Effect of liver cirrhosis on the short-term outcomes of patients who underwent cholecystectomy

Effect of liver cirrhosis on the short-term outcomes of patients who underwent cholecystectomy | Research Square window.SnipcartSettings = { analytics: { enabled: false } }; (function() { var accessVector = localStorage.getItem('access_vector') || ''; window.dataLayer = window.dataLayer || []; if (accessVector) { window.dataLayer.push({ user: { profile: { profileInfo: { snid: accessVector } } } }); } })(); (function(w,d,s,l,i){w[l]=w[l]||[];w[l].push({'gtm.start':new Date().getTime(),event:'gtm.js'});var f=d.getElementsByTagName(s)[0],j=d.createElement(s),dl=l!='dataLayer'?'&l='+l:'';j.async=true;j.src='https://www.googletagmanager.com/gtm.js?id='+i+dl;f.parentNode.insertBefore(j,f);})(window,document,'script','dataLayer','GTM-K279D39R'); Browse Preprints In Review Journals COVID-19 Preprints AJE Video Bytes Research Tools Research Promotion AJE Professional Editing AJE Rubriq About Preprint Platform In Review Editorial Policies Our Team Advisory Board Help Center Sign In Submit a Preprint Cite Share Download PDF Research Article Effect of liver cirrhosis on the short-term outcomes of patients who underwent cholecystectomy Jie Li, Yong Jiang, Fang Luo This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-8514873/v1 This work is licensed under a CC BY 4.0 License Status: Under Review Version 1 posted 8 You are reading this latest preprint version Abstract Purpose The purpose of this study was to assess the effect of liver cirrhosis on short-term outcomes after cholecystectomy. Methods PubMed, Embase, and Cochrane Library databases were searched to find eligible studies from inception to November 1st, 2022. Odds ratios (OR) and 95% confidence intervals (Cls) were pooled up. The Risk of Bias In Non-randomised Studies-of Interventions (ROBINS-I) grade was used to evaluate the quality of the included studies. Stata SE 16 was used for data analysis. Results A total of 7 studies involving 69162 patients were included in this study. The results showed that the cirrhotic group had a more elderly, more male, more previous history of abdominal surgery, more laparoscopic, more conversion, longer hospital stay, lower white blood cells count, lower albumin, higher aspartate transaminase (AST), higher alanine transaminase (ALT), higher alkaline phosphatase (ALP) and longer prothrombin time (PT) than the non-cirrhotic group. As for short-term outcomes, the cirrhotic group had more major complications (OR=3.38, 95% CI=1.67 to 6.82, I2=83%, P=0.00), and a higher mortality rate (OR=8.74, 95% CI=3.04 to 25.09, I2=0%, P=0.00) than the non-cirrhotic group. Conclusion Patients with liver cirrhosis who underwent cholecystectomy had an increased risk of postoperative major complications and mortality. Thus, surgeons should carefully assess the risk of cirrhosis before surgery. Liver cirrhosis Cholecystectomy Short-term outcomes Surgery postoperative complications Figures Figure 1 Figure 2 Figure 3 Introduction Liver cirrhosis is a common disease, with an age-standardized incidence rate of 207/100000 person-years [ 1 ]. According to statistics, 2 million people died every year from life-threatening complications of LC [ 2 ]. The most common causes of cirrhosis included viral hepatitis (HV), nonalcoholic fatty liver (NASH), and alcoholic liver disease (ALD) [ 3 ][ 4 ]. The pathological change was that normal anatomical lobules were replaced by structural abnormal nodules separated by fibrous tissue [ 5 ] [ 6 ]. Cholelithiasis and cholecystitis were the common familiar benign gallbladder diseases and surgery was the most important treatment [ 7 ]-[ 9 ]. The morbidity and mortality of cholecystolithiasis in patients with LC were higher than that in the general population [ 10 ]-[ 12 ]. Besides, previous studies showed that there was an increased risk associated with abdominal surgery in patients with cirrhosis [ 13 ]-[ 15 ]. Previous studies reported that cirrhosis was a contraindication of laparoscopic cholecystectomy [ 16 ]. However, Shaikh AR et al. [ 17 ] and Pavlidis TE et al. [ 18 ] reported that cirrhosis was not a contraindication of gallbladder surgery. Thus, the purpose of this analysis was to evaluate its impact on the short-term outcomes of gallbladder surgery and whether LC was a contraindication for gallbladder surgery. Materials and Methods This study was conducted in accordance with the Preferred Reporting Items for Systematic Reviews and Meta-Analyses (PRISMA) statement [ 19 ]. Literature search strategy We searched three databases including PubMed, Embase, and Cochrane Library databases from inception to November 1st, 2022. As for LC, the searching strategy was as follows: “liver cirrhosis” OR “cirrhosis” OR “cirrhotic”. In terms of cholecystectomy, the searching strategy was as follows: “cholecystectomy” OR “laparoscopic cholecystectomy” OR “cholecyst surgery”. Then, we use “AND” to combine the two keywords. The language was limited to English. Inclusion and exclusion criteria Our study was designed to analyze the effect of cirrhosis on short-term outcomes in patients who underwent cholecystectomy. The inclusion criteria were as follows: 1, patients ≥ 18 years old; and 2, studies reporting a comparison of cholecystectomy endpoints between cirrhotic patients and non-cirrhotic patients. The exclusion criteria were as follows: 1, studies with incomplete data; and 2, the article type was case report, review, letter to editor, comments, or conference. Study selection The three databases were searched by two authors independently. After removing duplicate records, the titles and abstracts were screened. Then, full texts were evaluated for eligibility according to inclusion and exclusion criteria. Making the final judgment through group discussion. Data extraction The following data were collected: first author, publishing year, publishing country, period of study, region of study, sample size, baseline information, major complications, and postoperative death. The baseline information included age, sex, previous history of abdominal surgery, surgical approach, operation time, hospital stay, and laboratory data. These data were extracted independently and cross-checked by two reviewers. Quality Assessment The ROBINS-I grade was used to evaluate the quality of the included studies [ 20 ]. The risk of bias levels included low, moderate, serious, critical, and no information. Statistical analysis The mean differences (MDs) and 95% confidence intervals (CIs) were calculated for continuous variables. The odds ratios (ORs) and 95% confidence intervals (CIs) were calculated for dichotomous variables. The I 2 value and the chi-squared test were used to assess the statistical heterogeneity [ 21 ]. High heterogeneity was considered when I 2 > 50%; in such cases, the random effects model was used, and p < 0.1 was considered statistically significant. When I 2 ≤ 50%, it was considered low heterogeneity. The random effects model was used for this analysis, and p < 0.1 was considered statistically significant. This study was performed with Stata SE 16. Results Study selection A total of 1516 studies were identified in the three databases (551 studies in PubMed, 964 studies in Embase, and 1 study in the Cochrane Library). After removing duplicate studies, 1112 were left for record screening. After browsing the titles and abstracts, 49 studies were left for full-text scanning. Finally, seven studies [17][18][22]-[26] were included in this study. The flow chart of study selection was shown in Fig 1. Patient characteristics and quality assessment of the included studies A total of seven studies including 69162 patients were identified. The publishing year was from 2001 to 2015. Seven studies were published in Sweden, Spain, Greece, Pakistan, China, Denmark, and Australia, respectively. The scope of the study was from 1977 to 2011. The grade of ROBINS-I and other study information were shown in Table 1. Baseline information The baseline information included age, sex, previous history of abdominal surgery, surgical approach, operation time, hospital stay, and laboratory data. The results showed the cirrhotic group had more elderly (OR=0.41, 95% CI=0.20 to 0.62, I 2 =34%, P=0.00), more males (OR=2.00, 95% CI=1.22 to 3.28, I 2 =76%, P=0.01), more previous history of abdominal surgery (OR=0.70, 95% CI=0.52 to 0.94, I 2 =0%, P=0.02), more laparoscopic (OR=0.32, 95% CI=0.18 to 0.58, I 2 =31%, P=0.00), more conversion (OR=1.57, 95% CI=1.09 to 2.27, I 2 =0%, P=0.02),longer hospital stay (OR=0.40, 95% CI=0.14 to 0.66, I 2 =70%, P=0.00), lower white blood cells count (OR= -0.30, 95% CI=-0.56 to -0.03, I 2 =62%, P=0.03), higher creatinine (OR= -0.13, 95% CI= -0.25 to -0.02, I 2 =0%, P=0.03), higher AST (OR=0.72, 95% CI=0.48 to 0.97, I 2 =54%, P=0.00), higher ALT (OR=0.39, 95% CI=0.27 to 0.51, I 2 =0%, P=0.00), higher ALP (OR=0.17, 95% CI=0.05 to 0.29, I 2 =0%, P=0.01) and longer PT (OR=2.64, 95% CI=1.72 to 3.57, I 2 =88%, P=0.00) than the non-cirrhotic group. There were no significant differences in operation time (OR=0.89, 95% CI= -0.50 to 2.28, I 2 =97%, p=0.21) and bilirubin (OR=0.21, 95% CI= -0.05 to 0.46, I 2 =0%, p=0.12). (Table 2) Postoperative complications between the Cirrhosis group and Non-cirrhosis group Postoperative complications included wound infection, abscess, bleeding, bile leak, common bile duct injury, and other complications. The results showed that wound infection (OR=2.17, 95% CI=0.67 to 7.06, I 2 =45%, P=0.20), abscess (OR=1.63, 95% CI=0.46 to 5.75, I 2 =0%, P=0.45), bleeding (OR=1.48, 95% CI=0.40 to 5.42, I 2 =0%, P=0.62), bile leak (OR=1.74, 95% CI=0.67 to 4.52, I 2 =0%, P=0.26), common bile duct injury (OR=3.06, 95% CI=0.47 to 20.17, I 2 =0%, P=0.24) and other complications (OR=2.03, 95% CI=0.81 to 5.11, I 2 =40%, P=0.13) were not statistically significant in Cirrhosis group and Non-cirrhosis group. (Table 3) Major complications Six studies [17][18][22][23][24][26] reported the data of major complications between the cirrhotic group and the non-cirrhotic group. After pooling up all the data, we found that the cirrhotic group had more major complications than the non-cirrhotic group (OR=3.38, 95% CI=1.67 to 6.82, I 2 =83%, P=0.00). (Fig 2) Mortality Five studies [17][18][22][24][25] reported the mortality, and the cirrhotic group had a higher mortality rate than the non-cirrhotic group (OR=8.74, 95% CI=3.04 to 25.09, I 2 =0%, P=0.00). (Fig 3) Discussion Our study enrolled 7 studies [ 17 ][ 18 ][ 22 ]-[ 26 ] including 69162 patients for statistical analysis. In terms of baseline information, we found that the cirrhotic group had more elderly, more males, more previous history of abdominal surgery, longer hospital stay, lower white blood cells count, higher AST, higher ALT, higher ALP, and longer PT than the non-cirrhotic group. No significant differences were found in operation time and bilirubin between the two groups. Moreover, we found that the cirrhotic group had more major complications and a higher mortality rate than the non-cirrhotic group. Published studies illustrated that there were more complications and higher short-term mortality in cirrhotic patients who underwent gastric and colorectal cancer surgeries [ 27 ]-[ 29 ]. With the emergency of complications such as variceal bleeding, ascites, hepatorenal syndrome, hepatic encephalopathy, and hepatocellular carcinoma, the prognosis of liver cirrhosis patients was poor [ 30 ]. However, there was a study that reported that LC was not a contraindication of abdominal surgery [ 31 ]. Cholelithiasis was the main cause of gallbladder diseases. The incidence rate of cholelithiasis in liver cirrhosis patients