSZfODsgBMGwSABEEYRCH8+w197IuhLnZe2NxHuXMpgUwlamsEB2OukKX1CNbt2yZo54BYtSPeBwQLFyUp6u0o57EifMEAEYPvlGmrO8qEmp3/KwjTGh7w7dxHVwtdaUO+e0TZSYsjnoRjvDUDzMxTB4sXLgwlbn1SkPSKB6v8DO2LXDKg1M0VxAhw7XonMzQIX/p0E4bWyRTmDFbbHtLh726Zp2V61m7el65EKS4SwCk7TaQzHSL9RcmudwCwphcP0W6TWb7Dmk2R4JUAAtNJkCrS4JYd/T5RPDklwFKEBE7x8JlZY8k0tB/Pa6DZ8LpeXZQDaIzHehkIXOC0ODw2NqJNqCMPvOWAi1E6YCiuBCqD+fEMaF+gBVNdiQhHebomNk8Ii6MXU3K1SZlWgqDvaNODW+L2YBUPQurBCVDZSEHqW60DUEoN4feotYsJgco6/I+PaeZMYdDG/CumjtarVF2vyvZal4WBdAD60ZvS+8JWaEDmL+xFLCVdnFRqe3bvVcgV2zz58y3NatWS6u+ypads9KX7/hmquhWkYfsZ0Xfin7lDwo/o26B0wOcYBFSlzvVSZHkCQ3TZ7iRuZ27d0nwncxqbX51gwlpkJuqk6sT00qiELbaVt+1NikfllTo6ylh6nS4L9nj3q3ddImPYiKKmAAThNytmUDxEk4UELz4KyUmolA6bEveNQbEi9BeBXTKBJOgUJatQDQ4lAeFRFZXO9EaDx21fdu0rZMCVlbKzpE2fwJ0OqVA2dWZcJZEQzERhdMeISjlD65JdOzPUClokUKjb+4gbXsWUAN+gD9LWsgboGBYNRJHW8UhLS2VIfmodHmb0X6JPIudbgKwKCP6a3w9fOsu+cxKtrQ22kTZ6ZoyZao4XJVHnB/wVazw5QLe4iK4XrWDgEZIa0e0Uw0A3qn992ZMnWYvrV3jw//lUsCkXmiKx0akJd72I6lhIc6JWiDpvScKdYo+5+vOsA7LkPsPJnKmaVIj2L5hS67GEBj0hQJicBU89KGO4iPLgQNBIIy53/h64hOmSCCRdfE8e2+059Sjr+sFBPLDEBwzaiUiSrS7G7QxJrNOlLmitOL/b++9g/vKrvzOgx8yCBAgGMEIMOfUOSq0WlIrjEapu9UzK3nG47HHnrDardqq9dZWbe1WeWtt/+Mq79oe2zW7GpfGkzwzGrWkkbrVudkMHRmaOQFMABNIgMg/7Pdz7rs/PIAAyCbBbgLzLvnw3u++9244753vO+fcc88N0p6YDsZjG9ZGdZ5l2MlH1SXSZG31dFft3ENc8/R8eF70ARxI3B+BZXi7bv5Xug1DvRl+P/lAVKE+PauY4j3MJUTlJkQOkg/0mp8AAEAASURBVDKSLUnQF/rKsvN6TjFRVuu5VmtVZFS3ranfl7QgKROl+Q0AR3uTvxi6Pkt3hgLXvdZ3ppq7t9QFCxfa4qbFWgW309pka1q9YuWwxuL3wpSGkQ5+TOngBS+vqrR6GdYBt96eMPud1zUKDDAuL3zchhU+QT9C2SpMUtgQKAyNKKKuMReOOXGtF1ptYeMSl+6OHDxiA4oL7qoo7UzaGptFn0mEC6EO4kK1iWmniUl1tRY26PT+Iz1RL6Im1wFk/HZwRqKbiKS+RXWY4hyYVLQ7h/IkAFHV7eeSupGOOqXSIS3VKtIpI7PMdxmUdOvtRaKU6sYHRJYol/KgxQWBU/ulyy4tEc8JEN+0eXOQymJ/6C9pgroXCsv+pinw9x6cAKaFCxc7TS5o6Hj5smXW0nzCDu/d43muJugNDAAQjOAwHwzfJ9UNb+EVK1dbW2urG9ZRY/IJU1OA7vRyPp4/CcMUKgvqo69CrLw6MeelyxetrKrccoqXvnv3buu83CHjkNoplTWd0tomfScyAfRp0Zp39KlLwITNCanRPaUTQEiDUwSrdLm3chzlmmjoTpfh6rFAiGsAHJ4NEhyPoEcS4/GWkx4ap16ST21tjQOtA1NSyKA+PMWuwmtQQ/YoobYPGjAnb87MWXb6zBk7JZX/4cce9bX/Yt2xjLiP+dl+4ijw9x6cIOVcOWOSmluabbakINK7777re/7IblpIBeYTO2BYLSnN2fqNG2SnuOaSBMZ1bE4FddC/8YXb7/yBNxaZToKMGBS2hWGR/paon70aHj969KjVTK+xc3KZ6NJkYBgsvaUbSYRLziFRnBc4YVzGkIyHfV72mkYGEZCWEqnFQU5AF0zSkGI46KXLvvlj0VRtwPZFyWwodPQtwFIoCaCkrUhsfFTqZ800bIlXtHTV3IY5is3UIVoIwKTZeX8pSYTSLcpnKfoyB6b28xc1SbhGkla1O19WaxmsDRs3eqgZGCbdo9R36Oa7k115UxTIwElkqps5w2Zq1O5om2bqJ+nAvv1+NKi3N6xdl9gq/EVGFZD8oGN8htZpFKdMqs6Z1nNa8URe6LztMLXe4pH2UmcKnZ/IPV7RwJAn55xwnOS4BMFU1cZ5C2yG5sG98uILbjDGg9rN86O0h7JC6N2gzhHtESYvm1Zp5yUxMbx+VfsVGs0qkr0JWqDqkbz/2kOj+Hu8/vpFI/7EMsgOoCSaiZgshONSHX2O7dY1Ay71hEIAY9wd8Npvk7rNpN0G7Gy+ckpQ6aLtSQY1kwgswFJMKtmTTp06ZadOnrLq8kp3vTjb1mr1s2fZ3HlzXUoMNSR9Y4Ak6XPMz/YTR4EMnETLuQ1zbX7jIrskR0zShjVrbf+evdYpG9KgmHIAm5P2fK9dZRBTwCDRDrV81UqbJQY4euKEx5zGGpXXPbgaYDROM6ZXkPyJ+em8WzkeKkftAhCQXLCtqJ20wQ2+jCwqTMyWVWts+xtv+gTnXrVtQG8A9/gSSbo1AlpsB4AAxBDdsl3r+TE0v+/QfgenzWvW26KZc1yCcnASKJDSBubr0NmvGP4ntj+954r4O9Dau4UGOgwIHf7oL9KSpDvuCQ3WMulynMTTe9GSJdagIHHQxc8nZaN+FwuUsIdDAwDq+PGT1qYpTHWK4cRAAqOwK1autGn6He+lbbrBd7wTWbozFMjASXTly7i4qVGrinTZwSOHbe2GjQKq83aeuVV6+3jpURN4gWECX91ETEt8cLbZc+b6iN9ZSU58rbnHQUJlo3iMTJHpYn78fTv7WNbwvRoiZmVkjnZWl1fYVvXtvJivublZ0zq6rV99oq3pLZYRmbFY0gXHXfKRamu/JBA+7hOmGTyoFENjf4vXssfnKCZ+32iL16b3sTzy8NNiA+i8rOQY0IrXsefZsKcvfESQ7to1OgkwoeIhUYWUgLh+pJ+PStegSJtmCXTK7WK6+4C1Kb7XqlWrJBEHlZH17oYD7vXPN6kk290mBeLTus1iJvftizRi17S0yTtx8MghW7VihR9/+MEeqUQyfMunqU8+QKV5rdKiBSYRoYpkayot1YupRRfzMox/7qkv2qFTJ+1E62krqarwl75X01rc2Boszl4mRl2iUAbRK0gsaWAY7RimGm9TYWLKyKg6EJM5E7tBRMAq58gcxnu5BKyTVLhscaMd2XdQBvG9buzt7AFk1Z/iMquQ3UXDWyZ/cjlfBlcIX6gyV2qnz12wg/sO2emDh23V7Dm2adkqqyitsN5OLRIhQCDWOH5bGOBdxZOkwozD8drOuRv1uV/lsLnko75yvR8jvOgYgCmRWt2jrg8gDamtDPu/9c5Oq2uYbcvXr/b5hCUatSvW8yTAHHbBvLwp++TfNCgHzUEBcP5Kj108fsZBvFx5p9rkTlBdaWvv2Syw030CKPy48HvLq5/QeDQjvUrP0gRQIAOnhIhzNJpDOnT0SJJjtm/3HhmMxXgJAwWGDy8lF+FJDJNgTN24eZNLV4wOdUoiwQO5IvGBKhSoA/gCxmVPcpwSg43GoDEvXDn233idM23qsthe1E9nJNU6f16D3bNlq0fEPHHkqG2TisdkYM4jbbD5wg7qFxIjfScM7zm5EOzbu9fOnTptDQKmdWvX2iyNZuFhfqdT7B8KZjxO7welsiIZkocaOyj0yUsNPSY1G6mR+FUlqTAnSFjp50DfKzWHDmmSCb64lxAG5uixY1YjF4SlS5f6s6WfKp1WhH+AZJbuGAUycEqRdkHjYms5fcpztmzaaidPnLRrV67q6ygA0sueB0S0BHexNskyrkbwunZJHWRSaP3cWXbsVIt1sZKwfGhggl6pQoWXGVhSGYAThnRG0NhuN1FmTM60kiAAPZJgyYHH91K/8LV+/OFHDM/mMvVjz3vvK25RazItBZeBMKcsqK/BsVL4ZIcPH7bd739gV+T/s3xJk62T+8R0OXYOdLOM+VD9odahv2OfGbrmVo6G+iewV1/dUI66p+ckxdqOnz1lR06dsFUb1lljU5NAVyCK9KUEGKF7FyUgNcAIq2hx6NAhaxUtpiuGU5/ocKKl2Wrr66yJ+0U7p63ol05p2qfzs+Pbp8Dtc8btt+GuKGHR4sW2bMVyO3O+1c5eOm+PPf64tRPT52SzAwyRB/CJQYVwyUeMwEvOL9SlafW1tm7LJms+d0ZMcdK6CaEiiapcoz5cVfgnvgjMAYOEzcuhrDG2GxHItbfkosg6gZHADcBQSQyYV8yqKsWsWr9yjd23eavUl3I7INWOGFZMCkZtcalCTBzmqgXbDHmHD+53G9ycupm2fvkqmykGHpBHfK6AEkOMH/sRT92o/Tc8Hzs14kKeA8k/FSKlH8vRNFddZW+8u9P6NZ1o5bo1Vl1b7R8XMNTpwTMQ7ZF8iwb06dCJQT2vZn2MyqTaIi22apQOlX72XMVw0shf7FOoJfwlL0t3jgIZOCW0rVO4lGWJrem4AGll0zI/8+Ge/dYj3yBeROwM/vXlpZQqQWKBAJYMyku9+dxTX7Bi2Sj2Hz9i12TnkV4U5toJmpCwClvq0LMpaJwUGeNm97AsTWVyrDOwbEEERWONuXxvt+U13+wzkp4qZGe5euGStRw/YT3KgykBJY9pJIACrFBvAL99e/dJiuyw1U1LbeNqSU0VWn1F/cZrHOYm0a2Y0sB0s+0e9zqVPtZ56oxANSBb0kB5zl7c9rrNb2q0pfrg0C+M9mx+rX67K4Hazb5c4HNZPlwnTzRbg9ReolW0aAEIbEtLV67w+wt1046kp7HfXmj2Z8IpkIFTQlLsEsuWLfdfu959x/dLFy+1PfKivtB2USCjoWrCt/L1hQvl4Yhq5lKLjKV9kiI23bPFFi1farsPHbBjZ1pk+yAQXQGSklda9wZe9jr4U3jxBXSjHRcuHOOAe8ZK0WArnvURr345XZZJortfktPmdRv8GN+eDqmvgBEM59IT0oTaiWH5mhYe3bdvnwPwaoH2koYFViXDOSNoOGJGN4Tr2uDNGtHZ6y66cUZaMhx5dQQl2gzQEB7lA0l5e44esk33brXlAqdiRg9lS+Na+gdY5ZF8dY8HF5AEtf/Dg+7jtGDBAqurq/eJv7rY1m/eKFVed+qYDVrraGQzst93gAIZOKWIOke+SrMXL7KDp0967vKlK2QAPqtwrRqBE+OihTEPS+90YZQG+amqusbVovLKMtty3z3W3HrWdr7/vnXJraCaSJuSQtg82mLykuNJHV/4VBNu6ZBySMNYhrYqD2YCRFn4clDSE7aZfDcAVWL3b9mi6ARm5+QycUlLPrEwpksZDJerTBieia4nW5ql+skQLvqsXbHKarXiL46LGg6QRBYM4rENtOOOpXQH6Z82UoGOQuBiSXR//ZMf27wli+z+hx4Ibg5CIK51p1JACTBXWQi/7tGufu7audMwrM9TlAoCD7bKhWCm+rtqzTqvA+CDHkz6xUM+S3eeAhk4pWhcVzfDHpS6c3Dvh/aB1Ll7773Xh8UPHTioF/aCj0wxGgTRCswoJu7X1BUPTqf8L3z5SzZv4XxrPt1irRflM9OllVwSIILhHaBSwBQZa7x9qomjHo68l4tgwPRGHtcxFE58pppp1ZpTuNCqtT/fet6dFWG+mABjNqIuePgQqUSrlq+wlZIuAbs+AVyc1BzviftYb/x9u3vajTo9sp/xN+dcJZV0dE4G7TfeesseeewxW7t+na8Mg4e/e/mnaOK00AheVO8OHDjgE31R7zH+syLP0qbl8iyf582PtBFVHaDYk+dAd7sdzO4flQIZOI0gy0bNPicdO3HM9w1SYY5+eNiunr/sqhwv9YB8nPIytoojJEFJMlEMoCINXzMRmJnvn3vySauqnW4vvPaKDUiaKqqYZtfE913yG9J/vdx8heU9Lob3oXuVSbkjU2S+G+25D9UHhYPlyN1ErC896kixjPXAKbPuc2JGdUI+TJqtr5VF5kl9WbJgoQz/FxQi5KzAd0BLbVfj5uRATDwq7G1nNbzeefmKrV6y1Ep1skiuEhoUk6Qhm5PKE0WoWf0Kwd/kWeUMHKTDYFS/UR/GOz+Ibizpx8PWILVALyQZ9Q+1rF9qWV4Opr16Bj9++Rd2TWEBv/7MN9V3XZon+J0oUso9aqPySO7xL1vcoJ7jzu3b7OKZVlu/bI3c1vqsRcbwbk11Wb1prQO5O5VGcAxCl6uIACLtztKdoUAGTim6Ni5ttI2a4FkvP54339ruZzasXeejOKdbTjnDunqnL6YbjhHz9YLyBUVtCF/RAXv8059y5jkh6clnxetFJ5YSCSYOhlmAJEyoHSlpREb1GybijxgLzMLQTV20FamH+NjzFM+KPqDKoMIBlkgT5BE1k7xzLVJr1fKZkiwJvUL7mJYjmAhSYdLGO/UyOcgl0hGjbJFewaFVHRMA9+rDcFne4Nvf3mVPP/OMsbIOI5B6OAIS2QZlI0y3jygLBBukrDdee8OmiRbYHduvtvu0l0VazGDdunVOh4l4BFkZH50C6ef10e+egnfMmTfHttx7j72z9z1r00jWyuUrFWhsru3TXLurl9vFvACTvsBiXhIOjjAzTD2ojbRao1n3PHSf1clmsWP3e9ZFNEwt3424gXSDzwypRDYSwAoGielWv8TR/hLLYR+/6Yw6KQBvMN4rHzCl9dUVVTZb0SGvKWYRUzaIGkm/6A9tAohJxDcqFyPP0JSOMoFsBAcAz5dg1zUx9pPfcAf/BLqLaupDVKuKFP6lUzR+