was twice that in non-cirrhotic patients [ 32 ]. Cholecystectomy was the most common surgical procedure in patients with liver cirrhosis [ 33 ]. It was reported in the past that the incidence of postoperative complications in cirrhotic patients undergoing cholecystectomy was higher than that in non-cirrhotic patients [ 22 ]. The published research reported that liver cirrhosis was a contraindication of laparoscopic cholecystectomy [ 16 ]. The others held the opposite view. However, despite the high incidence of complications after cholecystectomy in patients with liver cirrhosis, Shaikh AR et al. [ 17 ] and Pavlidis TE et al. [ 18 ] believed that it was within an acceptable range and needed more attention than usual, and they considered that liver cirrhosis was not a contraindication of gallbladder surgery. Therefore, this study aimed to evaluate the effect on the short-term outcomes of gallbladder surgery and whether liver cirrhosis was a contraindication of gallbladder surgery. In our study, we found that the cirrhotic group had lower white blood cell count, lower albumin, higher AST, higher ALT, higher ALP, and longer PT than the non-cirrhotic group. Besides, we also revealed that the cirrhotic group had more major complications and a higher mortality rate than the non-cirrhotic group. The above reason might be that a high Child-Pugh grade often indicated poor liver function. The decreased liver function could lead to abnormal liver coagulation, decreased albumin level, and adaptive immune dysfunction, which would lead to more serious complications [ 34 ]. The short-term complications might lead to a longer hospital stay and increased mortality [35]. It was a basic requirement to estimate the risk for liver cirrhosis patients who would undergo surgery. The Child-Pugh classification was identified to assess risks [36]. Lledó JB et al. believed that cholecystectomy for liver cirrhosis patients was safe in cirrhosis patients with Child-Pugh class A and B, and the complications and mortality were acceptable [ 23 ]. Due to the high mortality and incidence rate of Child-Pugh class C patients, surgeons were reluctant to attempt cholecystectomy [ 18 ]. Because of the small amount of data, the research on the effect of the Child-Pugh class on cholecystectomy was lacking in our study. However, we could speculate that cirrhosis was not a contraindication to cholecystectomy. Therefore, comprehensive research was needed. To our knowledge, this was the first pooling up analysis to report short-term outcomes after cholecystectomy in patients with liver cirrhosis, and the study areas included were widely distributed. However, some limitations existed in the current study as well. First, only seven studies were included, and the sample size was relatively small. Second, most of them were retrospective studies, which might lead to a reporting bias. Third, the effect of Child-Pugh classification on postoperative gallbladder surgery needed further study. Last, our study did not include gallbladder malignancies. Therefore, comprehensive, prospective, and high-quality randomized controlled trials should be performed in the future. In conclusion, cirrhosis was not a contraindication of cholecystectomy. Patients with liver cirrhosis who underwent cholecystectomy had an increased risk of postoperative major complications and mortality. More importantly, surgeons should carefully assess the risk of cirrhosis before surgery. Declarations Disclosures Acknowledgments: We acknowledge all the authors in this article. Competing Interests: The authors declared no conflict of interest. Funding: Not appliance. Availability of data and materials : All data generated or analyzed during this study are included in this published article. The datasets used and analyzed during the current study are available from the corresponding author on reasonable request. Author Contributions: All authors contributed to the study’s conception and design. Material preparation, Jie Li, Yong Jiang, Fang Luo. Data collection, Yong Jiang. Data analysis, Jie Li. The first draft of the manuscript was written by Jie Li, the final draft of the manuscript was written by Jie Li, and all authors commented on previous versions of the manuscript. All authors read and approved the final manuscript. Ethics approval: The current study was conducted in accordance with the Preferred Reporting Items for Systematic Reviews and Meta-Analyses (PRISMA) statement. References Moon AM, Singal AG, Tapper EB. Contemporary Epidemiology of Chronic Liver Disease and Cirrhosis. Clin Gastroenterol Hepatol. 2020 Nov; 18(12): 2650-2666. PMID: 31401364. Lozano R, Naghavi M, Foreman K, et al. 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Curr Opin Anaesthesiol. 2001 Dec; 14(6): 707-11. doi: 10.1097/00001503-200112000-00018. Nicoll A. Surgical risk in patients with cirrhosis. J Gastroenterol Hepatol. 2012 Oct; 27(10): 1569-75. doi: 10.1111/j.1440-1746.2012.07205.x. Shin BC, Chun IA, Ryu SY, et al. Association between indication for therapy by nutrition support team and nutritional status. Medicine (Baltimore). 2018 Dec; 97(52): e13932. doi: 10.1097/MD.0000000000013932. Tables Table 1 Baseline characteristics of included studies. Author Year Country Study date Study type Sample size ROBINS-I grade Cirrhotic Non-cirrhotic group group Strömberg J 2015 Sweden 2006-2011 Retrospective 77 62,411 Low Lledó JB 2011 Spain 2006-2010 Retrospective 43 460 Moderate Pavlidis TE 2009 Greece 1993-2008 Retrospective 38 1440 Low Shaikh AR 2009 Pakistan 2003-2005 Retrospective 20 230 Moderate Yeh CN Thulstrup AM Clark JR 2002 2001 2001 China Denmark Australia 1991-2000 1977-1993 1990-1999. Retrospective Retrospective Prospective 226 52 25 4030 58 1275 Low Moderate Low Abbreviations: ROBINS-I, Risk of Bias in Non-randomised Studies-of Interventions. Table 2 Summary of characteristics between Cirrhosis and Non-cirrhosis. Abbreviations: AST, aspartate transaminase; ALT, alanine transaminase; ALP, alkaline phosphatase; PT, prothrombin time; CI, confidence intervals. Table 3 Postoperative complications between Cirrhosis group and Non-cirrhosis group. Abbreviations: CI, confidence intervals. Additional Declarations No competing interests reported. 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Also discoverable on Platform About Our Team In Review Editorial Policies Advisory Board Help Center Resources Author Services Accessibility API Access RSS feed Manage Cookie Preferences © Research Square 2026 | ISSN 2693-5015 (online) Privacy Policy Terms of Service Do Not Sell My Personal Information {"props":{"pageProps":{"initialData":{"identity":"rs-8514873","acceptedTermsAndConditions":true,"allowDirectSubmit":false,"archivedVersions":[],"articleType":"Research Article","associatedPublications":[],"authors":[{"id":592385048,"identity":"51a79d63-fcaf-40c3-b5e8-63d725b5eebc","order_by":0,"name":"Jie Li","email":"","orcid":"","institution":"the First Affiliated Hospital of Chongqing Medical University","correspondingAuthor":false,"prefix":"","firstName":"Jie","middleName":"","lastName":"Li","suffix":""},{"id":592385049,"identity":"358a2f58-e287-4c8a-b211-699f0b595dd5","order_by":1,"name":"Yong Jiang","email":"","orcid":"","institution":"the First Affiliated Hospital of Chongqing Medical University","correspondingAuthor":false,"prefix":"","firstName":"Yong","middleName":"","lastName":"Jiang","suffix":""},{"id":592385050,"identity":"23eb8e1e-df33-4724-a551-a9ede55f437a","order_by":2,"name":"Fang Luo","email":"data:image/png;base64,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","orcid":"","institution":"the First Affiliated Hospital of Chongqing Medical University","correspondingAuthor":true,"prefix":"","firstName":"Fang","middleName":"","lastName":"Luo","suffix":""}],"badges":[],"createdAt":"2026-01-04 18:08:25","currentVersionCode":1,"declarations":"","doi":"10.21203/rs.3.rs-8514873/v1","doiUrl":"https://doi.org/10.21203/rs.3.rs-8514873/v1","draftVersion":[],"editorialEvents":[],"editorialNote":"","failedWorkflow":false,"files":[{"id":102852067,"identity":"7e8a1eb2-d6a5-45d8-b8ff-45c82159d01b","added_by":"auto","created_at":"2026-02-17 14:35:34","extension":"jpg","order_by":1,"title":"Figure 1","display":"","copyAsset":false,"role":"figure","size":896328,"visible":true,"origin":"","legend":"\u003cp\u003eFlowchart of study selection.\u003c/p\u003e","description":"","filename":"Fig1.jpg","url":"https://assets-eu.researchsquare.com/files/rs-8514873/v1/643a7737a3914f80fd853535.jpg"},{"id":102852069,"identity":"2b065e58-0ed8-4c36-b0d9-4dea3b315dd4","added_by":"auto","created_at":"2026-02-17 14:35:34","extension":"jpg","order_by":2,"title":"Figure 2","display":"","copyAsset":false,"role":"figure","size":94163,"visible":true,"origin":"","legend":"\u003cp\u003eThe major complications analysis between the cirrhotic group and non-cirrhotic group.\u003c/p\u003e","description":"","filename":"Fig2.jpg","url":"https://assets-eu.researchsquare.com/files/rs-8514873/v1/92854259a311068008c0d22e.jpg"},{"id":102963132,"identity":"4f176a9a-0fa6-48db-875d-49e7a7df7d01","added_by":"auto","created_at":"2026-02-19 04:13:46","extension":"jpg","order_by":3,"title":"Figure 3","display":"","copyAsset":false,"role":"figure","size":80568,"visible":true,"origin":"","legend":"\u003cp\u003eThe mortality analysis between the cirrhotic group and non-cirrhotic group.\u003c/p\u003e","description":"","filename":"Fig3.jpg","url":"https://assets-eu.researchsquare.com/files/rs-8514873/v1/511ff322bd963776974239b7.jpg"},{"id":102965127,"identity":"6f688e50-e68c-493c-a9db-891ac5a6032a","added_by":"auto","created_at":"2026-02-19 04:30:37","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":1684277,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-8514873/v1/3746f42d-3597-4893-9729-dde44093755d.pdf"},{"id":102852068,"identity":"0824c439-9a54-4848-9f3d-99dfbdc27412","added_by":"auto","created_at":"2026-02-17 14:35:34","extension":"docx","order_by":1,"title":"","display":"","copyAsset":false,"role":"supplement","size":32484,"visible":true,"origin":"","legend":"","description":"","filename":"PRISMA2020checklist.docx","url":"https://assets-eu.researchsquare.com/files/rs-8514873/v1/1cd0f58de05a1cd83d310a62.docx"}],"financialInterests":"No competing interests reported.","formattedTitle":"Effect of liver cirrhosis on the short-term outcomes of patients who underwent cholecystectomy","fulltext":[{"header":"Introduction","content":"\u003cp\u003eLiver cirrhosis is a common disease, with an age-standardized incidence rate of 207/100000 person-years [\u003cspan citationid=\"CR1\" class=\"CitationRef\"\u003e1\u003c/span\u003e]. According to statistics, 2\u0026nbsp;million people died every year from life-threatening complications of LC [\u003cspan citationid=\"CR2\" class=\"CitationRef\"\u003e2\u003c/span\u003e]. The most common causes of cirrhosis included viral hepatitis (HV), nonalcoholic fatty liver (NASH), and alcoholic liver disease (ALD) [\u003cspan citationid=\"CR3\" class=\"CitationRef\"\u003e3\u003c/span\u003e][\u003cspan citationid=\"CR4\" class=\"CitationRef\"\u003e4\u003c/span\u003e]. The pathological change was that normal anatomical lobules were replaced by structural abnormal nodules separated by fibrous tissue [\u003cspan citationid=\"CR5\" class=\"CitationRef\"\u003e5\u003c/span\u003e] [\u003cspan citationid=\"CR6\" class=\"CitationRef\"\u003e6\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eCholelithiasis and cholecystitis were the common familiar benign gallbladder diseases and surgery was the most important treatment [\u003cspan additionalcitationids=\"CR8\" citationid=\"CR7\" class=\"CitationRef\"\u003e7\u003c/span\u003e]-[\u003cspan citationid=\"CR9\" class=\"CitationRef\"\u003e9\u003c/span\u003e]. The morbidity and mortality of cholecystolithiasis in patients with LC were higher than that in the general population [\u003cspan additionalcitationids=\"CR11\" citationid=\"CR10\" class=\"CitationRef\"\u003e10\u003c/span\u003e]-[\u003cspan citationid=\"CR12\" class=\"CitationRef\"\u003e12\u003c/span\u003e]. Besides, previous studies showed that there was an increased risk associated with abdominal surgery in patients with cirrhosis [\u003cspan additionalcitationids=\"CR14\" citationid=\"CR13\" class=\"CitationRef\"\u003e13\u003c/span\u003e]-[\u003cspan citationid=\"CR15\" class=\"CitationRef\"\u003e15\u003c/span\u003e].\u003c/p\u003e \u003cp\u003ePrevious studies reported that cirrhosis was a contraindication of laparoscopic cholecystectomy [\u003cspan citationid=\"CR16\" class=\"CitationRef\"\u003e16\u003c/span\u003e]. However, Shaikh AR et al. [\u003cspan citationid=\"CR17\" class=\"CitationRef\"\u003e17\u003c/span\u003e] and Pavlidis TE et al. [\u003cspan citationid=\"CR18\" class=\"CitationRef\"\u003e18\u003c/span\u003e] reported that cirrhosis was not a contraindication of gallbladder surgery. Thus, the purpose of this analysis was to evaluate its impact on the short-term outcomes of gallbladder surgery and whether LC was a contraindication for gallbladder surgery.\u003c/p\u003e"},{"header":"Materials and Methods","content":"\u003cp\u003eThis study was conducted in accordance with the Preferred Reporting Items for Systematic Reviews and Meta-Analyses (PRISMA) statement [\u003cspan citationid=\"CR19\" class=\"CitationRef\"\u003e19\u003c/span\u003e].\u003c/p\u003e \u003cdiv id=\"Sec3\" class=\"Section2\"\u003e \u003ch2\u003eLiterature search strategy\u003c/h2\u003e \u003cp\u003eWe searched three databases including PubMed, Embase, and Cochrane Library databases from inception to November 1st, 2022. As for LC, the searching strategy was as follows: \u0026ldquo;liver cirrhosis\u0026rdquo; OR \u0026ldquo;cirrhosis\u0026rdquo; OR \u0026ldquo;cirrhotic\u0026rdquo;. In terms of cholecystectomy, the searching strategy was as follows: \u0026ldquo;cholecystectomy\u0026rdquo; OR \u0026ldquo;laparoscopic cholecystectomy\u0026rdquo; OR \u0026ldquo;cholecyst surgery\u0026rdquo;. Then, we use \u0026ldquo;AND\u0026rdquo; to combine the two keywords. The language was limited to English.\u003c/p\u003e \u003c/div\u003e\n\u003ch3\u003eInclusion and exclusion criteria\u003c/h3\u003e\n\u003cp\u003eOur study was designed to analyze the effect of cirrhosis on short-term outcomes in patients who underwent cholecystectomy. The inclusion criteria were as follows: 1, patients\u0026thinsp;\u0026ge;\u0026thinsp;18 years old; and 2, studies reporting a comparison of cholecystectomy endpoints between cirrhotic patients and non-cirrhotic patients. The exclusion criteria were as follows: 1, studies with incomplete data; and 2, the article type was case report, review, letter to editor, comments, or conference.\u003c/p\u003e\n\u003ch3\u003eStudy selection\u003c/h3\u003e\n\u003cp\u003eThe three databases were searched by two authors independently. After removing duplicate records, the titles and abstracts were screened. Then, full texts were evaluated for eligibility according to inclusion and exclusion criteria. Making the final judgment through group discussion.\u003c/p\u003e\n\u003ch3\u003eData extraction\u003c/h3\u003e\n\u003cp\u003eThe following data were collected: first author, publishing year, publishing country, period of study, region of study, sample size, baseline information, major complications, and postoperative death. The baseline information included age, sex, previous history of abdominal surgery, surgical approach, operation time, hospital stay, and laboratory data. These data were extracted independently and cross-checked by two reviewers.\u003c/p\u003e\n\u003ch3\u003eQuality Assessment\u003c/h3\u003e\n\u003cp\u003eThe ROBINS-I grade was used to evaluate the quality of the included studies [\u003cspan citationid=\"CR20\" class=\"CitationRef\"\u003e20\u003c/span\u003e]. The risk of bias levels included low, moderate, serious, critical, and no information.\u003c/p\u003e \u003cdiv id=\"Sec8\" class=\"Section2\"\u003e \u003ch2\u003eStatistical analysis\u003c/h2\u003e \u003cp\u003eThe mean differences (MDs) and 95% confidence intervals (CIs) were calculated for continuous variables. The odds ratios (ORs) and 95% confidence intervals (CIs) were calculated for dichotomous variables. The I\u003csup\u003e2\u003c/sup\u003e value and the chi-squared test were used to assess the statistical heterogeneity [\u003cspan citationid=\"CR21\" class=\"CitationRef\"\u003e21\u003c/span\u003e]. High heterogeneity was considered when I\u003csup\u003e2\u003c/sup\u003e\u0026thinsp;\u0026gt;\u0026thinsp;50%; in such cases, the random effects model was used, and p\u0026thinsp;\u0026lt;\u0026thinsp;0.1 was considered statistically significant. When I\u003csup\u003e2\u003c/sup\u003e\u0026thinsp;\u0026le;\u0026thinsp;50%, it was considered low heterogeneity. The random effects model was used for this analysis, and p\u0026thinsp;\u0026lt;\u0026thinsp;0.1 was considered statistically significant. This study was performed with Stata SE 16.\u003c/p\u003e \u003c/div\u003e"},{"header":"Results","content":"\u003cp\u003e\u003cstrong\u003eStudy selection\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eA total of 1516 studies were identified in the three databases (551 studies in PubMed, 964 studies in Embase, and 1 study in the Cochrane Library). After removing duplicate studies, 1112 were left for record screening. After browsing the titles and abstracts, 49 studies were left for full-text scanning. Finally, seven studies [17][18][22]-[26] were included in this study. The flow chart of study selection was shown in Fig 1.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003ePatient characteristics and quality assessment of the included studies\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eA total of seven studies including 69162 patients were identified. The publishing year was from 2001 to 2015. Seven studies were published in Sweden, Spain, Greece, Pakistan, China, Denmark, and Australia, respectively. The scope of the study was from 1977 to 2011. The grade of ROBINS-I and other study information were shown in Table 1.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eBaseline information\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe baseline information included age, sex, previous history of abdominal surgery, surgical approach, operation time, hospital stay, and laboratory data. The results showed the cirrhotic group had more elderly (OR=0.41, 95% CI=0.20 to 0.62, I\u003csup\u003e2\u003c/sup\u003e=34%, P=0.00), more males (OR=2.00, 95% CI=1.22 to 3.28, I\u003csup\u003e2\u003c/sup\u003e=76%, P=0.01), more previous history of abdominal surgery (OR=0.70, 95% CI=0.52 to 0.94, I\u003csup\u003e2\u003c/sup\u003e=0%, P=0.02), more laparoscopic (OR=0.32, 95% CI=0.18 to 0.58, I\u003csup\u003e2\u003c/sup\u003e=31%, P=0.00), more conversion (OR=1.57, 95% CI=1.09 to 2.27, I\u003csup\u003e2\u003c/sup\u003e=0%, P=0.02),longer hospital stay (OR=0.40, 95% CI=0.14 to 0.66, I\u003csup\u003e2\u003c/sup\u003e=70%, P=0.00), lower white blood cells count (OR= -0.30, 95% CI=-0.56 to -0.03, I\u003csup\u003e2\u003c/sup\u003e=62%, P=0.03), higher creatinine (OR= -0.13, 95% CI= -0.25 to -0.02, I\u003csup\u003e2\u003c/sup\u003e =0%, P=0.03), higher AST (OR=0.72, 95% CI=0.48 to 0.97, I\u003csup\u003e2\u003c/sup\u003e=54%, P=0.00), higher ALT (OR=0.39, 95% CI=0.27 to 0.51, I\u003csup\u003e2\u003c/sup\u003e=0%, P=0.00), higher ALP (OR=0.17, 95% CI=0.05 to 0.29, I\u003csup\u003e2\u003c/sup\u003e=0%, P=0.01) and longer PT (OR=2.64, 95% CI=1.72 to 3.57, I\u003csup\u003e2\u003c/sup\u003e=88%, P=0.00) than the non-cirrhotic group. There were no significant differences in operation time (OR=0.89, 95% CI= -0.50 to 2.28, I\u003csup\u003e2\u003c/sup\u003e=97%, p=0.21) and bilirubin (OR=0.21, 95% CI= -0.05 to 0.46, I\u003csup\u003e2\u003c/sup\u003e=0%, p=0.12). (Table 2)\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003ePostoperative complications between the Cirrhosis group and Non-cirrhosis group\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003ePostoperative complications included wound infection, abscess, bleeding, bile leak, common bile duct injury, and other complications. The results showed that wound infection (OR=2.17, 95% CI=0.67 to 7.06, I\u003csup\u003e2\u003c/sup\u003e=45%, P=0.20), abscess (OR=1.63, 95% CI=0.46 to 5.75, I\u003csup\u003e2\u003c/sup\u003e=0%, P=0.45), bleeding (OR=1.48, 95% CI=0.40 to 5.42, I\u003csup\u003e2\u003c/sup\u003e=0%, P=0.62), bile leak (OR=1.74, 95% CI=0.67 to 4.52, I\u003csup\u003e2\u003c/sup\u003e=0%, P=0.26), common bile duct injury (OR=3.06, 95% CI=0.47 to 20.17, I\u003csup\u003e2\u003c/sup\u003e=0%, P=0.24) and other complications (OR=2.03, 95% CI=0.81 to 5.11, I\u003csup\u003e2\u003c/sup\u003e=40%, P=0.13) were not statistically significant in Cirrhosis group and Non-cirrhosis group. (Table 3)\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eMajor complications\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eSix studies [17][18][22][23][24][26] reported the data of major complications between the cirrhotic group and the non-cirrhotic group. After pooling up all the data, we found that the cirrhotic group had more major complications than the non-cirrhotic group (OR=3.38, 95% CI=1.67 to 6.82, I\u003csup\u003e2\u003c/sup\u003e=83%, P=0.00). (Fig 2)\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eMortality\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eFive studies [17][18][22][24][25] reported the mortality, and the cirrhotic group had a higher mortality rate than the non-cirrhotic group (OR=8.74, 95% CI=3.04 to 25.09, I\u003csup\u003e2\u003c/sup\u003e=0%, P=0.00). (Fig 3)\u003c/p\u003e"},{"header":"Discussion","content":"\u003cp\u003eOur study enrolled 7 studies [\u003cspan citationid=\"CR17\" class=\"CitationRef\"\u003e17\u003c/span\u003e][\u003cspan citationid=\"CR18\" class=\"CitationRef\"\u003e18\u003c/span\u003e][\u003cspan additionalcitationids=\"CR23 CR24 CR25\" citationid=\"CR22\" class=\"CitationRef\"\u003e22\u003c/span\u003e]-[\u003cspan citationid=\"CR26\" class=\"CitationRef\"\u003e26\u003c/span\u003e] including 69162 patients for statistical analysis. In terms of baseline information, we found that the cirrhotic group had more elderly, more males, more previous history of abdominal surgery, longer hospital stay, lower white blood cells count, higher AST, higher ALT, higher ALP, and longer PT than the non-cirrhotic group. No significant differences were found in operation time and bilirubin between the two groups. Moreover, we found that the cirrhotic group had more major complications and a higher mortality rate than the non-cirrhotic group.