Ux7hFwQuT3/nWZsuOyA2NA9DrPawRBfRPrnHw/hCcrX/siJ6vq8IFE2af0dAuRMnT7ikuHTZUluzZo1Ln3ewO1nR41AgA6cRxCE8xhe+9JRd1Iz7w0eO+Es+d8ZMO6LjvfKQZpmhUkkPxHGCURxYYFK9/GzYc5iz9qnPfsb6pf4dPtNsbVcvS/XIW4mYKEpFDPO7BCKwi8wemxKvib9vej+EcRJpIjQJjDhU25B02Hu7VS+AVqW+4AFOnRiEgUvhZQAw9Y/89nPnbZqmqWBE9/jZgKnyfWUT1DrVxYtEeUO1UtkEJSQ/1ekSqurlH7+JAAE44rZxRr5pP3/zFfvsl75gK3F10CRn2sM99CdGr2R6S46hS5XJgqrbJSHjIkEcL6TEI8eOucq3RvYqImdm6ZOjQAZOI2hfLmZ94IEHtPBBg73z/nv+Am9ct95qq6bb/v0HfXoEjImDHiN3fMHFKWSJE8LIWKWYncnEn/3i56xVX/K/+flPraiyXLGrZRsRx8BQASgEbnDObSaYMCbx3DD1hWb5yjCy1RBu10FIbXbmVqN9HlwCQn0aeSOf5N1BSlQ/eUnwZPegdbon3ut2G9Qtv+PO/QFgXDJV21xyUof71B/5T3rc73ZFMf3lW6/bFYHUd37je8Jl9UF2Kp5NVMPDAwJTkXSDo2WNpKvnf/y81NU6m98w35fNaj7VYvOl0m3ZutUD7OUTKffO9S4reSwK3On3aqx67+r8uXPn2UOPPGb7D+z3eNLLlyhigb6yJ0+etGNHT/jUBo8vrRedWEqsV+dJ4MSUCEbupiuY28OPPWJrNq6113ftcN8nwo3kpCrBYD4cDQKIuWEYtphg/ggSMe+G+xRAFa5NpKdYPmW6JKELYp63RW1WhT6Sx73kodpxLfewOACtw1OacxSL35dLTtyrBB4M9cCzbvpP7O9Ye9pKe6K6ib0I14wBbT2qGHXuUs81+9RTn7e1Wzcq0mdYWn5AjrEeyVQfEXVYkpZWx8GSr/u6r/XYXnnHHz98xDat32CzZ9QbI3btWotvuRwvG5uaQvvV/yx9MhTIwGkUujNh99nnvuNnDuqFZXb+Rr3AANKbb22TrKMXXS84zIQfNgzgDK28EkBG+YP6srOc0Be//JQtWNZkP3/ll9bZp6iTUincnUCl+CgQdqcRwDRKk24qS9UX0rAHSzsBTqEKdXmrxewcE+KlSiNdLIAwTTPxY/LrdB+SR1W15tAJEJDAyGeDwaPIBDDFRBPS7Yj5t7OPdTp4qfXQEPtdvyTBA8eP2u79+wzp6envPueTrvv0sSiQgvbq+j613dVbPgzqC2X93U9+Zksbm2z96rU+Ren9995zu9PmLZutQrHhQ73DKHk73cju/YgUyCg/CsFKK0rsia99wc/s+uBdOy+D8BrNwmchyYMHD9oZxZVmJIuXF1DSOHf4MuuFd8kCO5IYoEbqwkoFKntSdpBd77xth48ddabAXsUwfxjxQiVMGD5pS5QgRmnarWUJmEgOpkkbqRNVqUthd9lqa2t94Uj8oPoFWFxbqZVVuCYu2U6gf5cSk/ZShsQtL7sABv7ro/2J/R1r73awpP0u+VGntmuairNX3uCEV/7il79sM+fMtkrZDOOCDPQFT0t6T9neXiEqo6Udepbbt72lZaz6NVJX5UHljur5rFy9yjZt3eLXck+WPjkKZOA0Du1/5de/bXsOySHz4G7FlK60zctW29WWNnvpJy/KblRlHf36ClfiAa4FNCUpMc+Otd5yJVLt+nvkI3RFQehq7LGvPmHLH9xk/+I//BvrrqkweUzJWM5UEalJfVILdV+fbDtlgwqzorxBxY5iVBBFaQBHHpdSJPEIAdIbbMc2WCQvbcQXrSRig6zJJoDR356iXvn8KN6U+/lIUpJfj8/gVz25IvkwSSK82jWgZdhnCYjKZfyXOpdXKF75L5X3yuVBPk6lZcWao7ZE81i0RFLnJS2MIFVKw/aoSJbTvLt8tV0r7rWuXJ91swreoOYZqj0lqgiLGjabdJtHPUYSxaalOEzF6kOphhdLZFBiz5aT/5Xny1aUV7s71O7cjDp798QRe2Xv+7bi0/fat7/3jNUrBHHuSqdViXY5ngMgBmoKRIvLKvQxkM2vpEr96JMh/G07d/S4/cOvfcMa6ubaT5//mfWKhlsff9BqFZgO9wQWSXUpWSJXkdpFj4hMwZiswxZ//ED7LE04BTJwGoekT37pi3KmrLb39+5xP6D1CtQ2RyN3hBm5oEiZdVrjrkvD73yRiekUpCh9rCVtkMhnq9dilv/rP/9ffG7e//F//QvLyTGzD6FDUy16BWpIAagqhM0lVIczRiJd+dceySeRfkZrLo6XfOUZIg9ROlWGfhPqReNrbswmH8dFHDG7pV4KVz3kbktri02rm2az58/WdJse9UdSk+4aVH8YDeuWnWz56hVYxOVHdMU6JT3hD1Qk0LyqhQCITT4o8GCOHfY3l6DEzC4V6rfbeJyDIydfv0fNxQerTwtGYOj28MEqqE9tRHXrlpsAeVfk8tArgPXQNlq44Kcv/sJmL2iwp5/+tkt90AapKO3cCjAxEMCS89AZN442Tdf5s//6p/bAfQ/aTNmaDiuy5/a3d9qadWttw4YNVpmot3wYkHDT+APDZEwDpe98yug8gsbFcpjU++zbxnu32Ob777UDJ44ak4EZWl6+uNHOHmu2v/mLv9TQe79PNM3rJUbdCLYMjLelbjyOI0XMRaupqrbf+4M/sNd2vGX/8Yc/sA7JNr3SOipn1MrNQI0QEBTJW3lQzIANC4YF5AAndzwEnJCiEqCKaoqDl+7BrsJweWy7YMhK9ZtJvqxsq0VtBR44KxI3XGAgj+mr/d225/A+q51fa7MXzbFr6k8PDFks0NS+U2rThY7L1rR6qVVJAtyjAYLLGhholXc5capmazHSCkkXVbq+QlJNubYyLdLp68DpfuxUNAihbtyNt1C0gOuxXRdLWiNK5aC2ATUcb3tAKTdNtrHZ9bbnyAH7k7/+C2u9ctke/9xnbf1aLRMue2C0JekrEegmwAP0sEABzBjU2zWHcPtr2+z0keP21JOf92XWX3jjFTt7+YI9/Phjsq9Vy86GPxqkRiqlC/ojmuk/mO+JRxaQOPzO/k48BTJwugFNv/Hs01Yjhvjw8EG7IKZcrwUC1i5bYS/+9Od24sgxm6WlpPzlldiPapJOOAACMHnZNeplf/rVb3zdvv7sM9asOXd/+Cc/sMv5HrvCFBAtC14siQZDbq+kGvylmKSL3YoFK/XLJSMvOzJHsvc8MaMrgao+Jw4KABWG+IskxRAaJSdVh2XHiUlVIkM9YWhffuMlm9UwwzY8sMamz67xxQ6KS7QysLbBnJYqR1XNSZop7reN926W8fmIwEsqW0WlVUsaJJ2XFzxhU/iH6uPRQVF/1L6gcuoi+XiNt9FXbhAFQ9A7gBopB8AXCpyWD1PFzDqrnjPLTpw/a//ph38s59b37avf/Lrb8xhFhNaAE17hgBDPxGmiPZJUiabiEJPr5NGT9toLL9v9m+6xpUsatZLMZXtTUtOWB+6zBx592GqlLpKoG2ByMoNKSeJo6Bfn0w8iXpXtJ4ICw7lpIkqchGUghcQt/YWnK/c9/KA1rl5pR1pO2LYd291hkTjcXXLce/5vfqS5WN26KpAxSjMwCQxBclUP+5He4XKpcb//P/73tm7rZnt3/177l//3v7F9p49bj1SWQWxQAil8oACp0B4+2Kg8XtR1f2JbpUM5czNCGBwjJS2gIimfdgxK5SqRNCcdRaBTYmUafTtz4az97IWfWsPCObZs3SI7d+mMFs28qLhOA9pUYV52KwHr5fbzUj9L7Fu/9ozU0Qp7/sUX5fAo25OG6zv6uqyqXlKN1Loe1dOjYHY9Oqa5AIQPDtBIgdZ4W6nahAqKhAjI0Gaklpy86nG9qF+ywAaqyuzFHW/Yv/vjP7Jzne1qz3fsO7/+nM1AxVR90JwJyYAS9UIH8thi4uPy1utvWOfFS/aphx9Vm/s8zvgHsit+9ZvfsCq5f5Srj/EOf3ajcAjPJib/MMUf2X5CKVD8vylNaImTsDBesLilm89Lj12Icyyyea39qvvEzNNqK1eYx7Vzh23ZtFnREmcFMAFF9OL6l1sMAtDgcoDEArPhgVwjn6ENWoQTu8brckt4b+8HVqvIAOTz1Sc/LxsJQ9+wAJIQ3uWUAxfSJk86qVb7Ift47PqTGMoD8Os0kkdO9qJBYlFpukqPGLi4usL+z3/7r629v8O++zu/YbnaHjvZfMyuaASrurpWoVEWitFLtHxUs1a5vSTAGNSQ+0pFviyyHdt2CYpzRtyjKrkflGmkq7svibwgg/YgEqRaFebDqX4BJteHlvuZ645RRzFeO6gjb+mY2FkEjsPWdH6gy/7oT/6LvbTtDRsUgP+qbEzfevbbWlGlPnwEvI5AgfiBcMLQEj278vIqAWifvb1jp/23H/65rdPAxpOf/ayd1YTn/+eP/qPNXtpov/WPf9sWKFwOEiwyJ1Ira/UxQTtF3UJPKJfEMwpH/jP7M4EUyMBpBDFHfgmRf+ok6h/Yv98OK3QKM/UXyJuYKR87d+7UjP5L9pmnngz2ITEJr6u/t/rDi8smhJGaIOlMEhTzvYqlqrFI43otirD/2CHbtWuXnWk7a9P05a5VFMYufdFZLhy1AgM5AMWxJ+1h//APo7e5XYk6vXbhALDGbHuYHFvLYJUM22rDJUWu7NAo1v/7539qL7z5sn33d/+Brd6yxs53HHdgWrRgka1Yvs5m1c+RLUlTbVTO4cMHZIOZZo1LltniBUvt6OETdkjuFB2dV226FiPNlcstQteVyFeqWPYmwAiMLmK0jjY7TTAo8WP0Dckx2t2QIAGlTtm/rmiwoeV8q/37P/2BbHXbbesjD9tz3/uuPfbpx61S0l+3lkSvVL2MkHpIFGpIQMP3SIr+sSizY0eO2o//9id2rvmMffOpr9hMqeN/9+ov7SevvWy/8/0/sA2bNtqM+hmymQuQZC/DDYHWhgfoBTutyQpVDD0Tv44TWZpQCmTgNAo5AREkIDY8kZFmuq522t4PdvvqI6w8slgxx69o0uhLL71kDzz+kBvACfeqd3totE4/ggShvRswVKbMKwxRT9dXv6a2xlauWWmn5TfVoZGoF154wddZm9Mwz2pmSJLSVBpG4IppS2Q6tRdwIgFMpGK5BgAC/GPlW9wICCfiqw9ryL+nRHGO1NYDipH9X//qr+zlba/bP/r+P7VHPv+4Na5tssNHd/lcwVUr19vChkZnaGSdOrXvww93W23dbGtcvNLmzlpgi+c3aqTygr3+xmvuX9StKSMNYnSiLhRJ2sKug52tRPUTW10N039KGzv16jpGEXOSioo0IHFNdq0TWqDgF6++ZH/1Y6nOcmN46qtftV//jX9gTSuW+6o2SKEVch3oUgRPjOlp6SZKT3EENd+bt5dffdVe/PkLsjVttUfvf0iS4kn7wz/+I6uYVWe///3vG1EISkSrAEiohoHG9Af7F92IdPdHwR/954Mwfu/G7nd2ZnwKZOA0Cn2wfcTEi8kQOUHILpw/bzt37fSXdIPm2y2a02A7XnvdjrWess999gl9xSv9bfVRM0BFX19xqr7EeoH1IocJp9hCBB+SjhhhQgq7T+F9c2Lu46cUcfLSBal6uxW6o1PSEiqdWiJpja1UvjpFsh3ldIykMiCG7qVgGZD7MSILzPJi2j6++lK3enXcJgnnlW1v2vb337XXtZ3V9Ixf/63flr3mWZu/cJYA9rQdP7PfJyUvXNJo5SUzLN+hdd+KKiXBXVbfPrQ6LWaweM4iqy2bpYBsDbZg6TK3N+3et1tS1Id2VIuJlsn5sXZmvduMZirSAZILi5RWaLGBPOAkCc4XpoQmsiXl1d+BCi3IKUC62qOoDdq3dbTboTMt9tp7u+ylt7fZPqmac5oW27O/9T175rlnbZYGJkoldYJ5rBWItISrAnPpKrAVSRWLI5w5qZg+yVfS3F5JTX/9wz+zafIm+MoTT/paej9542X75fa37J/8s9+1Tz35OYEpdi9JvZKaABs+Kkhk2O7KdMxag0iDrjY7OoU3hMcTpbWQk/2dKApk4JRQcpiRk5cx2fzDL6Cp0leakCK7JT2d1IIAq5Yud5+nOTNnaVj7z23NqtViHjkzTqvU11Rqlf75S47goE8s6gLGbVKsi5eajaHyBtlwnvzC52XL6rD3d++x87KH7BAQnjp3VnmdGlW6ZFekxlzTEP41eXDjCCkTkOxTxQpip2kxYtIBHaMKXenpUiSEdo0wSmWUh/t7B/bYviOHbPHy5fY7v/v79q1nvi17UbmVSiJp77igZZQOCDilagqAKkprtQiCgFTldQ2028ETe21aea3ihi+1isFqKyuq8Cia98nFYrbA4qLayYIQ23fssEtaYbdKzqp0vENz3YQkKkPgrLJ7xPh92vBb4vhiZ4ekozN2TBJMmwzc7+zZbT9/9WX7hab5HGo+YTPmzrVvfudp+0e/809s/cb1LplCvX4Z3DFUQzeACPseC146bVGdVTYiDd8X1OcO0exPf/BDO3fytN27cbNt3XyPva2Rvr94/m8U0ma2/U///H+Wiqd17TSiWcwz5wEp+bNRPyiNcCsxzw8KVyW/kvPhV/Z3oigQAvZMVGmTtJwIFqM1n4m8AEtpeYltvmer4jQ9YH/7Z3/pI3fLvv5tu1cLVC78WYP98u9+ISbaYDVa52xAX1hecwzhMBIxCJC+hHiqQuf0FY51sseuVTt7huf99h/8nj2hkC3M+3rz1Tfs9T3va2Lr2x7kbabCgMyWE2h9bZ2vYFsp6QjbV7kkJMqBkbA3XWq/bAcETEfkXHhV6uKGezbZb/7eP7Uvf/1XNVWjzqW03u5OSRqdapd8qmQ1Z8XfvFRPWkvrScArrgeDMsi7rUwgXSRnxkpJbnkZ1x974tP20KMP2S9+9nf2138hdXH76/bWru22SNIg4XwbGuZ6VIeSYkl8YmAkHabKAGIXLl2UdHhFS5x3a5Xks+4vRrz1dRvW22Ofedwe/ZR8jmSDw96n+TTeIob3g/QSQMRHBNVUBBrcEXCYxLeMwQTcG3p6pR5qYc2WQ8dsbu1M27pxq50R2O+Tv1azgPF//1f/0hZqrUJCwQiXhPT6rDi4AW9scmJVOSAd7Y8pfRyvj+ey/cRRIAMn0TL9smngfRh14/A0TDRLzPbZL35eK3V8aK+8+bo98fBjtqxhof3mc9+zP/zBf7Y9kqrKtDTUdA2v55l7pxcd3ydUEA9XkgBIur7AE5pqImkIICvRqibL16yytVs22z/+Z1etTTGxt2n4+4xW2mVdtVatvNvSctRjfl+RitalepiQzPA70RAYbaqVCrpAntNfefYbHjJ41fo1YtheGdynC72KrEuOlUwvKZUnuCzu6q8AScCEn1JeQJVDDaOtajuqkfv8SDflHgDX5PuEg2RN/Qx5Znfbc7/5Pc1t+5Id2HfAfvK3P9Zs/z32Zy88b1eutHu7SkurnMb0G0CpqamxuZKMFml0bLkCvD06b5bb8IhCumiJwgZfvepqNKv0ogL3dWNF03PSvT6aprYBotAOcGDJK1wQSohL5fYhfVCkNk7TKN3f/ujHNnCly9Y/co/mD063F199xV7d/qbNVFDBr37jVwP9pCoLd1UYf0IKLgh6fkhTYwATV6bPJbdmuwmiQAZONyBkCLsB8wI0WnZck0If+dTj9u+27bBfvvaKLX3uv7N7N22xH82ca6++8pqt2LDG6mRk9Znz+oKzWCN4h11Ewglvs9fIV96P9HtQX/gSMQExsgc0P82dCqWelcsmM2/+XHv2H37Xv96DYkDa0Xm1QwDVYkePHrXW821aKrzNJQYYf07DHLvnnntsxbJlAjvzaR3OyJJ+OuVRLR9uzZ9DqpPzp1wMKmQE9igJSEjoY94qxt9oj1cru45UUk7J2C4EczsaUzvyUrH6JVX0atpLvep9SG3dfN8Wl+YOHjhs731APKxrdlYAi4THtJclMjw3NjbaXIVCZvEEpBN8ptplzyMyAqBSL9UPUOpXPG/isudUB30j4ZLBPUhz+En0QzudAiRQ85AfUVEB68OKKPHOjrftoRWb7d577vOBh2OnTrk6/Hvf/x98srN7gTtAh0dDOenPkz931Zelj58CGTjdgOZIM7ysSCfM8aqVZ/Sjjz5q7z6yzV4UOD1w3/22pmmFfe0rX7X/7y//xN59+12rkzdzjWxPVizmlQNksUCN95sXXYKIJA/UJyUVzM8yMQQ2EoCLCb/98hwP9UqdlMpxqe2cMx/RDGDyak0lWT1jja1av9rze+X8yOgVI3sDAsMQFC44NGoCiGxIGI7lBEoz1AcM9TkZz4tKdQ7VDWCkfdpcEkhxZwBltVdAhrd50SBLQWlUS31BwuqTe0KfgG5ANrHp06sluah7sjU1rWyyhTJmA+hMKiaaQTRWA760kYQ61iv1bpoM2kVqP8tWDag86tUfyUeYrkJwPoAEgiHfoMoh6STFOHjlJTWh0uFVX6bggM//6HlrXLDEVq1aK5qabdu1w37+0gu27sF77blf+zWpmJ2urpbKG96fDeXy0YAeqHgYwfVMIlr5sa7J0sdDAeeRj6eqyVeLsMVVCWdacQVSFFBFGJSvf/tbVlxVbn/+kx9Zd1evbd1yryb4zrD39KW+pKWWEDAYHscVISfJg3ccx8g8qpH+DejL79KUGIxzsFy/IhkMaoSI354nSWVA1uka2ZamS6qoEFMPSHXrkLGb7ZpG4jo1GbdIIk6nVKgBqZ5lqqtfBvKrch3okb0pJyYrFVhgSSqVKlZWJlApQ/LQ1BrNW+vLAVBqk9rDHk5ESkJpwshMP/C16pcEQ9uFlpwMCCEgrRR41lXVSIXS/DoBOOLWVUloqJgVymPkskuLcop4ql/lqcDu7msKP6P2S31jMVLAjWk7AGtfb5f3HeM0VbHldS/ARgIgoE387Y6uQihGO3HRgNZIW/sVm+mDd9/3ZdPnLmywo83H7aRcNirkHvFVTSMq0+ggIFbFCCgdplDVybOGDshgLlV5rdmfT4ICeipZGpMC4kVYN8ywF5PrZcZzuEpzy9bLcHvfQw/ajnd2+QKM2H+wmZxuabF9srn0aGVdRrxKCc+L9OVMpZdfX39/6dnDADCC7EEs4VQqNQ4GGxAz9othOQezoPbltQFM2K/wJK9ifpykJZ3WBN8wDM6S6N3EXNJoHRNyq+Xd3qfh/D6BFuWxGi4g06dIAzrS3DmVCZipJuoKiBMAQHwqXhVQKZ+29aqNOFgyRQaqwL45SVI56arwtUtAGmnE6M2qLoT17ZZKpwqtRJ3gfL/aJ5FE7gqSbAQmylXbeqReik4CcsoJIhFAJLqrrryDNUH8lKXkEg4SVRSZ1Oy4sAS0QrqcNn2G/UxGejz5p0+rlRRVabvee1cjl+/Zp5/8vD0h14FrhIORVAdtY6JsQt/4nD4kJ/1my9InQ4EMnMagu+a6euJLDSO4d7cYTjDgIzisBvu1Z75luelVciX4oYasL9t9Aqfinrzt++BDuQJclISRU7wkLbgpJicSgDOPSi2TBII+jRoj7hOIoVaIs1RnkfSPMjGNZACPJiAk0TmBgWwwOV2PClgiiSXPnD6pVKW6v79X6onqKNF5zlUAVgIJ1KMyzfDXqp9ifk2JEUDgcpCTfocUVFIiQ3qfZKRiXARKrUygVa4IUKVlA9ad1+pvA9fUVtUlmwyGetwX3FfL205zBThCjbDeHQ6oqFQCXABHKl+FQEj+3i7ZFSPBqW0lUnNzAoRi7elLhUCJc0VS+5AAATVXn0QOr0sfhH4B6KAAskRAVSw6aLKgQESArf4ClkQruCqJCxW1OK+VWE5fsA/e2GWVMnSv37Dajp08Zu/se9/mao7er3zzay7hlbvDJR8NjP7BwI/kFCUoPizMQxQEK0s00qYWJZt2WbrjFMjAKSFxkAUwtur9ZBNl2KJvUlAnOBMSxtzly5fbt771Ldu2c7sd1bA9jpqNi5fYKY2q7du7z2MjVUgli8mZLv7QPk389Bc6XhfrTP+Ot6fz0telj105EwC48ybMKAYTDkgyk0SAyqoWEOANCQgAEhr4XLb2zis+GlcmOxCGZaaIlGKnErMiSBQp4BtloXoxgpdO6XaRP7w94Xf6+ps5jmXEa+PvuL+mFZdpG/3Co3v79p3uk7ZEyz2har786itWo5HK+x6QfXDNGs/jg+ODEuxFI2F72KsSwZH/w78p+jjFurP9x0eBNH98fLXehTXxQsatGClGL6ZvaisvLymK+bAjhmle+G8//bRdkm1nu9S7Xqlda1auss72K5rLdcw65QCIB3O8HwaIKRKec2lgiuedYXSucG/ShpjPdelzMT/sgyE3nNcXX9IHSEucKYlp6qmABncBARRTX0oUec7t3LqmCLWyVFKMbFPYv4IqRgA3SXhMk5FshV8UZfsUD9mtgmQxBNyhD7SBI9TA0NbQnuHH6XOh7aHs9LEXEC70emM5MZ8nVyJPcKbJDKidL/z8Re/jggWLtGBBh4LJHZED6xV74nOfkSc57gZqgzYkJv8I6bk4IMW9Cub50PyRvYp