\u003c/p\u003e \u003cp\u003ePublished studies illustrated that there were more complications and higher short-term mortality in cirrhotic patients who underwent gastric and colorectal cancer surgeries [\u003cspan additionalcitationids=\"CR28\" citationid=\"CR27\" class=\"CitationRef\"\u003e27\u003c/span\u003e]-[\u003cspan citationid=\"CR29\" class=\"CitationRef\"\u003e29\u003c/span\u003e]. With the emergency of complications such as variceal bleeding, ascites, hepatorenal syndrome, hepatic encephalopathy, and hepatocellular carcinoma, the prognosis of liver cirrhosis patients was poor [\u003cspan citationid=\"CR30\" class=\"CitationRef\"\u003e30\u003c/span\u003e]. However, there was a study that reported that LC was not a contraindication of abdominal surgery [\u003cspan citationid=\"CR31\" class=\"CitationRef\"\u003e31\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eCholelithiasis was the main cause of gallbladder diseases. The incidence rate of cholelithiasis in liver cirrhosis patients was twice that in non-cirrhotic patients [\u003cspan citationid=\"CR32\" class=\"CitationRef\"\u003e32\u003c/span\u003e]. Cholecystectomy was the most common surgical procedure in patients with liver cirrhosis [\u003cspan citationid=\"CR33\" class=\"CitationRef\"\u003e33\u003c/span\u003e]. It was reported in the past that the incidence of postoperative complications in cirrhotic patients undergoing cholecystectomy was higher than that in non-cirrhotic patients [\u003cspan citationid=\"CR22\" class=\"CitationRef\"\u003e22\u003c/span\u003e]. The published research reported that liver cirrhosis was a contraindication of laparoscopic cholecystectomy [\u003cspan citationid=\"CR16\" class=\"CitationRef\"\u003e16\u003c/span\u003e]. The others held the opposite view. However, despite the high incidence of complications after cholecystectomy in patients with liver cirrhosis, Shaikh AR et al. [\u003cspan citationid=\"CR17\" class=\"CitationRef\"\u003e17\u003c/span\u003e] and Pavlidis TE et al. [\u003cspan citationid=\"CR18\" class=\"CitationRef\"\u003e18\u003c/span\u003e] believed that it was within an acceptable range and needed more attention than usual, and they considered that liver cirrhosis was not a contraindication of gallbladder surgery. Therefore, this study aimed to evaluate the effect on the short-term outcomes of gallbladder surgery and whether liver cirrhosis was a contraindication of gallbladder surgery.\u003c/p\u003e \u003cp\u003eIn our study, we found that the cirrhotic group had lower white blood cell count, lower albumin, higher AST, higher ALT, higher ALP, and longer PT than the non-cirrhotic group. Besides, we also revealed that the cirrhotic group had more major complications and a higher mortality rate than the non-cirrhotic group. The above reason might be that a high Child-Pugh grade often indicated poor liver function. The decreased liver function could lead to abnormal liver coagulation, decreased albumin level, and adaptive immune dysfunction, which would lead to more serious complications [\u003cspan citationid=\"CR34\" class=\"CitationRef\"\u003e34\u003c/span\u003e]. The short-term complications might lead to a longer hospital stay and increased mortality [35].\u003c/p\u003e \u003cp\u003eIt was a basic requirement to estimate the risk for liver cirrhosis patients who would undergo surgery. The Child-Pugh classification was identified to assess risks [36]. Lled\u0026oacute; JB et al. believed that cholecystectomy for liver cirrhosis patients was safe in cirrhosis patients with Child-Pugh class A and B, and the complications and mortality were acceptable [\u003cspan citationid=\"CR23\" class=\"CitationRef\"\u003e23\u003c/span\u003e]. Due to the high mortality and incidence rate of Child-Pugh class C patients, surgeons were reluctant to attempt cholecystectomy [\u003cspan citationid=\"CR18\" class=\"CitationRef\"\u003e18\u003c/span\u003e]. Because of the small amount of data, the research on the effect of the Child-Pugh class on cholecystectomy was lacking in our study. However, we could speculate that cirrhosis was not a contraindication to cholecystectomy. Therefore, comprehensive research was needed.\u003c/p\u003e \u003cp\u003eTo our knowledge, this was the first pooling up analysis to report short-term outcomes after cholecystectomy in patients with liver cirrhosis, and the study areas included were widely distributed. However, some limitations existed in the current study as well. First, only seven studies were included, and the sample size was relatively small. Second, most of them were retrospective studies, which might lead to a reporting bias. Third, the effect of Child-Pugh classification on postoperative gallbladder surgery needed further study. Last, our study did not include gallbladder malignancies. Therefore, comprehensive, prospective, and high-quality randomized controlled trials should be performed in the future.\u003c/p\u003e \u003cp\u003eIn conclusion, cirrhosis was not a contraindication of cholecystectomy. Patients with liver cirrhosis who underwent cholecystectomy had an increased risk of postoperative major complications and mortality. More importantly, surgeons should carefully assess the risk of cirrhosis before surgery.\u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003eDisclosures\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAcknowledgments:\u0026nbsp;\u003c/strong\u003eWe acknowledge all the authors in this article.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCompeting Interests:\u003c/strong\u003e The\u0026nbsp;authors declared no conflict of interest.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eFunding:\u003c/strong\u003e Not appliance.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAvailability of data and materials\u003c/strong\u003e: All data generated or analyzed during this study are included in this published article. The datasets used and analyzed during the current study are available from the corresponding author on reasonable request.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAuthor Contributions:\u003c/strong\u003e All authors contributed to the study’s conception and design. Material preparation, Jie Li, Yong Jiang, Fang Luo. Data collection, \u0026nbsp;Yong Jiang. Data analysis, Jie Li. The first draft of the manuscript was written by\u0026nbsp;Jie Li, the final draft of the manuscript was written by Jie Li, and all authors commented on previous versions of the manuscript. All authors read and approved the final manuscript.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eEthics approval:\u003c/strong\u003e The current study was conducted in accordance with the Preferred Reporting Items for Systematic Reviews and Meta-Analyses (PRISMA) statement.\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\n \u003cli\u003eMoon AM, Singal AG, Tapper EB. Contemporary Epidemiology of Chronic Liver Disease and Cirrhosis. Clin Gastroenterol Hepatol. 2020 Nov; 18(12): 2650-2666. PMID: 31401364.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eLozano R, Naghavi M, Foreman K, et al. Global and regional mortality from 235 causes of death for 20 age groups in 1990 and 2010: a systematic analysis for the Global Burden of Disease Study 2010. Lancet. 2012; 380(9859): 2095\u0026ndash;128. doi: 10.1016/S0140-6736(12)61728-0.\u003c/li\u003e\n \u003cli\u003eSmith A, Baumgartner K, Bositis C. Cirrhosis: Diagnosis and Management. Am Fam Physician. 2019 Dec 15; 100(12): 759-770. PMID: 31845776\u003c/li\u003e\n \u003cli\u003eStarr SP, Raines D. Cirrhosis: diagnosis, management, and prevention. Am Fam Physician. 2011 Dec 15; 84(12): 1353-9. PMID: 22230269\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eAnthony PP, Ishak KG, Nayak NC, et al. The morphology of cirrhosis. Recommendations on definition, nomenclature, and classification by a working group sponsored by the World Health Organization. J Clin Pathol. 1978 May; 31(5): 395-414. doi: 10.1136/jcp.31.5.395.\u003c/li\u003e\n \u003cli\u003eZhou WC, Zhang QB, Qiao L. Pathogenesis of liver cirrhosis. World J Gastroenterol. 2014 Jun 21; 20(23): 7312-24. doi: 10.3748/wjg.v20.i23.7312.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eStinton LM, Shaffer EA. Epidemiology of gallbladder disease: cholelithiasis and cancer. Gut Liver. 2012 Apr; 6(2): 172-87. doi: 10.5009/gnl.2012.6.2.172.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eOlthof PB, Metman MJH, de Krijger RR, et al. Routine Pathology and Postoperative Follow-Up are Not Cost-Effective in Cholecystectomy for Benign Gallbladder Disease. World J Surg. 2018 Oct; 42(10): 3165-3170. doi: 10.1007/s00268-018-4619-5.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eT\u0026acirc;rcoveanu E, Vasilescu A, Lupaşcu C, et al. Laparoscopic Cholecystectomy in Cirrhotic Patients. Chirurgia (Bucur). 2020 Mar-Apr; 115(2): 213-219. doi: 10.21614/chirurgia.115.2.213.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003ede Goede B, Klitsie PJ, Hagen SM, et al. Meta-analysis of laparoscopic versus open cholecystectomy for patients with liver cirrhosis and symptomatic cholecystolithiasis. Br J Surg. 2013 Jan; 100(2): 209-16. doi: 10.1002/bjs.8911.\u003c/li\u003e\n \u003cli\u003eAcalovschi M. Gallstones in patients with liver cirrhosis: incidence, etiology, clinical and therapeutical aspects. World J Gastroenterol. 2014 Jun 21; 20(23): 7277-85. doi: 10.3748/wjg.v20.i23.7277.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eFornari F, Imberti D, Squillante MM, et al. Incidence of gallstones in a population of patients with cirrhosis. J Hepatol. 1994 Jun; 20(6): 797-801. doi: 10.1016/s0168-8278(05)80152-7.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eSabbagh C, Fuks D, Regimbeau JM. Non-hepatic gastrointestinal surgery in patients with cirrhosis. J Visc Surg. 2014 Jun; 151(3): 203-11. doi: 10.1016/j.jviscsurg.2014.04.004. \u0026nbsp;\u003c/li\u003e\n \u003cli\u003eLopez-Delgado JC, Ballus J, Esteve F, et al. Outcomes of abdominal surgery in patients with liver cirrhosis. World J Gastroenterol. 2016 Mar 7; 22(9): 2657-67.\u0026nbsp;\u003cstrong\u003ePMID:\u003c/strong\u003e 26973412.\u003c/li\u003e\n \u003cli\u003edel Olmo JA, Flor-Lorente B, Flor-Civera B, et al. Risk factors for nonhepatic surgery in patients with cirrhosis. World J Surg. 2003 Jun; 27(6): 647-52. doi: 10.1007/s00268-003-6794-1.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eNIH releases consensus statement on gallstones, bile duct stones and laparoscopic cholecystectomy. Am Fam Physician. 1992 Nov; 46(5): 1571-4.\u0026nbsp;PMID: 1442470\u003c/li\u003e\n \u003cli\u003eShaikh AR, Muneer A. Laparoscopic cholecystectomy in cirrhotic patients. JSLS. 2009 Oct-Dec; 13(4): 592-6. doi: 10.4293/108680809X12589999537959.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003ePavlidis TE, Symeonidis NG, Psarras K, et al. Laparoscopic cholecystectomy in patients with cirrhosis of the liver and symptomatic cholelithiasis. JSLS. 2009 Jul-Sep; 13(3): 342-5. PMID: 19793474\u003c/li\u003e\n \u003cli\u003ePreferred reporting items for systematic review and meta-analysis protocols (PRISMA-P) 2015: elaboration and explanation. BMJ. 2016 Jul 21; 354: i4086. doi: 10.1136/bmj.g7647.\u003c/li\u003e\n \u003cli\u003eSterne JA, Hern\u0026aacute;n MA, Reeves BC, et al. ROBINS-I: a tool for assessing risk of bias in non-randomised studies of interventions. BMJ. 2016 Oct 12; 355: i4919.\u0026nbsp;\u003cstrong\u003ePMID:\u003c/strong\u003e 27733354.\u003c/li\u003e\n \u003cli\u003eSterne JA, Sutton AJ, Ioannidis JP, et al. Recommendations for examining and interpreting funnel plot asymmetry in meta-analyses of randomised controlled trials. BMJ. 2011 Jul 22; 343: d4002. doi: 10.1136/bmj.d4002.\u003c/li\u003e\n \u003cli\u003eStr\u0026ouml;mberg, J, Hammarqvist F, Sadr-Azodi, O, et al. Cholecystectomy in Patients with Liver Cirrhosis. Gastroenterol Res Pract, 2015, 783823. doi:10.1155/2015/783823.\u003c/li\u003e\n \u003cli\u003eLled\u0026oacute; JB, Iba\u0026ntilde;ez JC, Mayor LG, et al. Laparoscopic cholecystectomy and liver cirrhosis. Surg Laparosc Endosc Percutan Tech. 2011 Dec; 21(6): 391-5. doi: 10.1097/SLE.0b013e31823b5096.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eYeh CN, Chen MF, Jan YY. Laparoscopic cholecystectomy in 226 cirrhotic patients. Experience of a single center in Taiwan. Surg Endosc. 2002 Nov; 16(11): 1583-7. doi: 10.1007/s00464-002-9026-0.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eThulstrup AM, S\u0026oslash;rensen HT, Vilstrup H. Mortality after open cholecystectomy in patients with cirrhosis of the liver: a population-based study in Denmark. Eur J Surg. 2001 Sep; 167(9): 679-83. doi: 10.1080/11024150152619327.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eClark JR, Wills VL, Hunt DR. Cirrhosis and laparoscopic cholecystectomy. Surg Laparosc Endosc Percutan Tech. 2001 Jun; 11(3): 165-9.doi: 10.1097/00129689-200106000-00003.\u003c/li\u003e\n \u003cli\u003eCheng YX, Tao W, Zhang H, et al. Does liver cirrhosis affect the surgical outcome of primary colorectal cancer surgery? A meta-analysis. World J Surg Oncol. 2021 Jun 9; 19(1): 167. doi: 10.1186/s12957-021-02267-6.\u003c/li\u003e\n \u003cli\u003eWiklund RA. Preoperative preparation of patients with advanced liver disease. Crit Care Med. 2004 Apr; 32(4 Suppl): S106-15. doi: 10.1097/01.ccm.0000115624.13479.e6.\u003c/li\u003e\n \u003cli\u003eMalik SM, Ahmad J. Preoperative risk assessment for patients with liver disease. Med Clin North Am. 2009 Jul; 93(4): 917-29, ix. doi: 10.1016/j.mcna.2009.03.001.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eSturm L, R\u0026ouml;ssle M, Schulthei\u0026szlig; M. Komplikationen der Leberzirrhose \u0026ndash; medikament\u0026ouml;se versus interventionelle Therapie [Complications of liver cirrhosis - pharmaceutical versus interventional therapy]. Dtsch Med Wochenschr. 2019 Sep; 144(18): 1259-1266. German. doi: 10.1055/a-0753-6051.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eWeiss A, Ward EP, Baumgartner JM, et al. Cirrhosis is not a contraindication to cytoreductive surgery and hyperthermic intraperitoneal chemotherapy in highly selected patients. World J Surg Oncol. 2018 Apr 26; 16(1): 87. doi: 10.1186/s12957-018-1389-3.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eZiser A, Plevak DJ. Morbidity and mortality in cirrhotic patients undergoing anesthesia and surgery. Curr Opin Anaesthesiol. 2001 Dec; 14(6): 707-11. doi: 10.1097/00001503-200112000-00018.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eNicoll A. Surgical risk in patients with cirrhosis. J Gastroenterol Hepatol. 2012 Oct; 27(10): 1569-75. doi: 10.1111/j.1440-1746.2012.07205.x.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eShin BC, Chun IA, Ryu SY, et al. Association between indication for therapy by nutrition support team and nutritional status. Medicine (Baltimore). 2018 Dec; 97(52): e13932. doi: 10.1097/MD.0000000000013932. \u003c/li\u003e\n\u003c/ol\u003e"},{"header":"Tables","content":"\u003cp\u003eTable 1 Baseline characteristics of included studies.\u003c/p\u003e\n\u003ctable border=\"1\" cellspacing=\"0\" cellpadding=\"0\"\u003e\n \u003ctbody\u003e\n \u003ctr\u003e\n \u003ctd rowspan=\"2\" valign=\"top\" style=\"width: 121px;\"\u003e\n \u003cp\u003eAuthor\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd rowspan=\"2\" valign=\"top\" style=\"width: 76px;\"\u003e\n \u003cp\u003eYear\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd rowspan=\"2\" valign=\"top\" style=\"width: 95px;\"\u003e\n \u003cp\u003eCountry\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd rowspan=\"2\" valign=\"top\" style=\"width: 104px;\"\u003e\n \u003cp\u003eStudy date\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd rowspan=\"2\" valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003eStudy type\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd colspan=\"2\" valign=\"top\" style=\"width: 255px;\"\u003e\n \u003cp\u003eSample size\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd rowspan=\"2\" valign=\"top\" style=\"width: 78px;\"\u003e\n \u003cp\u003eROBINS-I\u003c/p\u003e\n \u003cp\u003egrade\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003ctr\u003e\n \u003ctd colspan=\"2\" valign=\"top\" style=\"width: 255px;\"\u003e\n \u003cp\u003eCirrhotic \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; Non-cirrhotic\u0026nbsp;\u003c/p\u003e\n \u003cp\u003egroup \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp;group\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003ctr\u003e\n \u003ctd valign=\"top\" style=\"width: 121px;\"\u003e\n \u003cp\u003eStr\u0026ouml;mberg J\u0026nbsp;\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 76px;\"\u003e\n \u003cp\u003e2015\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 95px;\"\u003e\n \u003cp\u003eSweden\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 104px;\"\u003e\n \u003cp\u003e2006-2011\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003eRetrospective\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003e77\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 132px;\"\u003e\n \u003cp\u003e62,411\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 78px;\"\u003e\n \u003cp\u003eLow\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003ctr\u003e\n \u003ctd valign=\"top\" style=\"width: 121px;\"\u003e\n \u003cp\u003eLled\u0026oacute; JB\u0026nbsp;\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 76px;\"\u003e\n \u003cp\u003e2011\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 95px;\"\u003e\n \u003cp\u003eSpain\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 104px;\"\u003e\n \u003cp\u003e2006-2010\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003eRetrospective\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003e43\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 132px;\"\u003e\n \u003cp\u003e460\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 78px;\"\u003e\n \u003cp\u003eModerate\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003ctr\u003e\n \u003ctd valign=\"top\" style=\"width: 121px;\"\u003e\n \u003cp\u003ePavlidis TE\u0026nbsp;\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 76px;\"\u003e\n \u003cp\u003e2009\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 95px;\"\u003e\n \u003cp\u003eGreece\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 104px;\"\u003e\n \u003cp\u003e1993-2008\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003eRetrospective\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003e38\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 132px;\"\u003e\n \u003cp\u003e1440\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 78px;\"\u003e\n \u003cp\u003eLow\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003ctr\u003e\n \u003ctd valign=\"top\" style=\"width: 121px;\"\u003e\n \u003cp\u003eShaikh AR\u0026nbsp;\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 76px;\"\u003e\n \u003cp\u003e2009\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 95px;\"\u003e\n \u003cp\u003ePakistan\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 104px;\"\u003e\n \u003cp\u003e2003-2005\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003eRetrospective\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003e20\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 132px;\"\u003e\n \u003cp\u003e230\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 78px;\"\u003e\n \u003cp\u003eModerate\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003ctr\u003e\n \u003ctd valign=\"top\" style=\"width: 121px;\"\u003e\n \u003cp\u003eYeh CN\u0026nbsp;\u003c/p\u003e\n \u003cp\u003eThulstrup AM\u0026nbsp;\u003c/p\u003e\n \u003cp\u003eClark JR\u0026nbsp;\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 76px;\"\u003e\n \u003cp\u003e2002\u003c/p\u003e\n \u003cp\u003e2001\u003c/p\u003e\n \u003cp\u003e2001\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 95px;\"\u003e\n \u003cp\u003eChina\u003c/p\u003e\n \u003cp\u003eDenmark\u003c/p\u003e\n \u003cp\u003eAustralia\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 104px;\"\u003e\n \u003cp\u003e1991-2000\u003c/p\u003e\n \u003cp\u003e1977-1993\u003c/p\u003e\n \u003cp\u003e1990-1999.\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003eRetrospective\u003c/p\u003e\n \u003cp\u003eRetrospective\u003c/p\u003e\n \u003cp\u003eProspective\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 123px;\"\u003e\n \u003cp\u003e226\u003c/p\u003e\n \u003cp\u003e52\u003c/p\u003e\n \u003cp\u003e25\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 132px;\"\u003e\n \u003cp\u003e4030\u003c/p\u003e\n \u003cp\u003e58\u003c/p\u003e\n \u003cp\u003e1275\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"top\" style=\"width: 78px;\"\u003e\n \u003cp\u003eLow Moderate\u003c/p\u003e\n \u003cp\u003eLow\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003c/tbody\u003e\n\u003c/table\u003e\n\u003cp\u003eAbbreviations: ROBINS-I, Risk of Bias in Non-randomised Studies-of Interventions.\u003c/p\u003e\n\u003cp\u003eTable 2 Summary of characteristics between Cirrhosis and Non-cirrhosis.\u003c/p\u003e\n\u003cp\u003e\u003cimg 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gaybi5B+cWTbfKIfPLvILL0hrQ7LLLNMWFllwNsKUsdXVRX0FVmmXxAb3mljA6l0jbjV+QfnaE5FmvVnYOWQcPMvb7Z+CEhay3KMBl5d6QLC2DKPaxh5JryrrgVEDu7KCTy84uuAONZYa9sqhvtHJD0PddZ5J2gyxOFdX+s3ObGtQjyDBu+o0x2tdDfO4y3T5cEP6EDnbRHgSsZs2XHPZBtxVre2HLVHJmzzkIdhwTiSVgdkHRaujQm60H0ypKwoKAMnxgfOYwWAbkfaxSvXWrBy6DloVyB7jfnoc/OrOI5MhBtJV06fxLdN6Jy1tBn5ZoHZMmJZmTWKiJhEW4ONpWsAsaoQlMZBWOc3gDxQdVkaocCk8XxRmOLt9WQtSkMICBRvtMlXuoDEK9da8CKFpW7LJbzaBjDBQcQpQ0pUOYMboUC4tc8r969//atsT1EG4ZIvQ/tEgLeDZU4eyJ5lR5MaTwuSaQIiQ5ZPLb9VVZ8VDzIsj3K8NVXVJ76+S+mWK6ULFKSVGUuBJm9LnXXejn7kFbF64D6tBWnLZwAAEABJREFUCDCCW7snkwcdUE8G8pjY4KKs8V6TJGkCbHmqPCOeO2SKfrA07XkgUvK1FkxOAiPIpGryt0TLY8Q73lqZjOuYCCDLtkPYYkSWbI8gK8aZrYAMP/EcOwhIVVVluwFPrXjExJ0j0caufMgIYim+ZbAlDTHiVFK/OYa3kCEpL73BEOAhR7LFIYk85OZCWy1sk1JWPCJjqV6+xmDrCs+54B7rNNfGgxVg/Xe/xo579k6Sa2Oyzj+wI6KkHsEKNO/xwMpIN6YRY+NTWWO1Ni6k18FYRezkERDsOq3xCDeYyCN4PgwQWLoWGP2NZWabbbbmd6vMv+7dKoQyZALXUE7QP89OeZzAPE9m4EkuEE76RXod6CWr68oLCHudVh9hhpPU17/0yOk43XTTFR6hTduI1MmjjzDjOWSb3LpfeRho8jSGOo90fIYMIcLKuV/chePJNdytsMhrvrNK21hX47l0+lRegZ5uTIcFwxDfYiyQ9169epWth3hRY9487xeBNiPfqra8xyq394ynwPIX5WY/EuUjD0sMYTZB2szvRTWKyjKUh2evk3wsJ8RHXax0byubZFdZZZWo420/Yd3Zh4ag875TfJSKcgIvh2UTVhtr0ACkROyNMznLQzC1K83yC4+Z5UIKgcLlVdFf92SAqE9flUXCLafpc4b2hwBZs3XBc/K8bKcw2ZJVxpslXYaefZomDkE+XhwE3cTgWjxvE/KOXFOagslVusAIs6TsnDwy1NoSkWFVl7FA2fKU1G2aKHgLjVm48TBXVRUMVWO3zsdTaJzADylBHpQ1xmFvHE8++eRh3JtklDOxmhA9A5Om8eYlKUE59ZmwTSwmWmVMvMaqMc0zZAxb3rYFBv70EE+pvBk6BwLkkQOk1u9kg4FmTJIZcunZew/H6mdVVeE9AOfieT7Jn3HL6CZfjDbla4TMWdLMK+YO3lCOGeNfHWTUGOBsokcszeuT9m1NIaeMTeNf/cZH9+7dy3tGiFAj6SO35iKGrD6SWf3gMaaXqqoK85Q2tW0PubFjKxwir357qI0x9SJCyjt3D87rQMchT+oR3A8cpHvZ2VihK7Uhr3jniJ1zRExbyiKqPNV0qPlRuqAf9dwsnxUz8zF9iYzx9Oqj+/Us6vtyj7abIXHKCZ6bOutg3ucQc23+1Tf6xH3qr2eonACb2sjBCfQXbu6PbJAfxFZddcBTPGvlBc9Unz0j/ZOPk86zcT44Qfv0Ul2GzNFV+oNX6K82GQjykB844TW83PJ7mVYeRpA8ZM1R8CzIpHR6Vd/xLQYMQ0Q8ubRPHOcxF8KuR48eYfXDFisyoC6y7p49O2OhERN6HnlnCOj7rLPOWv6ABZ3smXLQ6C9ZUleGASPQpuRbUywuA4kw2yMlUExV1cdrKF0+A9HDFKQjvhSeIF2g3Oq6kPGqqkI+cYIBV1VV2Z/tmgBoz2B0LRhABEW9VVVFVVXhHJF3lEeo/5SSvK7VLU67+uKor4Jz3gD53Kc25MnQPhEga56V4NnpJdLmWZIVkzoZlO55yk/O5HMtnjISL6+j8tIpG+kC2aH0nAuu5elowbgQWvYbXu7LGDZ+pBujNVau4Yi0GIswqzGg/Ouy0upyzj2DGuc6v/Env7rUY1zD3ZjUjv41nuubZ6t95YSqqmTN0IkQIC9kwvP1zOtx6BbrZ4+MkC9x0hFl+ckLuSK7tbzV+eQV1C9PVVVlrlAX/U721KFt7ZDHqqpC3YIxQI7F1+fySxPH6cTb7lw7Anklx87JuOBc/6Q5b+y/+9U/oe6/eciYkc95Xaauy7WgXf2pQ12/NHndY1VV5S+BySvefWrLufp///vfl3ee3Kd71G5jPVVVlfc96jbqPLCrqqq8W1P3Udk6X423Z1HHNdYbTf/kR7h5baXBQnDelFz2/ddlPSP9Fa//6qe3q6oK9yofPS29MahLmiC9qqryHonnYQscXW/VobHMoJyrl+zVeeHqflx7/toTyIo4z8LzFVzLL10gj+I8A8c6aEM6TOq2kGhGE2PFthuGqmdb62J53af24KIuuHle8BK0o15BPnjqc1VVzZh7bvJakWBk6G/kv4Ei0Obke6AtZoZEIBFIBH5CwBYg3rN6MvopOg+JQKdCwKqNldROdVPD+GZgaLV7GDdbmrOawENdLjrIDy+5lzoFe+SHdretDFvlGNrtdJb6k3wPyZPMMolAIpAIJAKJQCKQCCQCicAQIJDkewhAyyKJQCKQCAxPBLLtRCARSAQSgY6LQJLvjvvssueJQCKQCCQCiUAikAgMawSyvV+IQJLvXwhgFk8EEoFEIBFIBBKBRCARSAQGFYEk34OKVOZLBFpDIOMSgUQgEUgEEoFEIBEYDASSfA8GWJk1EUgEEoFEIBFoTwhkXxKBRKDjIZDku+M9s+xxIjDUEXj33Xfjm2+++cXtfPTRR+HrZ7+4ooFU4Cu59VcGB5J1mCb78t6AvtA5JJ3xXOqvLA5J+SyTCCQCiUAiMHwR6ETke/gCma0nAp0FgY8//jh8Va0ms6+//nqcd955cfLJJ8dNN91UbvO6666LN998s5wP