1Zvs7T4HII3e+pru8hvgi+suY+gFwACo+iiNuA7ccpNQf4m7zdf7Mlz5vOzQ15ETzSVu0YKHbXJqPn7RTLWekGmG3CcAXSRCFjZFMFs+P3I/GqKPlBSAIYBDK4PESq1yMqI3QuqhnSBlEHSAcsI/AySP8WkePtbZd0iIMcs7UKN7Fq61akv2obFZS3TTa16+YVCFWUwDTYJBGkQKcIJh6GdBoWPNjO8lMH8eLRrsnnrvZfTnThpzKJXZe0Tk/+GCPLVu2Ql7w1bZ33149syJbIxshGwsXkKJBXQ+z0O40QMVnxj5LnwwFMnC6CbqPZCDsEW6Q1UtP2BBmyuNvtFuLbhKDaJZWCG7WlI4DctYkjlJkSvYjCe44qPz0NaMdj9VMroUxYyrSqBsbKUhkmLQxuicggl6GnUvnAd0yARYhWwCgw4cOWfPpkzKcd2pi7GHbvWePQqjUySu9QdEYKlWegIlRM1WJkRw7GAMEZHg7vC3UnE60Jzmfzr7FY/8w0IdUCmGK1S3ZxAiLckUe6A9qsIJ1+Ihg2iXb2/2Ky4WxHIM3I4iBNsB5KCvQUYXSh6R4fzaperLDj5cCQ2/1x1vvpKkNpsbnxf1exBTBc1jNl70Fb2Q8lh9VeNe58xtsp4avm0+dsSVNjTJAl8mju8WKJHFE5ox2DTrvzCAmKDAFmbedGOWKoMQRTKgRLBmmI1NjQ2IjUTeTj1drXiBOkThMdmjqS66oX24KihcuW8769ffY6pWbNPonB0lHNPojUUvmcFTDnKa/jNUHnyw7KmB59f4ngsRQzkc/4pngFsCKOC+//LI7czY1NVqzJNnjx4/7tKMHHnzQpkvSzcsm5ckdy8Jh/ItU7IIS+yx94hTIwOkjPgIYMYIVe37PqK+3r3ztV+zEGbkRHDlocxcutHkNDdZ66qyd0YRTrknbm7zK5OvMsZ/nmmQb2STyx0rXn6NNQ4W7PUiigFrtw/GMEOIGEIBDQ/JyJJqnuXCzNfpYJXtMqeoqleQl4VAuE1XW1LRKBvF6SVhaaUVIl9PUlSKBV5FsTQSWk+zlTWPaSwTA0NYwFD9Wu9P5sd9j7ce6Nubj64TajTsH6wwuX77MDeJ4qOfUvwcevF9TZqaJ0HxkGO1jwrDoLZqwuao+NoljNdn+Y6ZABk43IDjezDANLz8SCHsSvk/+pZUElddk2K985SuyO5e4z1OxArCVygfpjKSoFtmeCmpCBJkEOwrAQn48l2pPZPbxpIv0uUJ5SRmFmOYCFa6j7aijPlKl+mL5fdbjgMs8wkH1q1e+UaymgtSF00NOy031KxomrgxY0TVhxRmcaopkJHc3iKROdsPbFFTM1OnCYay/kDHGQQQtaJTuox8ndGMKTbsmE+P1vULg1KbgfUeOHvEopatWrXJpiuLxr/JQK6JDlIIjOPle1wxB+xgNyrI/Fgpk4HQDMvMCMwoXt2hIhZHdWCr1AF+ZpWtX2YotG2zHu2/bhTOtVq/pE5Ua0Tt2SuAkuxOGcQ/5iiFaXIAdyFdY4QlE7nBLkErVUBIbhmu2G6cgwakiXUqoXO7xglUOCMNKLGqDLON5H3VjMrLsLcINwZVV9CsW0qAAqlT2GIENUTD7S9q1kIGYuU+RD3JyZNQadUgecqByIB2UGuWgIT8o1MDgTa6RMElSAUACKOUVi3ys5PcDLmmpBWRI0IES2AqCYHIdAwrkMVeRJa7UYR9V/HDPXuu4fEVTih6Qb9NJazl32h5ShIOFCxd733GfwNqGXxl9L4K2oo2rem6HQ5oK5bEjpYE25GR/Py4K8GizNA4FYCAkjrgFxtOLnXzF2WPDwa0Av6cOeUm3tbX5SB5Advbs2XFKnxyn7nYG5dlc0ty+5uZm9zWrkm/ZsWPH/BmtVdRSfJ2QgEn0xUMJC5348NztfZscb8idaWUGTjegK+DDi41KxxbVIhgiAhTqHIs2/ormbNXNnmUHjhzS6rnT5SEtz+ULVzSlROFQ8AKXIYeJvS5zuVgg5nAxgM/42FsMfDfmPpE0/LPPpz9uySHOPEgMUSLDjQCJqRjRQ9JEP+e15TWBGA/tfk2fwVbDqB5eUVJSJRlJmtM9DMt7bHL1X5ku5BDzqkjXEooY1wSX2rwNoU9jtptBBW2eYpt5I5MsDtkAEFZTYc8/kh870Ahs5JVOnKjD+w/avNnzfArQa2++aQualtrCJVpzT1E6seYjoPLMkHh5jg5Yqp89zzMmrokpfRzzsv3HQ4GhJ/Lx1DdlawG4CAnCOnYXNXXlqia1ErMIqeqa5rul7RtOhIQBhtjgNkiTYqabLmVExdETnvsLDAlgJmAwrFzuHXH/sPOpH45Vqd8TdUgb4wZtoTOjdfM06njuzFm7qkibTNAmdlS8bqz9RLUpK2diKZCB0wTQk5eeL3mDRuhwygSYTsrmQRgTQvueV6wifGwkJwVp41bAZLx2Cigi4428zOWMKHVoTwp/w577JDN5fpCsKCxIWn4t98gQXsAi72v4hSQSrELaccxIYJSEKLVwE9eNnaIUNNaeO8d6UWk/ycFJ8w0XaqT08OHDLklt2rxZkTRnFGgzGo3i/V5I9ueuosBYz/yuauTd3phouyBY2tKlS11FwIDOFBfOYQ+BCVAlIjDQJ84VjL2300kYNGFSACGCQmR2io429wAo5ATJw4+SezkeCQMEdQsvCQCWwBh44G4EEbR0zkfyuF8p4IV2QRUMmWP/jaAx1p75bSNBxH+jFtJ2ETWurjyzfqb7NkH7JY1LXKUbee/YLcnO3E0UuJmhoLupvXdlW1DpcC1AfZs3b561K5YSzBLBAUnKA7pppExmWAkmGsHS9cFTGVxJuPkWe4dwQxEyHwE5Xi9QQrn88yBtyW8YOTK0VweDq03FQklaEXyXQnsikPmvAqoCVbpDmQFYCydCnheqclJ9uv3+hTq8b+oA5Xn91KH/HkGUSAf6QczvtnOtNmeO/LZka2IFX54D98R90sRsd5dTIAOnCXhA8aXHsApTTNfIHZITo3UAFwzkzCEGYSZ8BJNhYtQEtGOsIqgbPobFA5Oy149EBSOPFPdBKvIs/UmkowSD2Hk58TR7t01xv0A39tXPC8ioIy1Vpe+Lx0n98efIPa2DZiTaOARMXplLoKh1JXJvgOYXLlywmRqYwNcMFdXVzQSgQinZ38lAgSCxT4aW3uVthGkY8cEACyBha0JtQ70IAAUjhU5ge4qANhEPAN6mPJL/VQbtcbCJ+0QFSueH1vBXAEQhUtscYPwELXMrmSSkYJPybF3DyF6UqriGdP1f3Z+AX7hvnL+0fZwt6VooIAEp/0GbtbGAJ35n+JUxanhRzpjQHXAiYB0p9M8Psz+ThAKZ5DQBDwoQghFZjBOmQKUjkU/cJySqwEd89R1JCrXeFNNwzzgpTL4d/YJYvldL1aNcNprdawh8RrlhRFZg/+GZ1Fuo6wbtL4hFw4so/PKyhiFUAJtYPuDPxgAEH4gOqdHQnt99hAdWzCpSpEWh4OzgrqZABk438XjGeqljPnGSYAamfmD0Ltf0lctXL9uyqhXuXzNd669d1bLZJQrDi72JuW2D8sRG4wjLjY/tRe3Ni1w4RlujfQebCylKUag/+AUR9RIAKvGMILVRJNElxbLyd9JrIO/xQQV1wgCel+f0oPLwZM/JrXpQ8Z1cANE0FlpaTORIz0BNlUe6CqfOYK8KfurMX2NqCylYs/xw1D/puYCjXqCgwsRfd4IJ6FA0wSr8qzyGuPzHarS4AqF+uxQV9GpPpy9U2nWt26YVK/7UMMkv1BAl19Hry3LvBgpMhFZxN/TjE28DLzvA5KFjA0b4lxrbE/GzXbVTK13K0j4CCA3/KFIK1090AmQj0FJ2bFvc30x9sYzRyrmZ+8e7hnbEGFhcF+sAYEl9MobH0Tp+I6lyD1IskTGzNDkpkElOE/TcHGD4qutrDkiVSaJgBZIuTaLFlYBob0VaBSWvOXaMzQeP5BBnKUdsJAHayC8F0kFII8/E/JvdB5sSihZMG7QsHbukNWSfikxPqRGY4n68muJ9Q+0dujrUl6D1UPZHO1LBSGXS2CRBBVoUVkbRORZ26JGPEx+CsvIyeYhrbT49A1Tq+Dw+WoXZ1XcDBTJwmoCnAAMyIQSEKU5C4hJ0DgbpknvB1farvlLKgFQd1BBfsMBHsXQfbgWCCTy0R9E+ktaNZtUZani0GTFFJZim2TNJI4IebYPBlQ1OqKKc6s2L4Ql9wiwWFtoskRrGajPBkB3b4zdIRQvoiYpEOSz1EEb1UBmpR/tEvBnUZF+fyqKqdKA/47ff28W1oyZAFBohARFRQQsqMFVGWQNSo4vUeGxuly9ckkrXY2UKnMeIaI3WF2QEj2B6OHBkafJRIAOnCXhmLjmMEA6uaSrFyES8bhhMa4eMPBV8kZIygJVbTYHRAQTq0Mw4DhPwwOSUVo9KcAHQ8uT5YC++qSoJwzIaswNGbhdSKcNaD6gpp0jRC24l0R8P/ZK4KwwqlAsvba/sTIzS0c8iRU+4xGo3o6WI3KOdy/Luagpk4DTBj6emrva6Eo8dPTosr9TETSTxrRYXD8epv7fGxqGAYcCQKrPIPbrJCMCI8f5OJiSpdBqrXelrRjuOKiOhYGJC8kynC6cu2vm2Vs+aKz8zEn5OWZrcFODTk6XbpEA0crMYY5kWsqzVFIo+LapZU1ltc+rqre1sq/s9aZhLQ9vdmmEvH6j+Dg1oXXX1hNV2UfkCO98qG4N1LiapN+wpRyqRyh5UDKZBj2AJU4driAYwoOgE+bKg8ulEkgSNKT0rtGlIMcPgT4r5yU0FqSn+RqWkBbSJxTlvJXGXWh9WJvaRRNUraanPdTqVLcAtKSq3Ti2QeUELGyxZtNirYWFSRkirpil6561UnN1zV1AgA6cJeAzwHoHzsdUwQlQhexNLiDOCNH16nZ0+c1oAdU6hSHSNQncQNgX7EAHoWCsONnYDOQWhvqS2MJuNxzTeFjoBEAxJGgmAuMQUWDQYwrlWVwqAigRaVJWT6jUgfa9f9icpS/FGnfcr/XrupYsAgh8rwFxeS5r7FWq3AxHntAFGvsiCF4CNTargOBstGi1RJiruIGAk9wY5MLjcR8gZheLzkC/Ce7smN40ORcBcMH++gs5pGXRNWZkzZ7ZGSOW64WrlaKVneXc7BTK1bgKeUJHsH/k+rXarGEhlZRU2XZLT+bNt8loutvkz51r+Wo/t1XJFFbXTFFalTsyLNVdzwbQab598hnShM3exmJ+Uk8F3WBIQjJe4Gu8fYh5FmxL2JUp19QrpSWUiN/nXSOdkatI5/RGgDoEWeaER3gIARW0dVFvziqSpnwIzAY8Kx+iMTQujehzRi+XE5hf8i27Q/uv6FgtKTtAWapNgqvo0qCBALynFTaDPzl9ut5YTpyRBldqmjZvkHd5uNYqlNXf+Ao/rlKZkeuQwgng677p2ZBmfKAX8Xf1EWzAFKmc5bl5ytCEkJ+I6sXyUqxcz6myxwqjs27etiV9OAAAOt0lEQVTPZmj1j2IkJRibeWBMBIbj7mga/RFH5qTq0HbaP/qWvna0pnJ+tGti/o326TLHKoeRT7bgguGNlgQ66IsanGxp9kikLDTRLXcCFpcgrpZ7jDMGkaVJSYHR39xJ2ZVPrtHFJYqcLVWODz4Bz5Y0NolJ+u1EyymbriXKG2QL2f/hATtx7KQvTgkIMEEV5Y6olLpN6sdQ+4diIklS4ORNJdStoYvTx4g8Yc4cj3u0bXSAGqvaCDYjz8f8uB95/ka/h7V55MUC9RxqmlRFlzzVVYCKRTSh+aIlixWBYJpd0tJWSxobtXbgzGH0GFlc9vvup0AGThPwjAAbEn41pXK0XLK0yebq690iW1N71zVbumKZe9q8s/NtK6lkiSUpYfg5wXCuHg01ogAvApqbB6bU/bpvaPLuUP5oR+OBQTw31j6Wx/m4xby4Hys/no/70a6LeeyhV7/AHECH1tCMvParnXbmzBktAtpnq9esta6ebmvvuGLLV2u1lepqgRn3xlqy/WSjQAZOE/LEFCZWq81Gb2QWOlizbq3NaZhnx0+dstqZs6ypqcne2fW27E/dWhVYHsyaqMrmdnSZdwuSDYYd7DiScGKwthvtgzRER6JUpEPK8d/khwSjk+I+5Ibf6bx4zD4ex2vT+/HOpa+jL+Nt3tak395XbHKFvogOAnG0XzfI61gGJ1eJL8ve1Hb+gi1dvtKXGb9w+aLHcFq3fp1ulzSrhU2TLqebkx1PEgpk4DQBD8qnUshQi00EbiBUx5oN66xTc76OnDjuzLR+wya7dP6S7ZFh/JpWaCnWNVwLw5GAjdGY/WYGm/w+ByMvatifwtp1Se5odXCK/LiN9ju5/Y7sYr0j2xbzmZeItASpHMRl2WfCNHGb6utn2fKVK+SSIQATBC5e0mT1GqkjyBwJaStLk5MCGThNwHNzxtGnfUCjWkylYE7XqtVrbf3GDQKhUrt45bItlt2pUYbxt97cZtfkA+VTMFxCGN6ANIPeDDDFu9P3XZeHtIEkUpCmhmxQSCpjpQgO8fxodXAuqrXxuvR+vHPp60Yep+sKHuJqaWIQp8wrch/o6u41loGqnzHL1bwSjZQuE1DN0IgoXgwDGgn1FX5HFp79nhQUyMBpAh6TG2ndDhIM3UVyDaiWzWPz1i0Kk1LhdpFp1TW2ecMWa2lu8QUQ+jQNA0kgverJBDQlKeKjP1YYPm4j25EGipHn4u/RQCjmRZAbax/LiPuR9YVyQp+QkLDtERKZ61jQAGfLnMKlQPOZGqXD3kTivpE2vVhHtr/7KZD5OU3AM+rTkHZOq+yWyM7hxlrFRppWXWUr1qy0i9fa7dyRE3buwnnb8OC9dvDkMTt6+Lg1LV0mp8K89WiYrhx7Cu2Qj1FwfJSCIsZSaTj2uP0k3czI9DHPmRm9UJfibR78i6QGoTNSML5M+ofaE1QjXZxS43o0ebaiuNLKixScTXXmBa7lkupwcKQ8YjMBDQNqXJiWIlVJYh2KFm4Rvcp3tVTl+6gjdXoidyhF0BkpEXJ5PIeEVzhOLuxDNVMdTJruzfdrkKFT8bLabc682R4Wua97QPGbaqxuziyrZvqQJET8vbAB4oMWWjfUjvRRoa50ZnZ8V1Dgo39i74pm312NgO0NR0MBCkYksYT4o8imsQrwshVWPaPeOhSZoEqLbG7dutVaz7fZybOn3Ku8Ql984YQYSADHgfNzULucceRRPjKRn97ieSQ4PKJzYs7gyU05yf0Urfvw3s5J3QFYcMwclJd3TpzcO6CY5yqINuAxju83IAXYDOa0fLcCzZGvXw4UgAVAp6EARTNgOnPoA4HjgK1gxNf9AKOArmDw17nEv3vY3tvLwAAEUHm+8UfN90gPOubOUpXVJ9eByopKq9XUoJLSStmbiIJZodV+Z7i9b0CSFc6krjXf4TmEammW7hAFMslpAghbokiYMDHYAkAJmhQaVowmoFq4YL4psrUdPHDALndftY33bLHWF9us9UxbcBwUcOXzPboDSEukHgpT8jIpzQv2LP8zUnIKqiH3AIrJvWLkpDkCH6aQqF1JuV6IpqrkipkQoiazArC2EoBJ0gnRBXgxigGjEk230b3uewX4qlQN7KssQROqrMKjMEePunwLl+hXSMN+CqhI5JHivqDaOvjphPc3XOv1yftbNnFdX6R5dJoorVhZM2QIryivUk6RgKrcHS5LJCVF0CZuFlJs8GT36rI/k4wCGThNwAOLPB+EFLFLwmQs/VRZri+6FnbE7wkouCLmapQ0VaaQvX1S/wYkveA17nKH1CfncMbNSRGUYgUhd4ir428BkatyXOfiQjiBVkcZQXoKoBluBj4BQuABkBG4qA1IKD4ypvKKlVfKULz2KHWAQChH8/Fol0BQrVeoX9Qnj2ZV6DfdLwLQEnzhPgcimpf0yeM/xfYX+hmkvMI1SIA6Rzwnj4MlunjoYIFhZUWV2kcIXiROqcay7UUgol5o7yo2fYzlx/qy/aSgQAZOE/CYePcTPnRep0jHBQ50olZTWBrkKNjVec0qqyp9ekWHQMqdMXVhiQCAMCAujcBZkl5CCWLWUXnLWZ3SPfkvAABwSydJDiSWxcwh6SihHCHRBS903ek3c17TbUq0UozsTmqRwKlUgdrKdR5goRy1SeUVOxhIpVOn6TMmMVfbdOwZ/E4a7XvPD9dy6EnFDcspAGpobwQTB0MHluDnBGaXSn3DRldSVu5+YpRHCwvAxLHuiYbwIDEWnk6oP/s7KSiQgdMEPKZhr37CX8kulK4LGElCKiG+dbHsTGBQqSQVhB3xPxyuYwGA9gFksL8EMPGDYe10RCnkYDsC2IJdJ4AQLEuKiw44QAmmXCoBDBCrVAHLPHFtSU7RFGS/KVUIEoLiVZTIQK6NSJOUOyjJKqdjZCj/r4Z7TUm76UfAJNVB5zwjgSevg9Yo0amYdG9IQUKKx6owHFIO5WoX5yDiToCrRk6ADj3JdwyORen6CEyhkOzvZKVABk4T/ORGahH+W3VUyYDrTpo6hqmQmsqlNmEcjgwIL8LURRr586SbI5/yO6hhuiSdyQnHIZXjcME+Jphe92keTLA3UUEAAuw8qGUh5RRGuEptrBEglcleVmZV5dP0u0ut08oyQgfJUg5MQeIRIEi1ouEuVQnMaLtjrKNPAD7KpsakgTTcf/mf1KFHPlBm6Fc4EUCUKyUXIZ4lCRpyjqIApSAZOQH8ipG0yYAqUm7y7TNwmohnhggR+UNMk3zsxThiuOQHwkNcFQSvZWxR/A4ggVwTkjtFEtI28qMKKcyxSzF3BCruYqQrAFNk8FCWfulA52T89uTqE8AB3GCwV64uKRHQYL+plIG5VNISKl1FWaVvOR0PpVgPnQTktOkkAeCwMXHsBdJO0MorICuc8dOpPwUgKZxPSvDfCUV0nJMh3d0CdEy/ARzuDcAUbFvAJMAZawrn4q9UpdnhpKFABk4T8agSPqKoNDs4jykDRglMBZPBXAKEyjLPw48ofN1hroBIrBkXwEYXOpBQaoIkVKJE2ZTpyUfoWA5JIDQsVjcXacOGxaUumlEm7ZGNC4bWz4F8r0K91Gpe2qBWL6mSSqfRr+IZVjtdKqjAqZQg3ZKOXG2U60HBBqVGhH8qnIKwT0ldVOg6/QyIHUYaA4iFxqo9AAvNCRkBaPyYcyG/QIvkogg2QWrS2YSmDr5OU9WfSgXgS+Vlh5OLAsOf6ORq+6RqbWQWgMhHxEAoJZgszv8Kq4wEqcCNzDC/Sztci7rGfmhzyQXpRddQPnYYTXfVNfA/eTqHnxGSBv5SmqWPa8BYqXradE1a0zVKc2YtHH5ZSZC+8lLzBq1q+Lmb/QWAqZ0k/sb28yv840zoX4DqcC1wxaorpEhH/5H8HpkXz2X7yU2BTHL6GJ5fmnkK0s6IegndS8JXJ538eufLyJzps0PH1y1YABCMmaKtaeiC6dNmDv2QB2ZvabutWL56KO9jPYqgpEpThwVRK9UW6JPZlVIEmUKHGTh9zA8zDVTBMB6Vm9iQNDdeLynEq+K+AHYuYYVcuSUO6UxkfcQwuRXTKrQ+TIVd6T1nVWUz5ISpkMJyhMyX9MZqZSSX28Hg0O/CiXhQHKICJJAac8M+kZ6GZ9Lk8QAVWoQ7Cn3WzwyYRlJx6vyWHTMaLqZOp/5+9yRYc+TJlCJDYPo4/cRHv7ANwe2yP7HyS4hHJVsRU1Y0qS6v6SzumCkQysm9IDgRBFuP28N0X8Hj3KU0kIN6kABDG0IDyE9QJWSM+BvOp1s74oJx7x55bfZ76lAgk5ymzrNMehKYPcBEVN+Cysion8+782kkQ+ojCzEATh8pybiOO0RMQ4JblH5i3UPXxGuzfUaBm6FABk43Q6VJeo37UCVtH/Jp+uidYSoIieH6IMYkAJRMs0Hauj4Ngd/1567PGVnCeJLU9XdnOVORAplaNxWf6og+RRlmRLZPRRnKC9JVXBoqzg/kfBhFHLpy5FFBvRt5wn9HSWrUk2NmpsFpJHCNeVN2YkpRIJOcptTjvNXOAAUBAnwKjRczBA/4ksc0mtEa9W58gIp33/w+A6Sbp9VUvTIDp6n6ZCeoX0MQlRQYh8z4mY2lTBCVs2JGo0Cm1o1GlSwvo0BGgU+cArdmEPjEm501IKNARoGpToEMnKb6E876l1FgklIgA6dJ+uCyZmcUmOoUyMBpqj/hrH8ZBSYpBTJwmqQPLmt2RoGpToEMnKb6E876l1FgklIgA6dJ+uCyZmcUmOoUyMBpqj/hrH8ZBSYpBTJwmqQPLmt2RoGpToEMnKb6E876l1FgklIgA6dJ+uCyZmcUmOoUyMBpqj/hrH8ZBSYpBTJwmqQPLmt2RoGpToEMnKb6E876l1FgklIgA6dJ+uCyZmcUmOoUyMBpqj/hrH8ZBSYpBTJwmqQPLmt2RoGpToEMnKb6E876l1FgklIgA6dJ+uCyZmcUmOoUyMBpqj/hrH8ZBSYpBTJwmqQPLmt2RoGpToEMnKb6E876l1FgklIgA6dJ+uCyZmcUmOoU+P8BpJG/El2DT7IAAAAASUVORK5CYII=]]></Media>
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