6EcZH3gYUJ467Z133ol77723XH7xxRfhi3eOJWIgP74QeOaZZ4Y66qMi77//fqkTYXXdVqFXr17x4osvDrQ6uN16660DzSfDZ599Fo15feXuww8/lNRX8Fx69OgR8veVkBeJQCKQCCQCHQKBJN8d4jFlJxOBYYeAr7l169atfL3vrbfeKp+Cd/TlNET66aefDl8681WztuwVMnvBBReUKquqCu1VVVWuB/TDC3zfffeFz+L7oIRPSF9//fXx448/xiuvvBLqHFQSP6B2GtN87c3X4hrj4hdeINWMlboa998axr7g54t011xzTZ01j4lAIpAIJAIdCIEk3x3oYWVXE4FhgcAzzzxTPhONXD744IPls9DbbLNNrLPOOrHDDjvEFFNMEVdffXXY6oHsbr311jH33HPHbrvtFjfffHMsu+yyMfPMM8ddd91VunvccceFTxkjxyWi6eeQQw6JSSedNHzhEjl+9tlnY7XVVgve3tVXXz14rPfcc8/waWce9j/96U+lDl8J/LjJM99URfN/pN1nn33+WaTz448/Pr777juXfYXll1++1LPccsvF999/H4wKeRdccMES7xPWfRX46eLAAw8sn9aeffbZ48Ybbwyeb152/Xb/c845Z+yxxx7BCHD/ri+//PJS+vTTT4+pppoqFlhggXLtx33CRDwPv7qkK6P8Sy+9FPr19ddfxxtvvBFLL7106Z/+f/LJJ6G/Nb7qy5AIJAKJQCLQcRBI8t1xnlX2NBEY6ggge88991zwrFZVFb17944ZZpgheHo1zhvL620vN3IrIMc8tgi1Pc5jjjlmIeHIpLSZZpopbF1R78MPP1yIuz3lCOYVV1wR1157bSHKF110UWy66aZx4YUXFqKr7A8//BBnnHFGrLvuuvHaa6/Ff/7zn9I3fRGk88Zro/YSTzbZZIWs8oDLU4dNNtkkkFd90bctt9yyEHBkGrkWr3/IvPPnn3++tGkriC0evOjSl1hiiXCftrJ8++23hcDr40EHHRTwY7RceeWVsdJKK4X7nHrqqePJJ5+MCSaYIG644Ya47bbbylYY96Pt22+/vdSBTCsDDwYOQq5+5HyzzTYrGF511VUx1lhjFeMIFvW95TERSAQSgUSg4yAwQsfpavY0ERhUBDJfWyGASPK0Dqg+3mBebHmQ9DnmmCN+97vfuSwkceGFFy7n888/f9jDjNjOM888oW6ElPf7q6++Knla/vCuI9XTTDNNVFW/W1B4yOWZdtpp+0pHrO1Lf+KJJ5qrRG550EWssMIKxaPsfL755guE3fl0001XvO7nnHNOHHrooWH/ODLOAKmqfttXhpfbVhDnAjwmmmgip8Ebz0s92mijxbzzzhu2yLj/7t27l/5OOOGEMeWUU8aA7n+kkUYKBL5UmD+JQCKQCCQCHR6BJN8d/hHmDSQCbYcAojfGGGMEwm3PNI8yry3CqJXHHnss7Pl2PqQBMVcHrzUyzjusTfW5dqyD/vA68xLrTx1fH/ULca3Jcx3PO3zaaaeFFxORc/Hu5e6773ZatsQg2uWixQ/vvi00J510UvCe6y+vfYtsQ3ypvkceeaTsSUfGP/7446jv34pCY8Xun5fdfTbGixt//PEbo/K8PSGQfUkEEoFEYAAIJPkeADiZlAh0NQR4o+1Drrd88ArPOuusZY8x7+5hhx1WPLW/BBfeZ1s4eMvtvbZfXJs8yHfccUfY841sa8Oeb1sxbGmxR9reZ2RVmvDoo48GUs2z7LoxqI+H2fYQ8fZZI9PuwwuZf//730UPNGhTf7U/22yzlT3fAy00gAz6VFVV2cO92GKLlW09PPcMCMZHvedbFQyBVVZZJfbdd9/Qb9tmGEbIu37JkyERSAQSgUSgYyEwtMl3x0Ije5sIJALl5UneaB5lntdtt9227P324t9ZZ51V9n/zKiOMwj777BPjjDNOQQ6Z3mWXXcq5n1133TUWWWQRp3H00UfH4osvXv5SivLq41VfY401yhYUW1bsA6/3fNs/XVVVINE81vLbSmI/ugrth7aVxHYO14K93F7wRNpd9+zZs+wZV4Y33AuS6rn00kvD3nSEWh8RX/nt20bmndfBHnd7upVDeu35Pvjgg2OhhRaKGWecsXjH1S+/LTaIsnNhiy22CMaGc7istdZaBT9GjPr0x150ODN8vLBZ7/m259z2FcaJePnt+WZoeBF2ww03VG2GRCARSAQSgQ6GQJLvDvbAsruJwNBGwB5kWzJs9xjabf2S+nmA7R3nEe5/PZ0vxVaVFVdcsbyU2vnuLu8oEUgEEoHOj0CS787/jPMOE4HBRmCDDTYIL0MOdsFhWOC3v/1tbL755sOwxfbRFG/4yiuv3D46k71IBBKBASOQqYlAKwgk+W4FlIxKBBKBRCARSAQSgUQgEUgEhgYCg02+7bO0TzHDs5EYDBYGideziVeOmZSBlIGUgZSBlIG2kAEfSRsaxHhY1DnY5Ns+y3/961+RITFIGUgZSBlIGeg4MpDPKp9VykBnkoGO/KGxwSbf9lmecMIJkSExSBlIGUgZSBlIGUgZSBlIGRgeMrDxxhsPCyd127XRUNNgk++GsnmaCCQCiUAikAgkAolAIpAIJAKDgUCS78EAK7MmAolAmyCQlSQCiUAikAgkAl0WgSTfXfbR540nAolAIpAIJAJdEYG850Rg+CKQ5Hv44p+tJwKJQCKQCCQCiUAnR+D999+P448/Pi6++OL44osvOvnd5u0NDIEk3wNDqJOn5+0lAkMTgSWWWCI+/vjjodlE1p0IDDECX375Zey+++4x4YQTDnEdw6ugPq+66qrx6aefDq8uZLuDgcCPP/4YSy65ZDz55JPRkf9E3mDccmYdAAJtTr796ZeZZpop7rjjjgE0m0mJwLBD4N57743FF188pptuuj5CbPAAABAASURBVPBZ7q+++mrYNd4BW7rzzjtjscUWK3htueWW8fXXX8e5554bM844Y4mbdNJJo3v37uFv/ptE/vrXv8Yqq6xSrhtv95RTTol55pmn/H33OeaYI6addtqYe+6549JLLy3Zll9++VCX57LXXnvF999/H6+99lqsvvrqpZ3pp58+/ve//xXyvtBCC5Xy8v7jH/+IfIYFws7wM8j3QA7J2jTTTBMTTzxx3H777f2U/e677+L888+PSSaZJO66666S/t5778XOO+8co402Wrlu+TPSSCPFtddeW6Lvu+++ZtmfddZZ46OPPirx9c/jjz8eSy21VJHPDTbYoIwNXsxtttmmxClz2mmnhX7UZRqPdFE9tmabbbZ+6lcX+Z5hhhnCPHrDDTeUNrRl/Bh3Dz74YKnypZdeilFGGSV++OGHct3yR11TTjllTD311DH55JPHhRde2DJL8/UHH3wQs8wyS7kHuhJBbE5sOvEnhhFH48+Y1gdk8vLLL2/WC/7yhDabsuf/BgT23XffIpO/+93vir77v//7vyBzDVlaPb355pubn52/JFJnovvoy/HHHz+eeeaZeOWVV4qeJXtknx49++yzY6eddqqLtHqcaqqpgnwIRx11VKt5RNLBG220UZGN2WefPS644IKiq6UJ33zzTfzlL38p+pl8Gndkw9/xVjfZ4/GXN8PPCIzw82nbnF1xxRVhonziiSeaFRAlQSERIMfnn38+eMPOOOOM8icLe/Xq1d/Gr7/++jIhy/Df//43DHoD/JprrillzzvvPElFANWtjauuuio+++yzEn/66afHlVdeGQhF/xRiyZg/nRYBk+5JJ50UTz/9dFRVFS+++GKnvde2uLFf/epXYdzAy1LpY489FmuvvXbx2JiUTSZrrLFGjDjiiCXuN7/5TZncW7ZN4a6zzjolmlJW9v777y9EvUQ2/Riz2tl///1LfSOPPHIgWOL8WdNHH320KVef/4iP+H322ae/RKpPzvztjAjQ/R9++GGQCeRirbXW6mf53oRvnjDh1xjcfffdhZzU1/07Ii2cR9tvv33RFQsvvHA0khKEAtn1d5LJoTmFTN90000xxhhjlDKnnnpq3HbbbfHGG2/004z557rrrmuWb/Pk0Ucf3ZxP/eY7c5c+m0MRXsbDtttuG0899VSsu+66oQ59jYZ/r7/+emi7IaqcImTmV84w5Pjtt98u86F5UlAGgTP+6vtmXNTzaqmk6efkk0+OBRdcsNzj5ptvXtqyamAeZpjD45FHHokbb7yxKXf+bw0Bz4xxx3gcb7zxmrOYj3r27Fn4jGeC3JIBHOnhhx8Osq5cXeCSSy6JscYaqxig4u65557YYostghw6Z5TS2YcffrjkID9nnXVWOW/8UQejk0FIDhmaCL8+COZMRPrqq6+OCSaYoDz7I488MsgoY62ui2FmBYZ8rr/++tGrV69AyMkkOTamTjzxxDp7OzwOny6N0JbNEiIDecMNNwyE23IYosw6JgCEz0N2NLlTNqOPPnrxklNirfWFYNQD+sADDyxEnJBpZ+yxxw5EngCZtAmT+uSnCNTH46FfCEVVVaIydDEExhxzzPj3v/8dJuvuTR7bySabrIshMHi3y0tdY0QhG1N1Dcbxo48+GnPNNVeMMMIIYVsJglCn10eKmMLmKRNnEkHEEetXX31VVAkHHHBAeS4IC30w6qijFvLiWZnseQBLxqaf9dZbLzbZZJOS3nSZ/7sYAmSIbP7617+Oeeedt5AKE38NAw+wuQFptiWjjrfatcACC9SX/T0qT755imVaeumlo1FWq6oK3mcrMsYFMs2L+fLLLxfvrzK8keOMM04gpq4bg/oZszyO4o0bKz3OBenPPfdcPPDAA7Fl04oTIoPA8OLPOeecspR6Ef2q6nsu40k1/5VMrfwwWkTLp7y5U1CGQcGw4ZGXZ+aZZ252XrkWYG+sO7cChhiax5H5WldYybISJk+GfhGgE+k7hBZvqXPgLuYoz0NwTrfOOuuswdCp5y75yRo+Qxe6FqyQ4Fg77LBDkD8ODisx0gROEs/ZeWsB0fcs5TO29EFQBm/SV/peWbI4WtMKEnLtWuDRX3TRRcsKjLr0n5z98Y9/LP3BAzlo5M3wMwJtSr5ZwJafKUhKhiLxkAxUpIfCpJg8PN7oXXfdtSwHsrII1M/d+vnMEvQtt9wSvF6EwENmebHUd2gStmOOOSZYVxNNNFGIQ7Yvuuii4llXi/YsiegT4RKXoWsh8Pvf/z7s62S1M+ZuvfXWrgXAIN5ty2yWNo2/aaedtjkJWbD83xjXnNhw4qUinjRRliqNSYa3Z8GbiJzwxlgmNZEcfPDBZdsKhY94eFb0B50ijr5QngeeR0Y/1J2h6yDAkVPfLVJQn9dHY/udd94Jc0QdN7hHS/p1mdbaqNMOO+yw2HvvvQORNh4QZ2nmGGTKeWuB3NfxiE59Xh+RLuOB/Nveceihh9ZJZasVLyTDVL7mhKaTCZo8k7yPTad9/UeqZ20iceZfBq7VJCR7zTXXDEGZKaaYopD6uiAy3rL+RuzrdMbywO6nrjOPEX/4wx+Cztttt92iUX/aeoc3eR7CMsssExwe4smBFQu8xjY/XmXGEZJdY8rBYQXxoIMOCsag57PCCiuUNl544YVAfF3X+esjA5JRiljzkiPN8803X5EL/bC6SXcPqnzjeYw0bRkH2rFlBb9Tv+sMPyPQZuQbye7Zs8/SCUvMQLd0RRBYVZbLKBVkuaqqsPTCO01ZWqLjnfi5Wz+fWZ4xYZukeQIotgmaFM0555xTXlrgqUC6//nPf5a9ojwVjXudKBF9+LnGPOtKCJgUTRCUEoVlQiNzXQmDwb1Xngpj2diynFkrUvXYN2qs8p65bi28++67ZeWrJkHGrEkf/gxwz8REwrsijleP/jCZm+SNV/F/+tOfonfv3mWrECNaHK8k74tn2lrbGdd5EUCGedbMJxwxZLDRw231lAcQOeGgsU+aF3BwEKmqqnkri60UjdtX1EM+EShjYtNNNy2rP+TVmJGuf+ac1oi1dGm17Fq9bVk/j6H6zHv2tRsX7tdKMs8yz6lxoK5BCcaWlSqebw4oRqt5lPdeEGcbA2zlUaf52BzrvA6N6W+++WZwdlVVVbaK1QYL/I3NGPJ/nbqk58pLTJc5r2/Wtgyk1/MQPGcY06OetRVA+hK3IZN77rlnWBF0/re//a3sBqBfOSgRajLEW87JwelRt9PyqB+88LaQ/PnPfy4G2C677BL6IOBxCL2+ItbKO1qdFFzXgfN0xx13DHvD65UQY8FYYWjob503j30QaDPybU+SgW5pReCttgRo2czyHEVo3xrCzZNFsRAQAbEmaAJPV5+u9flljclrH7cXQXjNPUwCa0+pPWsUMSVmScbeIgLVp3T+dnUEKC3eIp4qskZWWPNdHZf+3T+8eFGMI8qXl9nkLb99hBS8lyZdCw899FB5gVKavMa7ZXNGDoIiD31gzyj87WdEwE0Q8otjkPPGiVMfY1q8/YeW5hlLDHlxjO5xxx03WpID7WTo3AjYi8y7jVQgBeQEGbYH2vYHS/RkTZDXO0Vk1dx05plnlpfEbHfkDWwNKfLqJUgvCpM12xmXW265MK9og3HoZWHyilzz6CH3jEyyqgz5RITIqLlOet0W+fZSYz0W1L/sssuW+s1niDkvprnz2GOPDQawdCTL/SDKxpZy7ruu19FKs347H1DgyIIFjATjDfGyTQHxcg+9evUKc7l5mxFjTG+44YZxyCGHlO17VqEQQgRMnzwL5RBG1wNqP9P6RYCn215tz0PAdRg3++23X8Eb7vSplxc5GeURyApjDNnl7PRcbOujG72oi3/hRbZm2Tfeb8t9xzCwrLSoW/DOwR577BG2X5F7zxhX45HnzCKHDEgGnS0mvPVk1Xt/DEzvRijD+WJO4Ujpu8WufdVm5Nug7tGjRzOaHrqlZFY7y4oFZ/mDZ8JLMbaCGODikHGKzyTfknx7cIRrkUUWKS8YyEdYV1555aDkWG8sMwJCUSLqFEmtBCzbNHeqo5xkP9sMARMEr4IlP7Jmz3CS7/7DW1VVeWHali5eGpiNNlqfvxLhaEwjFnUNFDY8N9tsszIeTdi2i5gYjFX5PAP1CMaosYtoGLvilEec5Oe1RJjE8ywyuJEWOkIcg2CjjTYKRrm6M3QdBKyWetmWjkdGt9566+J55gEnI41IkF9jXhyibD5CQMic+UJ8y0AmbWvieSRrtgeQTfm1IT/5tLKqPnnIP0JtW4BrS/hWeBERcxljVTmhrt8YkNdWOGRf/chMVVXlpUaeaZ5v26/0xQoR54E5TTl51aXOOiBLHFH1taN6eSOVcT2gYIuBMSgvRxlyXVVVeZHUHAxveEi3Fc3+b/Wba+lX8YyRxpWIAbXXldJs7Zl//vkH+5ZhC1dyT++2rEAcki6ejBsbZAMRJrfaJGuvvPJKMETlawyMprp8Y3zLczJdP3svCZMVc4G26HbygWd17969bHGhm6uqKvMIL7023Id8LevuytdtRr67detW/hRNI5gUh2Uok6rlEXtALc/NOuusYQJfaaWVwoNEpl2z2iisxjrsN2Ltm5BrBejIU6asvVLIOUGwHM6KJ3wUtHp4DhwzdF0ETJTkgryYwLouEgO/cyQGRrASTBxWmpREZpAF53WwPClfHaqqKntTbQ+p8/DY1PjzZJu0Ke/VVlutjH9kHNGXHzmq9QKDWxzdYBxrw1aUOq+0DEMHgfZYa1VV5UVfciDoIzlCFDliXNcB8ajjGGzyC2SL567O52ipHpl0Tv4QFnkRDXHmEm1UVRXItzQBCVW3PPbOiiOfPI/+4goPu+2W0uuAhMgjrzrF1/U7N7ctuuiiZVxwKIkzh5rblBH0y313a5pzrRbLY6WK99x5HYxl/WIg1HEDOqpbqOs3byvPcaZcjYv5FdkTh1gpIyCJ4jL0jYAtFy1lru8crV95sRWuAplqmYsuRXTFI8jkyDkZs++aXsWLeNIZb9Iag/LSG+P6d04X6wc9XOtfcmJu1TfjSrpAfsmno+s61P3rXxtdLb7NyHf/gPNwKQZKwtKgv0TCWmotP4VVC1OdLq+/e8obUFV9v+Fd58ljIpAItA8EGMKWKlPRto/nkb0YMAKI6XHHHRe2bQw45+ClIlyXXXbZUP2TmLZj2VrAM267i+Pg9TJzdwUEOD6tznSwe+303R3q5LvTI5g3mAgkAolAIpAIJAKJQCKQCAwiAkm+BxGozJYIDBcEstFEIBFIBBKBRCAR6FQIJPnuVI8zbyYRSAQSgUQgEWg7BLKmRCARaHsEkny3PaZZYyKQCCQCiUAikAgkAolAItAqAkm+W4WltciMSwQSgUQgEUgEEoFEIBFIBH4ZAkm+fxl+WToRSAQSgWGDQLaSCCQCiUAi0CkQSPLdKR5j3kQikAgkAolAIpAItFcE3njjjfDhHF+p9L2T9trPAfWjisj/AAAQAElEQVQr09oOgTYl3y+//HL4up2v3NVd/Pbbb+PZZ5+NDz74IH788cc6uvn41VdfxbHHHhs333xzc1yeJAJtjcB7770XvgL3zDPPRCq+AaP75Zdfhg+E+Lv7/jZ/ndu5OBh+8cUXJdr4dS3+zTffLHH1D5x9SOTDDz8MukGeF198Mb7//vuSRbo45ev6JHzyySchThq9IU7Qp9dee81pCa7lqUNb/63m0kj+tCsEyJjn/dJLL7XaL/IiXahlytG8JM7X/hoLkvVtt902pppqquZodTz//PPN140nPvpGhtVlPNRp5FKcNHnq+JZH7alb3sbydT5l1dEyva7fXGrcyO8DVz6U8vHHH7vsJ/zwww9l7lWXAId+MjVE1P0yVs3bDUnltHfv3qEe4+6bb74pcdrwTPSvRORPPwiYe+g0Hybad999y0fIfPekn4wtImDdGOrnri760XymbvrUs3v66afjs88+K7V8/vnn8frrr5fz/v3UY0Ib6uxfPvGesXzkT93iGoN+SNeHui48UH7xA+tLY11d5bxNybfP0q611lplwNcAPvnkk+HTtD179myedOu0PCYCwwIBE7VP8TLyTj/99DC5/bJ2O3fpu+66K4488sj497//HTvvvHP5AAnlu/XWW5c4H9E566yzwsR7ySWXxN57713i11577WichI8++uhYddVVg2L2IZPjjz++1Pfoo48WAI866qhSTn2XXnppMc59bVC+I444oqQ98sgjgZD4YImJa6eddipl/Zx33nklj37++c9/Dl9yE5+hcyKAZBjHnvcWW2xRDMTGO5VOFg899NDYc889o0ePHkV2zjzzzPCFPzL417/+tZ9yY401Vlx00UWlKqSGZ3K11VYr1y1/nnjiiahlc5111gmGJaOPbiG32r3llltaFivXnE/3339/HH744UVu11tvvWgkxNIff/zx5vqlq5/HdK+99ipl9t9//6DDGL0PPfRQ1F/xLA20+JHHfAyP/fbbL4QWWZovH3744dhyyy1LG8b8bbfd1pzmBC71+DcGfU3T+L/77rvDR1z22Wcf2TK0ggC5gJevp/pqKHlDxFvJ2lcUOa+Dr0mSjVqX0p0+Xui5kUnyccwxxwS97LlL90HDvipsceErmAceeGAYU8q3SG6+pNN32223Ihv7NhkPp512WjEg6gwMicb0E044IRiZ1113XdTxG220UXHA1GXyGDFCW4OwzDLLxIUXXthc7fnnnx/du3dvvv773/8ePssrsIqaE346ufbaa0v6ZpttFibin6LzkAgMEQKs78svvzymmGKKoJwOOeSQmG222Yaorq5SaNpppy0TNUIx8sgjl9UsK1M8beIoVIoVtldccUUgBOJ9zVZ8jdMpp5wSJn9f3tt1110D+fFpauRensUWW6ysevE8IuTI04MPPhg8gsiSOhdffPEYYYQRQh3IiHJ1QLTk2X333WO++eYLnz6u0/LY+RAgB+YFz3zuueeOG264oa+b5HXjkUVYTjrppGJAMt6QB/KnnM/BI0J9FWy48FlsqzX1J7Qbksqpz4Qjmuri4TOH+Yy77QTiVllllUBIW/Mcq8An2BEeX22Wzz2JF6qqCl+Irev/+OOPy9jj1fTJcPVvsskmgYx/85PnWTnhsccei5bjQ/zkk08eBxxwQCBE9J/+Ns7ByjAW1G0cOXKWNY5j9Zx77rllXpauDGNYPEKJGCKUrjP0HwEyQfeZfxrlixwgpziRwEBEsmEtbL755sWBOfvss8cDDzxQDD7zGILtWTGMHMmU58uQ9FzUqTecTQwr541h9NFHD7JmvFx//fXFU85hog/CmmuuGT2bnKY33XRTzDXXXEVX69ujjz7aFze77777YuKJJy7p6iOLtUGKrLsH44ajprH9rn7e5uTbQ7Js9+qrr5aHaTJdYIEFmnHecccdgyW48sorx8knn9wc74SiNKil8zyw2MVnSASGFAFeU5MYgjjBBBMEBcaDMKT1dYVyk0wySVDe7tWYHH/88QMBmG666UQVRctLJ1Ds9USy8MILB6xlMqEgzsoK4403nuhCJtTvotYLVibGHHPMqKoqeNgvvvjimHLKKUO9PHAMgEUXXTRMFsq1DMgUkiF/y7S87jwIVFUVyLM7uueee2KGGWZw2hysspKzX/3qV0HmEFnL3VVVBU9jVVXRrVu3aG3ZvK5EujYaSXGd5qh+dTMQER2kgmH4+9//vqwEGQ8TTTRRIOTyN4aqquKdd96JJZZYIqaeeuq48847A9lvzFPX/9Zbb5Wxol7jhGFKvhmcPO4M3cZyDGOrVY1xjefGcVVVxQlRz8HmWWXmn3/+gJ0+KWMLDsPaeR2k/+EPfyiXHBmMHBh5BsZeScifASKApG633XaBNHv2deY55pijrMx4HgICO+6449bJZaUDuR511FGDl/nss88uz5GsMpIWWWSRYmjiXp6FPIhzXYFxwOCrr1sebSOyAjPhhBPGRhttVPiZfiDNeJhtSGRaOfI5xhhj9LWL4ZVXXglyKt1KjPFHfsyz6hTPWMYLnWfog8AIfQ5t92vSNrka7B44i8tSS90CS4oysczR8mHce++9ceWVV8aiTROtpS0KqC7Xn2NGJwKDhIClZ94Elrtl20Eq1IUz8epttdVWxQOOCFtiruFAumty0RiPIIh3tNrAY1OXoYzPOeeccsk7WE6afuxbZKivu+66QU+oGznwrK655pqyfaApW3//0yEmDytuyEB/M2ZCp0CA95AcrbjiioF0NN5UoyyKJ4e1TLmug7j6fEiO9t4edNBBwUjk8avr4HnnFSTLVVXV0X0dZ5111rBdhNxaqeF17itD00VdPw+m+hkLZJzeQsoYm8ZTU9bm/wxUac0RP53wQlptQvp4SI0vW1kYDwJjwBaBRuycG8c/VVEO4spJ04/zlulN0fl/IAhYUWGc8QDjOHV220QQZs9D4DUmu9I5Peg1BptrsoCcy0PHWs3glEB0yZ5y8i+33HIxyyyzhG1OnpWVE+UbAx2//PLLlxUTslZVVYjTB4FskEUyU5dzrv6q+lm+yYN4eRyNr6qq+iLo8pBReTL0QaDNyTcPA88BAbNEwnLq01SfX95se5EcCU2f2D6/rCpCaQ+TQNn0ScnfRGDIEKB4eJcoNwqAonM9ZLV1jVImeqtSM844Y1DO7ppHw3h2jixbRaCEeeB4q8VbnrRlRboJHdEQb/uYfYKM68Z9p7fffnvZooZE8abJy3g3sVixoPhb6gh5GoM9j1VVRe2Va0wbNufZyrBCwPi94IILyrYLy+It2+UZ5ulGUGw18fIZTyCy6Vx5WzY4h1qWHdRrsm5LC2LDG6kcnWJ7peV7DidjQnzLoH0vn+mfNN5A48R5HfRP/bYmeJlSPGMDUf/Tn/4UthvQZfohbWBBP20ZM58i8saUrWL2CwunnnpqebnZeEbU1cejX3s6XQu8/RxqzhFC3lTnGX45Agg5p6TnIZBx8opI05FWV8h2VVVhhRBBtvJA7hDaUUYZpXTCNj8cypznvQLvLnj2JbGVH1uFvCdDNmzbY9DJrw91sIJJJzPcVIGUa7NxDpVOrqWTTZ5vQV969+4tuqzyzDzzzOU8f/og0ObkW7WWUTyE9ddf32VfwdK0/XGINQFqTLQHlOAg7IJ9Zo3peZ4IDC4Clup4HFj2ZIpR2JpcDm69nTU/MuClHUuOvHJeojRZe3GSdwWGDGdbSoxVe1C9/CbeEqMlbN4W23ukw0k9lssRi0033bTsvUeSlDPG7UdVnlcTWbCMiVxZ/bKP8X//+195qdNqme0G9u8qr259o29MSq4zdF4ErJJ43wBh4MndYYcdyjYnJANhnGeeeQIRWWONNcLWDC9GMgZtl/JSr3hkgCe4NZR47Xr16hVeLERE5besT56RXuSZHrEv1gvCZNRLv7ZW2i/N860dBJzBaQslUt7Ylq0HtgSQd6QKAW9ZP2+m+rWPiM0777xlRVgZL0MaZ8hYY73ui8e9Ma61c0Y03LQhIGmIl215u+yyS2jDlghzsfnZWEfOrEYhd9LpUMYAckhX9OjRI7yrBXMYtNZuxvUfAbqSfHkeAj3HU81IQ749H3LN2UEWEF2yR+asTo422mhlT7/nJZ4jguzbUmRMIMxkuv896JOiDX80Qx8Ecu5Fds+cTDh6F2fOOecMxN3qD93OSGQMSqfnOV0QcuPgL3/5S5GpqqqCTPVpKX8h0Kbkm1IEPCvZS5cmV42YwD18kzGPGi+YQUtAkCMTMlLugbG4eBCElVZaSfEMicAvQsA2p9qzYDI0Gf+iCjtxYR4NkzBCYSxSwpQrb6FlTuMSlrxwVVUVkoMAi5ffkiPPt72gJgtQWQJFnHj05Ntwww0DgaDQeVbECfQDQqIeHjleGJON1TSkA/HhffMXJZRXtwkg9QQkOn9AKpBipJa8eHGQ0WVro5UT5wjDGWecEcireYc8S0ccGXkIifmpNbSqqiov7tqiZo+zF4S7d+8e5jQkhzybq6y2GAP2xdr+gkCLM+fpF+cScoKYNLajvD4pKx+jAYlurN8LpbalcE5p38oT47KuW1kvKBsTjXVbrUL4G+N4H+Wvx0pjWstzfajHovHHS8nDaQ5nwMDeeNRvYxOpM9ZtIUPGlYW9/eIt6+7q1/Spd9wGFwfyTP96/nVZ+JI78kzG6+0oDC/OCnwKyaVr7Q23qsjpYQtJXUd99DzVV1/372g/NyPQs8ffPHO6GrHmbDGeyJl03I4RhsjT+7ZIiSdTDIr+tdEV49uUfFM4HkpVVWV5xAMAKgVIETi3jMz6HnvsscPG/aqqyksnBnpjujwtFYz0DIlAfxDob7RJgryRKcf+ZsyE8tKjcQkrwT7SeuyaDMQxko1zcDmKE4xXS6LSkSHpgvGvHnkEy/KeSWOc+Kqqyl82ke5aiKZ/VVUVT4trwTNUvikp5K11h+sMnRcBz9nzrwM5Q2jJpTR3Tgbr9FpGzEMmfvFkW746VFUVCEu9GuZcvjqQXeW1oUw9f9Xp2pNe1y9eXlsz5OfldqyD+uQR6nGlvDLytFZ/VVVB5pUxZtQhL9Lv3H1effXV4R0J8XWoqqqMDxjVcQM6ql/QF2WqqirzeI0tvKWb56Wrq7G/+lbnlZahDwJkhFz1uRr036rqg7/nW5eCu+fjOZA519LINTlyTidL8zyUtd2P0SmtMZAp6Y1x/Tv3zLVJBupnrB/kTxntS9du3Q99EyeQE/ky/IzACD+f5lkikAgkAr8MAftKeQcp3F9WU5ZOBIY+AsiDpXJbK355az/XwFPMa/lzTNuf6TNPIwO0NXLV9i1mjR0RAR5q3uuO2PfO3Ock35356ea9JQKJQCKQCCQCiUAikAi0KwSGCvluV3eYnUkEEoFEIBFIBBKBRCARSATaCQJJvtvJg8huJAKJQJshkBUlAolAIpAIJALtFoEk3+320WTHEoFEIBFIBBKBRKDjIZA9TgQGjECSR2xkEAAAEABJREFU7wHjk6mJQCKQCCQCiUAikAgkAolAmyGQ5LvNoMyKWkMg4xKBRCARSAQSgUQgEUgEfkYgyffPWORZIpAIJAKJQOdCIO8mEWgXCHz77bfx2muvhQ/efP/99+2iT9mJ4YdAku8G7H1B7/PPP2+I6TinviTlC2O9e/f+RZ3+3//+Fw888EAMCIeXX345/vvf/8YPP/zwi9oa3MK+bvf0008PbrHMPwwQuOeee+LZZ58dBi1lE4lA2yHw3Xffxa233hp0Z9vVOmxq0mdfOfz666+HTYPZyi9C4L333gvztC8+Ov9FlWXhDoRA611tU/K91157xZ///OcSzjvvvGDptd7swGPPOOOMuOGGGwaesQ1z/Otf/4qPPvqorxrffPPNOOigg+LTTz/tK97F/fffHxdeeKHT4RreeuutuPHGG8OHTXw04pd0xhcKr7/++n5waKzTxx3uvvvuGFLr/Ysvvoj99tsvXnrppcZqB3p+2223xX333TfQfC0zvPjii7HDDjsUuTzwwANbJud1CwSMu7XWWqvg5QMNvXv3LvLga331+EZYfvzxx1KSwXbYYYeFL6uJuOyyy2KXXXYJxMa19Fo37Lzzzn0ZdrxAu+++e1x55ZVR16fMOeecE6uuump8+OGHLjMkAkU+zj333CKX5JDsNMLy5JNPNqdJX3311YvcPvXUU7HFFluUNHqnsYw5CiFyFP/6668HGVV+++23F9VXeOSRR0o90tdYY43iyZTh0EMPLfE77bRTqENca4Hns66fTmqZpzH94IMP7iv51VdfjY022igYuhLGG2+8ME6+/PJLl/0EpHyTTTYp/dLfgRnHW221Vcm75557xvvvv99PfT169Cjp2267bbz99tslnaNG3cLA6i8FuuAPjnDXXXeV+XmDDTYoX1SlEwcGhbkYrgI+JP/DDz8c6623Xvztb39zGV999VUcddRRA5S5O++8M3zBVT077rhjcJ6Vwq38NM6V9HIrWZqjttxyyyIP6r3qqqua40844YQSr82UiWZY+jkZoZ+YXxBx++23h8kawaEUWirHwal6tdVWi0UWWWRwigyVvOOPP35QNr4i1rIBpLc9eGLhrJ8rrbRSTDDBBC272e6ufVbZxDPZZJMNk77x0v/pT3+Kk08+ORgOjz/++DBpt6M2gmzPOeecceKJJ4ax7OtoJvIrrriiYAjH+eefv3yK3j0iN5NMMklMOumkYZI4++yzg2enXhlhMM0333xx0kknxQgjjBDqUU5A1BH5N954o5ArcQ8++GCYZKSZXMRlSAQQA7LH0FtqqaVi+eWX7wsUX5WULtAvVspk4FRhyPE4vvDCC0GuxNdhlFFGicUWW6ys5Jm3yLs6nnnmmTjllFPqbOVI10488cRx7LHHhvommmiiQPrpX+Nl3HHHDSuoJXOLH84K9dN76jd3nHrqqc25WqbfcccdxSitM6y88srxzTffhLEibsUVVyxEznlrQX1I9D/+8Y9gSCy66KKtZStxvpA54ogjlvHNOWIcl4Sffs4///yAp37/5je/ieOOO670hS5VP2N94403/il3HhoR8JwZVeTMkYwIjXlaO0duV1lllTjkkEPin//8Z3B43XvvvbHmmmsG40ddOBcnB8dba3WIYwzWMjfLLLOUZ9yawUbXnnXWWTHzzDOXPJ4tXa6O1gLn42677VbyLrHEEiXLJZdcUnS3MccomHLKKUt8/vSLQJuSb9WPOeaYMfnkkweyymvM6pprrrkCkb7pppvCA11mmWVi1llnLd4xQvT3v/89WIbKH3HEEWGSNrhvvvnmMsAphumnn76U4bmgHHgYeMuUYVlSCgSKN0LdrDb5pA9O0O4MM8wQW2+9dbBOeRt4Alih22yzTekDy/Pyyy+PffbZpyhgXhWEhULW9nTTTRcUEsLSq1evmHvuuWPhhRcOnwKeaaaZQry6CSZlPjj945WcZpppSj8YOgYgS5OgzzvvvINTVTAe9FdYcMEFw/NSAYW96aabljZY6nDVT/c1xxxzxOGHH97s1eSNRtTUsfbaaxdPpXum7D332WefvXidPHNyQQaqqooNN9wwYGqCM4kut9xy4b7qwe75qpOy6NHkcak9U/o3uIFiMKHCinfV5DG4dXS1/B9//HHx6r377rthUq7vH4ZkwcQuDp6eIdmTj7zsv//+fZVBbDxfE063bt2KjCiLRJDnjTbaqJnIW2Gy8mIyrz3p8mZIBMwRCCg94vjoo48WHVYjM/LII4exPcYYY8SZZ54ZPu9uJXOKKaYIOh1BoY/Ia12m8chYtNJCX6gHmUR4GvM4/+yzz4qnkYFJ5mecccbiWSTf0047bfG2I8nyNgb168/iiy9e+knuay+2fMYU3TvbbLOVdGOAISreFhNOIGnytgzqYeC2jDeGxh577FDO2IKZ+6JbBeOWMWLllEfefS/aRNJbrkoykHfdddfSrz/+8Y9lixkyybMOWxiYA1u2386uh2t3yJZtQpM38SNyU3eGvsMPPA8B4cY7brnlllhnnXViqqmmiu7duwfi7XmSkaqqCgFHgDkqRxtttGI82nGAQyHSdf2O0scZZ5zgnFMHJ5S2GoPnZ57VF3Jg5Yj8Kd9aIM84hDmhqqrAE9RrjJHzmk+0VjbjItqcfLOQTb6jjjpqIJcmZ8JjgFM6lp8RaYoHSeOV5DV4/vnnyzYGhJpXo3444nnWkHiKg5Lpn0DYp2xJ5fjjjw9Ldr/+9a/ragb5iFxqg6KiZOuChFm7DAXW4UorrVQItqU6Hg9GhKUXfeSxsDxJKAkojwxvH6WHTKrn2muvDXW497qNgR3154ADDghGiXYMUF5F5J+nx+AcWB2N6RNOOGHZUuNZ8EiqUzrDwDN0zaqGh603lrqc87gYaPIyMiwFyzvWWGOVZVDxiJV+Mkh4rBhQcOvZs6fkvsLoo49ePCmIGCNKIuNns802C21RCgif+CEJlBX5O/3004NiqPs+JHV1hTImUvLO+8WIMkaNJcYeDI0BHg6ybZx41kgHGRoQPhS1ZWoTyQcffBCMWnLVWEY6xW9Cb4zP80SAjq1R+N3vflef9nPk4CFfSy65ZHF0mBdkqqoqEFHnrQVzFV1Rp9nWUZ/XRx7EWs8xNHmD6zTE5brrrgvkFTGt4+vjwOpHyMyZHBCcKQixsg899FDQ9euuu67LVgPiTTe3TDTmeNd5KJWfddZZixOIvhbMGQyZRv3KgcaQaayrMZ1jrTGdrjDnmgsay+R53wgg3+Zw8yGdWafiOzzYnoeAoLfUpUgzmeIk40lnTOFaxoG5DedQhsFma8loTWS8rt/RSiKZwlHImPLaagy4iD7KL6jbsX+B3DDKdt999zC3MxI51Bis5om//vWvgbf1r3xXj29z8k1IPFgk2yRKICgs58BGSD18S9QmX5MshWA5sFevXsFLIb+8Ag8cj0Vd3sTdP482y27fffct5LRHk7cUiVTH4ASeAMqHokQu6rK8KZZ/TAAIif7WaY68IDwCzvXXPRBECrVbt26hb9JWWGGF8tIFD7A9UeIGNRgYBhUvrjIGrTacD1b4KTPibunUs1CnZyVJ3z1H57zd7o2ycE4BMKYoYOnSeKydm+zq/nhODDDeIAaHbQmC5ylvYxBvoMNJuvu03cEz1zfHxvyDe+7eKAgGAJlIhTBgBG0psYcVXgxmJMCYsNwvzqoIZW588G6YfD27AdXKE2LytzJl9QfJNgb22GOPsr2FAWsCuvjii4vXkseH4WdCJ2MDqjvTuh4CdERVVc16tUaAx/maa64JxLiOazxadaTLG+P6d66NlrqHDjQGBM4TzqK6PAcI4x5BquMGdFR/PS/IZ67gxbRFjt4Tx1hA6JErW2cYxFY6X3nlFckDDXSwbTK8+Tyi5i9zM++qgKwZh40VMVaM98a4xnM6tDFdn2DKC96YL8/7RsC8aeXedhLOijrVfIQLeB7CdtttV7bt1emOjEJzKcclx6KtJLPOOmt5r44hZBVevv4F87V5nXyRI8acthpDSz1rLid//auTE8Y4oKM54OQjF5tvvnmINz5wDPEZ+kWgzck30sUiImhVVfXToi0YFJo8ApKHgFsKRG55OxsLURw8n4RFvC0plm14Jey1oyhsfXCUbnsDxUtwkAJxbRVsnUEgkEVkVL31kUFhaVAc7zsjQz7XjWGeeeYpe6J4X7s1kfLGtIGdI5EsZ9aqvAiS/VnOhyQgTqxdBEu9yI56eOY9D+cUM4OIN5Qnm+FDWdQD1X3DX17bUSgE578keG76s+yyy5YtO1Y/hrQ+E4UtQvUyqgmPp31I6+tq5Yw9ctd432Qbaaiqqux3JecDUtJeurG1iIJmoKnLVhTjl1fONi6B4UumrQqJtzzKe2LSUSZD50FgSO7E9jZjmW5nEPIwc0Y01kX38tKaU8STS7qMzPLMWRY3N0lrGTgfrPDw3EnjzdOm89YCr/HUU09dtplYqkdkGKbIUGv51e99F+Wk2//dsn6OG+TbWOClRJa8vIyA239uKwCiZsypY2DBXLv00kuHuda9mTd5wY0vgfNloYUWClsEGcDqo99bjnn9tI1HOnzofXjyppqbGdHSMgw+AjgR7uB5CFadOSjIgpeBreKQd9xB7TzjiLRn6ppOJfPO+xfIqfw4jPkP99BWY8DFOFQ4VtSjnUGZz4059XPMKUffO+qze3CeoV8E2pR8G5AGeGMzHrTtDXUcz7RB7qEKLHHLeBSOspbP5OUJZUVRMsghj7H89k3bxrHmmmuWv/BBsZikCaPlcXnkJQzKq2tQgzK14uR5cE6gGAAUDMGlqBBupNeWCHuubPtARmryScgZEYgtjwChrvtAGRJ8ZNb91vGDcqS8tbHhhhuG+3ROaVLolKr0QamnzqOfJiX3pA4kxz2b1Bg52uCB1Ib97ldffXV4FlYFrG5UVVVeBLESUOf1HN2zQac/PC9eSnIOS4aT9mHA02PyrNPF86K71o6VBF4CuOuXOuEs36AG8ldVVdk7p49k0QQ2qOW7Wj7Giq1NsBKMP2+zU6QmYHGWt3m5PD+GF+JRVX0MbZ5r3jRL5SYVXkiEh2FnpYZn0PYlBpZnKZjoBbJCdsQJxpjxQna62nPI++0XAXqpe/fu5f0h25UQUh5BBprtH/TSc889V/bI0t9qMN7tlbbKSo+RKw4aaS0DebaN0DI+OVeHecbS+g477FD21CJJ0gRzlXRbDM1B9kwbI3Ql5wSPoLFUtyOP+o0R5c1ZVoLs7VV/TWal6aN2jQu6Wb8FfXJP+lrX68hh0jjPiDNu6Fm607UgjhdUXcLYY49dXtpEwhE9bXOwMCSMUVsYeC95yxk90s2znFC22dAFxrg5BDmsiZu2MvRBAA+AdZ+rfn/Ni56DPALeQla8y8aoMQ9aueUE4wzBRXiv8QdzonNGH/ln0NX6tW5J3fhBfe1IfrTVGLSLtyDknjMjdaWVViovetLpytXBVmB5BKms5pYAABAASURBVNtfyLr7MLeSB/G8++aJukw7Ow737rQp+bbPx7JI4115CMhZHUdBUCq8t4JraRtuuGHwajgXXFu+I4T2SssrmOilU1zqYaWzvikL2xvkEewZblQ6ygwsWD6r+0O5MwAQb54C94VoqNuSCqFVn2vGBIVIkboWGAXS7SG3V9a5QGEhhJb2B7d/ylP46hcMOnGEHF6IrOvBCSYwdV1wwQWhbvfseXljX7zBqD7E3LYAXg/eSZODZ8NgkU8wschrAjIpuT/K38uTJhCkuvaeMBwYXdIpeOnKatfR0pUJRXsmNQrMC50MHumDE5QxSeijSXhwyna1vGST8oaV4CUrGFi29jzE8cAZF1YkTMgMJnkEMilPHbxoKY63r45DSCh6+QXePaGq+hB4cYKtKeTReYZEAHG0vF7LEUSQD39Zge6vqqr8BRT6BBGQLnRvIuxW7ZBkJEFcY0AyrcqIo+eRB20g2uKQfjpf+7YESBPMC9Kt4iDQ4gTvuYi3t5czwnkdeOTr+tUpXnnnCBHdqw7BPUmvg3SrusaiOO0gys5t2TSunNfBfEDPtiRedXrLozYFOpq+V95WFaRa3rrf9TwpHfFSRkDSGdfyZvgZAQ4kjoefYwbtjKzAVbDaoZT5kqFG7smjeVY6mbeligecs8qzkV/ARep53PWAgrnbC6DqtL1FXlzFi5zO62CcyCPwkJufpemza/E4lLgMrSPQpuS79SYythEBJBOJbKlYG/PkeSIwzBD4BQ3xvCBDv6CKLJoIDFcEkHRbnhZYYIE27Yd6OYCGpp7n+LAlhcHM85xexjZ9hB2uMs4w2/tqB2WHu4Eu1uEk38P4gSPftmxY+hvGTWdziUCbIsD7jQC0aaVZWSIwDBHgTUaQLa+3ZbNW9WqPcVvW21iXPjMarDAO7bYa223r86yvbRBAvunjRq9329SctQwNBJJ8Dw1Us85EIBFIBBKBRCARSAQSgUSgFQSSfLcCyvCJylYTgUQgEUgEEoFEIBFIBDo7Akm+O/sTzvtLBBKBRGBQEMg8iUAikAgkAsMEgSTfwwTmbCQRSAQSgUQgEUgEEoFEoH8IdKX4JN9d6WnnvSYCiUAikAgkAolAIpAIDFcEknwPV/iz8USgNQQyLhFIBBKBRCARSAQ6KwJJvjvrk837SgQSgUQgEUgEhgSBLJMIJAJDFYEk30MV3qw8EUgEEoFEIBFIBBKBRCAR+BmBJN8/Y9HaWcYlAolAIpAIJAKJQCKQCCQCbYZAm5LvCy+8MI444oi4/PLL44svvgjX77zzTuns7bffHm+99Vb873//i6uvvjpOP/30uO6668r1mWeeWcope/3118c333wTV155ZYk75ZRT4ssvv4yPPvqolHN9/vnnlzbU9cMPP8T9998fTz/9dGknfxKBRCAR6DwI5J0kAolAIpAIdDYE2ox8P/vss4VMTzXVVDHhhBPGiCOOGMcee2y89tprBbOrrroqXnnllfjss8/ihBNOiI8//jjGH3/8uPnmm+ORRx4J5Q466KDmuGeeeabEIfHnnHNOvPfee7HrrrvGd999F5NMMkmcd9558fzzzxfy/p///Cfefvvt0k7+JAKJQCKQCCQCiUAikAi0AQJZxVBBoM3I99hjjx233HJLPPHEEzHPPPPEqKOO2t8OTzfddLHWWmvFbLPNFjzjk046acw///wx8sgjx7TTTht33nln9OjRI9Zbb73Yc889i2dbZdI222yzWHDBBWOJJZaIG264oXjEEfzpp59elgyJQCKQCCQCiUAikAgkAolAu0Wgzcg3L3bv3r1jsskmixVXXDFeeumlGGWUUcr2k6+//rp4qH/88ccCBK/4CCP0aXqiiSaK448/PpZaaqk48sgjo6qqGLuJyNtewjv++eefx0knnVTKjTTSSMWj7gL5vuSSS+KBBx6IKaaYonjMxWdIBIYSAlltIpAIJAKJQCKQCCQCvxiBPgz4F1cT8fLLLxcS/eqrrwbP9q9//etYdtlly9aT4447Lp588smoyXc0/OO1XnTRRWOdddaJ119/vWxHmXPOOePWW2+Nww47LI455ph4+OGHG0r0OUXyZ5555rIvfJlllukTmb+JQCKQCCQCiUCnRCBvKhFIBDoLAm1GvkcfffTigZ5pppnKlpIJJpggNt5447J1xPaSgw8+uJDyccYZJzbYYIMYa6yxCoZPPfVU2E4y9dRTxwsvvBC82bagbLrppiV+yimnLJ5wHvLddtutlKl/eL/HHXfcmGGGGeqoPCYCiUAikAgkAolAIpAIJALtFoE2I9/jjTdeLL300rH88svHLLPMUm7Y9hHXPNsINeJtLzjPuKNM9ofvvffexfPtL6BssskmZb+4eGV5z20rGWOMMWKOOeZQJOofL24i+La31HF5TAQSgUQgEUgEEoFEIBFIBNorAm1Gvof0Bm038ScDP/300/InBWtSPij1ecFzpZVWGpSsmScRSAQSgbZCIOtJBBKBRCARSASGGIHhTr6HuOdZMBFIBBKBRCARSAQSgS6HQN5wR0cgyXdHf4LZ/0QgEUgEEoFEIBFIBBKBDoNAku8O86iyo60hkHGJQCKQCCQCiUAikAh0JASSfHekp5V9TQQSgUQgEWhPCGRfEoFEIBEYbASSfA82ZFkgEUgEEoFEIBFIBBKBRCARGDIE2o58D1n7WSoRSAQSgUQgEUgEEoFEIBHoMggk+e4yjzpvNBHo3Ajk3SUCiUAikAgkAh0BgU5Dvl977bXw98LbK+jvv/9+fPDBB+21e9mvRCARSAQSgUQgERhyBLJkIjDICLQp+b7jjjvi0EMPjbPOOiuQzUHuRYuM33zzTVx++eXxxhtvtEjp/+WRRx4Z//3vf/ufYTinXHnllXHNNdcM515k84lAIpAIJAKJQCKQCCQCwxOBNiPfiPLBBx8c008/fXz88cfxzDPPDPF9jTDCCPH73/8+fv3rXw9xHVlwOCKQTScCiUAikAgkAolAIpAItIpAm5Hv119/Pd55551YbrnlYuutt4755puvNDjttNM2e8Gnm266EnfZZZfFmmuuGeOPP36cfvrp4XqCCSaIMcYYIyaaaKK4+OKL44QTTijbSL766qvYZ599Spp0pH7bbbdtvla+VNrKz+KLL96c74ILLig5zj///Nhqq62ibk/kSy+9FCeeeGLMM888Jb/6xV999dWx8cYbl7gLL7xQVDnXj4022qj0r3fv3tGtW7fm+JKp6eewww6L3/zmNzHJJJPERRdd1BQT8eabb5Z8c801VzzyyCMlLn8SgUQgEUgE2haBrC0RSAQSgfaMQJuRb8QV8V5kkUXitNNOi/feey9+/PHH+OKLL8oRCM4dv/vuuxhttNHi+eefj5VXXrkQUdsyHnvssUDWEfOvv/66lHvhhRfK9pN33303Pv/885K+7777xu233x7nnXdeHHjggapsNSDxt956axx55JHx8MMPl/J1vxBupH7nnXcu7VxxxRWFgPfu3Tt43u++++74/vvv44knngiGhX4yKK6//vpSz+ijjx49e/YsHvpevXqFdlZdddU45ZRT4oEHHohPPvkkXn311VJ2tdVWK/278cYbS1nk/6677go4lIT8SQQSgUQgEUgEEoFEIBHoDAgM9B7ajHxrCSnmLeadRsARaPGthfnnn79sKxlxxBELyT377LPj6KOPDuS9Mf/LL78cM800U8krHoHn7T7++OPDHnNxrQX5/va3v8Wpp54ad955Z9R94bVeaKGFSn3du3cPhF/5ueeeOyaffPJAqn/3u981vxzJoBh77LHjo48+Kv1cYIEFZI+lllqqeL5ffPHF6NGjR5xzzjnFSJCI4PN4jzLKKC6bwwYbbFDOefxHHnnk+OGHH8p1/iQCiUAikAgkAolAIpAIdA0E2ox88/by/v7f//1fLLroovHZZ58VsjrOOOPE22+/XbzBCHFLWHl/RxpppJh99tkLod1hhx36yvKrX/2q7B//8ssvS7y/aGL7xnbbbRerrLJKiWvth5f8kksuCV7v2vMsn/L33XdfqO+ee+4pe9TF2wbCUy3+ww8/DP0WXwcEnKHgPsXxdiPYyuj/4YcfHmONNZakQuwZDV4cLRH5kwh0VQTyvhOBRCARSAQSgUSgLwTajHwjz5tttlnxHO+5556x/PLLl3PeXl5lJBjR7qv1pgseYHvF7RNHkm1fafxLKcryEI877rilPqT+t7/9bdmfvf7665dtH03V9POf91q6cvZw20oik5c4bSURf8wxx4S92eJnnnnm6N69e/F+I/w88+LrwIt95plnBq857zhiveKKK8YMM8wQvN9jjjlms7d84YUXLuTe/vWJJ5446v3idV15TAQSgUQgEUgEEoGhj0C2kAi0RwTajHzzCtufzbP8+OOPR01ed9xxx0JEbcuwdQMISPbmm28ePMaffvppfPvtt+WlS55z5NZecETXXzxBak866aSyd1zdU0wxReyxxx6lzueeey5uueUWVQbPM6JeLpp+qqqKf/7zn2VriP3dRxxxRHnZsaqq2HTTTUt9+ov8N2UP/ZfPXu0DDjig7PtGrm0pkS5MPfXU4QVQ/UDckfAJJ5ww9Fuco7oR/aOOOircm78Cs/rqq5cXNxkD6rGVZYsttgiE3nWGRCARSAQSgUQgEUgEEoGugcAIw/s2ebGRUSTaNhF/CcSLjUOrX/aP+3OIjfXbUmIv96ijjtoY3cnO83YSgUQgEUgEEoFEIBFIBIY3AsOdfPP+2rt9yCGHhMAjPjRBmXPOOWO22WbrqwlbUJZYYonyF1j6SsiLRCARSAQSgbZBIGtJBBKBRCARKAgMd/JdepE/iUAikAgkAolAIpAIJAKJwFBCoD1Vm+S7PT2N7EsikAgkAolAIpAIJAKJQKdGIMl3p368eXOJQGsIZFwikAgkAolAIpAIDC8EknwPL+Sz3UQgEUgEEoFEoCsikPecCHRxBJJ8d3EByNtPBBKBRCARSAQSgUQgERh2CCT5HnZYt9ZSxiUCiUAikAgkAolAJ0fAh/l8kO/111+P77//vpPfbd7ewBBI8j0whH5h+jPPPBN33HHHL6wliycC7RuB22+/Pf773/+2705m71pBoGtHfffdd3H99dfHwQcf3OGA0Ofzzjsvvv766w7X967Y4Q8++KBwgVNOOSXefffdrghB3nMDAsOFfL/88stx6qmnxueff97QlY53+te//jXuv//+AXb8/PPPjzfffLPkOe2002KZZZYpYc899yxf2SwJ+TNUEfDFVF8Uhf1xxx03VNvqDJU/++yzsdlmmxU5/ctf/hKfffZZuS1fe4XhqquuGk8++WSJ8+PrrvUXZK+99tpSTj5BOgPUl19dK3vDDTeIDoRdnHDppZfGjz/+GCaovfbaq9Sx0UYblXx+evbsGcsuu2ysvfbace+994rK0MUQIB/kgLwIb7/9dl8ItEyvE8kLufExtyuvvLKOLkdwl5FxAAAQAElEQVRfV/aBt//7v/8r16+++mpss802Rf7ojBLZ4of8kuPG6P3337+UWWONNQrBakxrPH/llVea699yyy0bk8r5Aw88UOpxfyussELoj4T99tuvxK+55ppx5513iorpppsufJjuyy+/LNctf5By960u4emnn26Zpa9r400+X6V+7733+kpz4cvS0umGek579NFHAxbifYlavgx9I+Dr3rfddlv4nojn4WN+X3zxRd+ZWrnyBW+4CmS0zvLwww/HWmutFfS0OF/S3njjjcP3Usi6OHLEOHPev7DhhhsWmVK/r3P3L5/4I488suTVf3WLawx1uvnCl8Kl0eXqFi677DJRrYcuGjtcyLfJnOBQfB0Zdx8F8tGeAd3DueeeG4suumicccYZ8a9//SsIocDwoOQGVDbT2gYBHtl11lmnYH/BBReECaNtau58tZiwyaqJn5yOOeaYZYK3ekPpiqPkyTWvIQTgO/nkk8dEE00UJu2FF164YC2v9E8++SSQm4suuihMRH/84x9FBzLEGDrooIOKMU4f8AipS1nnJh0G7o033hgXXnhhbLfddiXvO++8U+rIn66DwAsvvBCnn356CUjuUkst1dfNW8pHWMjOIossEkc2EQbEVNw+++wTZBYheeONN/oqN/LII8f8888fP/zwQ5x99tmF1KoDUT7hhBP6yksOzzzzzHjsscea442N999/v8g8YkpOP/zww+b0+kT/1D/DDDOUvL17944TTzyxTi5H40c6p416fv/73xcjFZHRJyRLvPqXXHLJ8JG6UrCVH+199dVXYYztu+++seCCC7aSq0/UYYcdFsa6NsTA2bEO+m3Olj7ppJPGMcccE+rmRGNYi99pp53irrvuqovk8ScEyO1bb71VnpVn/tvf/jaEn5L7e4At+dh7772Dt1xGhtdZZ50VHEoff/yxqLjuuuti3nnnLc/E/EZWOPc8j5KhPz+PP/54+bDh4YcfXpwt/ckWN910UzEoPePVVlutyOxHH33UnN1Wmqqq4uKLL44pppii6Gm63HjDkcgW7tNcIE8KAsOFfJeWG35YgbvvvnvMN998RQkecMAB4eH97W9/C9428QsttFBQopQcIiXOg37ooYfCRMzi8pVKxICAI7byIAJHH310UMI8auJYjU899VQp96c//am0a1JHiP/zn//ETDPNVOJ4Pgi4OFb/YostFvpB8ejfhk2W4yOPPBLybLLJJjHPPPPE8ssvH7WHwaBYaaWVYpxxxikDhAIbbbTRypc0DQxeC/vAxFPa3bt3L/evPfUbSPo7xxxzFMKB7PAuqNPkop/aboAyT1tBAF7kAPZkhqe2lWzDO6pdtF9VVfzmN78JkwUjxeSODI8xxhhFbsVR7lNPPXWMMMIIhbDwbJP9kUYaqVzzisnnWN8UAo6wGBsIvvipppoqjEMTCVlW35RTThkLLLBAMZDkM9Hz/iEkv/71rwMZGW+88QL5UEeGroMAYvfnP/85JphggqC3yRI5rREgf1tttVWRHV5xMvWrX/0q1l9//Zh22mmLvJJlc0FdpvGIfNOnnCWjNelpRJfh15jHHGM+MR7qeOdVVZV2ybw2lK/T6yMybBzQ89J5mhm0dXp9ZHQiRua7qqpC/dKMKffbWv333XdfcfLI1xiqqgqe1j/84Q9le4p6YWReEdzrVVddFYxcK7n6ZW5heDTWY5Vql112KTpAOsJlPtJX9SiHhD/xxBONxfK8AQHchQNi4oknboiNQm4ZknAU8BPyi3STJ86NmWeeuZRhQCGyjeSdYwMHMh7oa8bWgQceGIxKhcRzpjhvDFXVRzYmm2yyMjbsSPj73/9euI9+0MPaorfXW2+98uynn376qKoqGudQOnv77bcP+pkDpqqqMg/gT7gdT/3cc8/d2HSeNyEwQlMY7v89NISaVYUkGcC1ZUVR3nPPPSGN4I499tjFSltxxRVjlllmiXoZkVIjcJavKcwJmhR0r169QhlKTKBgKDz75AjRUUcdFZbx1E+hUr68cMivOBO8/YAAImzaQpQRbkpQvCAPgswqpcgsB4pH0pFyZAWxIJjiBQJvsjBokH4D0nImw+OKK64oy/qMD/e59NJLl/uwvISUu28eGAPWUX0ZBo6A529pun4+Ay/R9XJQ3sYgr4XxRHHCa7bZZisvCe26667Fs8GIIdNk0gSB3FRVFcYVskCGKWyGMLlHnq+++urgBTEmTdy8M4xeCh7JVh9vmrGnPEJvDJp46AReFBNLvazZ9Z5O175jurJGoJF81HHGNmOO7JhT6jmkTucx7NatW9C1dVzjUXm6uo773e9+V58O8GhseInOeOFtZ5hqv7VCA6sfkdE/27e23HLLMP5mn332UL+5wTzVWv3GSmtbB3j5jRnOKOTYWPr3v/8dxpigDIcREh3Rp8c84DVx6xMTfe1RRvakmy8b72f88cevs+exFQToStGIdSPeiy++eHnvwPMQ8BP8hSFIljknGG7Kthboa8bPbbfdFpNMMklZZbQag994PvQ37tKyLG518sknB8cng3DyptXLfZtWSPRBYOwyyPSDvlZeO/2TbTzGthdEm8FHl+s/o5EDsr5/9WSIaBfkG5E9/vjji1cLsWxUrDzNHpTJntAKlmJczzrrrJJKmHDCCYPwuEDEKTACQFB42HiYLSGONdZYse6665Zlw1deeaUsMSojUNbKEGDXvAK2yDhHKhATwkcpI+PiBcJJuCgk14JJgJLicVAnC1DfpQmUqT1g6nJtgKgfCaHUXnvttTJJUOwGlwGiPp6cOm+3pokkBRp6Aw8UCbkxQfLsDrxE18xBnkz4lC68eD8QcUalLVaWoxFm1xQy4k2Jk0WIIQEMWMFkzBDmrbbSIw4BsFplfKgDEbekyvA0Jkz8DGR5jQ1LndNMM03svPPOgYQYT8aBsaK9DF0TAaSiqqqySlMjUFVVcEiQHYTGsU6zJE6uySEdWscP6KgNOnpAeaRxvsw111xlOZ63ksw3GgrytBbU31IXkW/9FlZeeeXgCLKCitAYjxwy6m8kb63VXceNPvroMeOMM8bqq68e6jTX8mBz6AicO/pf53c05xmHzlsLSJZ5tGUaz+7YTc6xlvF53QcBnMXzs6LCgOoTG4E02zfveQibb755MXbwEM/Mir2tTv175p6xZ4rX0McjjjhikHGc5/LLL6+b6efI+YdLWEXSDrLMwaEPgndscKbGglYj6V5lG+Odq4Os2cLlmgyJ877CNddcEzzr4jP0QaBdkG+Td1VV0b1797Jv1DJzn+5FsN6cE1DeMwKCnBIMS1/SWgZCyztNSfCcUVYmclY/hUZRIt5IAaGoyyO+FA9yIM7+wJrgsxzVh9jzojcaCITMC2j6ppyAWFjudI6Ya9PWFdcCMk3xIfOu9QNBt3xo8FC2lovcswkFNo3kXpkMg4aAZ2f/HCufUTZopbpmLkalFRwyy6BFPhiNxhDFzjNn1cYkbhySe+OmtUkXoUacG5E0dkwWxqVtVVaMeMYZvuQfEdC+MpR1TU7kMw4of2PPRCZPhq6DAJ1oqx5nB9ny7gDHRo2AvbWcOK7JLO+hc95oHjlEopYn8S2DlRfOmlr+zjjjjKC3W+ZreW0rB+JpvJB3pNqc1jJfXT9HgDSEakD12+qhPsv+6jdOXDtvrX51tgzGpW0ixg5CBhMOCB5Jwf5xhgqjmYdceV5TY9p5HWDvpWrX+k8PIGDmPkaNeFsibfVxnmHQEeBg5ODwPIRjjz028BVkWi2eNyItznX/woYbbhjbbrtt2RbCiYnv9I+wqwOfsI2FbNDzuIgVEn0QOD44S6addtryLoQy9De9b5y4roO2OGes9NdjcoMNNijJ9DpjlCyWiPwpCAwX8m3yJRReuOJdNrGzwOzX7tGjR7C6CIYe8jizpEy6tqbwpvFke9mEBwyBlhchoAyU8XatpW95LN3x1LHUWXjdmwg+JU2ZINdIuvrtWUI8CD4BFkdpEyh18qrr3w477BCIs4HAenUv9lPZDmJPuHNKk+d63nnnVbQES+w8d+oVkAn7q0pi0w+BhgcPDeuYknTOYyG/dgmx/a4GSlORkMe18wytI2CSYqTZl0yuTEQ9e/ZsPXPGBgLBM2NskDvL0sYG7wVjUBxZNEZ4QHr16hUwraEj5/II5JfxyvtinIu7++67gxFqHNZtMKTtc0QsjDN/OULeqqqCRwfB94KdOMuhxl9VVXWTnfGY99QKAuSMbicvtvTZmoHokgfbksjOgw8+WN6bYdhxaEhHxMmdFUTlvUDWSvXB6eHdIcSerE3bRDroX/p8t912K0WQePMIIou48Ebb24pcKGNcmHesBFnC5/krBZt+zE9bb7118WbLa26znfK2224L9dtawHiQJjAupNujzdgVZy6jx8x3TVU2/7d3vKVjAdnnSTdO64xVVZW9wAhSHdw34o1Ua8P2G3OdOddYhalxbY6SzihGDBEwZM18JZ5zg7OobiuPfRDgDOQw6HPV76/n5BnVz8N5VVVFr8IV1l7Arao+7xVwIFqhtDrJK65GupTXmoHmvQTnjCV/ncSLsq0ZRQjzaKONpnhzwKXqfjiSWbyLvOkLg5FTkdFlNdJWQg5D92hLoTFhDHGmcC4qgxMxfNXR3FCeDJ9tJ6xmBIhCNLnbd01psbhdU1A8b54PQZLPXjdkW7D3TRyFwTLjzfDnoRotqx5NJF4ey3ZIsPoIijiKG3FVP+tOHA87wo5suxYoIHkEwkspU/i8BOL23XffoKAR8H/+85+hDC8rIk7piZevDv/4xz9KHvkMHIOsTrPvzr3bs06QxZss5BUYApQdxQ8T6ZaqlHOeoXUETJKwhqFgouMhaD13xkKAEUnO4cUjg5CLJ5/iBGOKQcMgZAxLF3jVpAtIgjgvvNZljXuKW3zjc2Ekm4QQcMvsypN5+SxlIlPibHupy0vL0HUQIB+INjkQ3DlHBOJBPyOR/pyrNJ67xnRxgvmAp1daHRjo5Mo1fc5olPfQQw8VFfQwMuOC3EsTeMgRb/LISy7OeyXknXOJ0d9SP3My8d7LW9fJqHCu/+Y+aQIjV5vqt19dnPqRGfH6x2HkXDwcnNcBsTIeOYrquAEd1S8gUeZU5IvxYE5Uru43g4MTTByypYzAQBaXoW8EeINbylzfOVq/8kcY4CrUnIMzo+Ys4jkqlDYuyKlzMkz+rSIivFYmGHDSGgOZl94Y9/N532f4kfaslPCqSyUn+Ii+1fOFPHgZvoU/uRZqzqJchj4IDBfPd5+mB/6LJHmwA885dHNYGuSVZgUOSks8GgSvkVwPqJy6KeAB5cm0RKC9IcDYbVy9aW/9y/4kAgNDgI5GjujggeUdnPTa6Gc4Dk65wclrbuT55DSydcALzoNTPvN2DQTwF1yqa9xtx7nLdk2+besYVKt9aEJuycj2Fp6XQWmHp9ASYFUN2tK4uieYYIJBqTrzDGMEsrn+I0BmLfX3P0em/ka/nQAAEABJREFUJALtGwHeZs4S5LUte2qF1svybVlny7r0GbHiFOIRbZme14kABKxMWjV3nqH9INCuyXf7gSl7kggkAolAIpAIDHMEssFEIBHohAgk+e6EDzVvKRFIBBKBRCARSAQSgUSgfSLQcch3+8Qve5UIJAKJQCKQCCQCiUAikAgMMgJJvgcZqsyYCCQCXRmBvPdEIBFIBBKBRKAtEEjy3RYoZh2JQCKQCCQCiUAikAgMPQSy5k6EQJLvTvQw81YSgUQgEUgEEoFEIBFIBNo3Akm+2/fzyd61hkDGJQKJQCKQCCQCHQgBH17yMT5fiaw/jtSBup9dbWMEkny3MaBZXSKQCPyMgL9D/OGHH/4ckWeJQDtCwNctfR3Zx3YGp1vtIa8++3LgJ5980h66k30YCAK+E+JDSC+99FK8+eabA8mdyZ0dgeFCvr/66qvwOVJfdVxwwQVj4403jhdffHG4YP3QQw9Fjx49ghIeLh3IRoc6Aj179owZZpghFlhggVh11VXjueeeG+ptdvQGPvjgg1httdXCxzuQ5y+++CJMHPPPP38sv/zy8eijj5ZbvPTSS2OmmWaKueeeO3zt8ptvvinxfnxmWN7RRhstTj/99Fh44YXDeD/xxBMll2D8zTvvvHHkkUfGDz/8UMbh8ccfH4suumjJe95558Vnn30WO+20U7n+4x//WOqq23n77bdjnXXWKc/1+++/L3XmT+dE4McffyzzBhm86KKL+rnJ7777Lswps88+e5EVsvPWW2/FdtttV66N/2mmmSbog8bCY489dtx3330linfSfEBflIgWPw8++GD4ejE5nmyyyeLVV18NY2WttdYqbSyzzDJx1VVXRf9k0ae2l1566TJedthhh6jluG7mkUceiZVXXrnUteaaa4Zxpz4f1NGmT3tr4/XXXw+k20fo4FKXbzwq+4c//KG05YM/p5xySmNyX+fqYyhrQ/+My8YMcKn7YBzfddddod1LLrmk1A+vs88+u7FInv+EwL777hvnn39++FgfWRtzzDFj1FFH/Sm1/wey4gNQvmS60UYbxaeffhr07XzzzRdLLrlkfP3114XEb7XVVvHyyy/3tyJt+9KqZ+tz8DfccEPRtS0L0L/SPH95F1pooXjnnXf6ymZMkXtjadllly3yX2e44447wgcDtVfH5bH/CPxC8t3/igeU8uSTT8aFF14Yp512Wtx5552x4447FkFS5qyzzooDDjggTj755KJ4EPV77rknTj311BJ/9dVXF4V18cUXl0lZmUcffTTuv//+IlB1+csvv7zko6AohX//+9/Rq1ev6N27d6lHG59//nn4Qh/i8Ktf/aoIsnjh9ttvLwr0448/Ln2t23/hhRc0maGDIbDFFlvEbbfdFuTGBNzBuj9Mu2vMGS9rr712c7vGCgyNC4oXCTH5ymcs33zzzWWcPP30081lTjjhhFDHAw88ELfcckvIY7yrp85knM8888yBoItT7xNPPFHqkhepMQlJ8/wQcwSl9hxdd9114ettE000kSwZOjEC5A0JRCT6d5tTTjll0Pe17Ew44YRx9NFHl3mG/ie7c8wxR/+KBxJKlpRrmQmhVgejVP0Mwn2biNUVV1wR+iRu7733jltvvTXMGy3L6/9vfvObQIJvuummuOCCC+KNN95oziYdMTv00ENLfx977LF46qmnirF7/fXXB3Lzj3/8IxZbbLEYd9xxm8s54U1Vznlj0K/LLrusGC3Ivvur50jznDLaOeSQQ8o87B6QbHqysR5zNcNX+iabbBJnnHFGmW8RMfeizr322quxSJ63QID83HvvvTHddNPFeOON15zqGR9xxBHNvIRzAm/Zdtttg3FDnl577bXyDMmLZ9WtW7dCfDkxEepJJ520GEP0Jz377bffNtfvhB717BB1MkxePP/GwJFBxnbfffcif4wxz135xrD55psXLqVt7UrDi+jylVZayWWGQUBguJDvZ599tngiWUn6SEGw8HjHkGhk2CR+7LHHBiJAWbHAxB911FFBSEzmrHMea4qJh0N51qF8hFD6Rx99VJQdS3OSSSYJlttYY41VrPWRRx453n///aA8KUseeGR86qmnjmOOOSaeeeaZUN5gkFe5gw8+WJczdDAEKBEeI8qng3V9mHeXV4sxymtdN26y4A2h1HnC68nf+LSc6nPaxg1ypMzjjz8ePmssUMwmj+WWW6549YxXeXjGeeR4Kl0Lr7zySiDbvNm8Ow8//HBos6oqyTHGGGOEtoz7//73v/FkkyG/+uqrh/FZMuRPp0WAnG244YZ9EZeWN8sDuOmmmxbPoHmiMR2hZKghP43xjedkkdyNOOKIjdHlHDnm5Z5iiinKNQ8wI5D3uqr6yKc5wtgRVzI1/FRVFdNOO22Yh957773iHOK5rrNUVRWMB2PGvGQuQ9brdOOAZ5LxoI063lG74p23FvSzqqoyfty/OVJQhkfWOONRVZYXm9fceR0ebXJw8YS6NldbjYLRnHPOGQwGpBAhlJ6hdQToRKuD//nPf4LuqnN5xuTO8xCsJHr2DCXPiszyftOtDMN99tmnOCbVQf8u2rRK6Fmob/zxxy/eZ2PFdWPg2VYHI4Ae1VZjqKqqeNfJp3L0Pd7lvDH07NkzzKXbb799czQHKtLOGGuOzJMBIjBcyDeBISwtBQR53nnnncM+Nt4xBFrveSpXXHHFEk8wCYSHz6LnkbP8YjmOUBAIyyEHHXRQ89K4MrwVlBoPG7KtToRc/QKyb4mOp85kTikhDNIoG0uBf/nLX4pFKC5Dx0Fg/fXXD7JE6ZkUTzrppI7T+WHcU+SCZ5n3a6SRRuqndVt2jF/L+1VVlS0fJmvk16pUXcC2AMv9rm0HMKak/+1vfytebd4Zz4MXRZ46yLvuuusWLw9PmvGMtPOGG7sm+Jq8r7HGGsGbZyKpy+ex6yJAXnlhrc6QocUXX7wvMPbbb7/YcsstQ76+EgbxAvmmP+rs9fxhbkHsjQHzEKJa5+nfcbfddovLL7+8kOHW8vBI8obWRF+e559/PhinyJbrxsAY5hFvjHPO02rMIG/G9dhjjx0IszlWUGbiiSduXnlWxn1UVR9jwrVgzDsK8Gucu+kM49qYlt7VwqDery18nIb/+te/Atmuy00wwQTRvXv3wm88E9uqqqpv/Ok+mNvyRMbJx4EHHliqYHjtuuuuUVVVId64DX5VEn/60SZ55ci0cqFNbTUGbbQm3z9VUQ5rrrlm4EpWHDlVcC7bTPAz/Kpkyp9BQmC4kG/WmwdXW9e8yx9//HHxaLHM9Jx3jcXnvKqqIlj1OSXIKuMFoOhYiRQMC9yEzkPAumv0clZVpXj89a9/DUrN/lXLMCWy6Yfg8TYg8gTQsk/L9quqTx1N2fN/B0KA0jJhCJbSeG06UPeHaVfJvrFp7PB0OT/yyCPLFi8eaduvrBDx1ugYMoMwW3kyuVg5ci5Y4pfH2OKphn9VVWWc8/wxnHkPDzvssBBuvPHG4NGTVznjry6DcBvX9ubyTBrfvIaWU/XBEj7DXbkMXRcBpIPMIJhkrEbCVhSeXY6YOm5wj1VVlXnI3KCs7ZNWexBfnmNjx1I8ojv66KPL0k8w1x1++OFhC4fx1TKDui3fW2liXNbp6u7Ro0fZv15VVR090KP3KXr37h3GKHLEQ+0FU20LyBej2GoS77gKEXxztPM6SFfWtX3uvKPmYd5Zq8HIIOylZ2gdgaqqiuEHp6r6+RkyWjgMPQ+B4UhOGEF4EL1H1jgHq6oqq/GMHaRXS8iwZ+i8fwHvUY9VTeTc7gNtNYaae9HL6lEvfe68DlXV5x6MMUYg7mU+Nb5c2xZITmvHZV0uj/0iMFzIN+VkMNtvtv/++4flZw+LF8sgFmdPWaPyadn1ccYZp7wAtueeewbPmHTlPXzlBYpBfGPwZ354vi2PIOt1GoFkGdqzZ1mHEuTFqNPzODAE2mc6hcNIIw+CpT9e3fbZ2+HfK3td7dW2908wYRtXxhIvGUVL0SO7ljGtVsF1jz32CHsU5bfHm5FDQbsjJNzKg3zyG2s8Jb169Sr7WJFmARFA4E0MPZqIhrFoBcykb2+58raAIVG2qtkLqY/6S1cg8NrL0DkRIG+2HXKaePHMc0cUrLKQTx5YMiIguLU8IBW2GyIgA0OGfrDd0Z5YnkVySx6914A08Viec845oY2ePXuWdxqk8yyKs0fXqqy5hbHaq1ev5ib1n/ybg/S3Zf3SedC1b/6Rftttt5XyPKYMWl7REtHix2qwP2PXIrqfS15u9Rs3AoPXnmH713fZZZdyX9pE2ulO/bGVZ7PNNov6Hs2fPLUMAiTQeGd82IuMmPfTaEYMEAGGGKPN8xAQWUYiB6HVQ1tVVECnknHy53l4luJxHnrXuf3jPOOenev+BUReW40B0bbNhXyQZasm5kpjgdOFAccJIk1AzjlC9IUuFrbeeuvo0aS76y3F/Ws/4yOGC/nmNTPQCZ1BbvATBpOvSVic5WjLhpaUTazIsgdmMrZvzrmHTiEg866Vp0SUFxB8yyssfR41eWwhkWYLCUFjwSMXPBWUB2HSrv1LFKjy8tblKU/1ZOgYCPB6kx3PXKDMELeO0fvh30tk1zji3TNB2IsNR+O1qqryoplrW3s22GCDsheRt9w4g707MDFYFkUcbOuStx5P0o1/QX7L7Maeyd1YtsxJBzCEtWPJdOmll1asOWiLXlC+OTJPOh0CVVWV5XrbkcgBmfDn9hhzZPRXv/pVkBHB3nDkBQhWULyoOCjj3moK+WLsmVfsoTVf1fLOaEQwtKEfjtJtU2QUWjFCkrSLiCOuzoWqqkLdDANeQvWbX5Sv67edS7o5SLr5SVlznvdWjAXXLQMixChujOdMQtzs6W6Mb+3c+Nt3330LfrZ6zTvvvMHYgK1tDVaokHvx7l//GdfO4cDAtn/YnNla/V05jhzCa3Ax4NAgx5wesB977LHLi+meledA9skjrzmZYbwh0wzIRl1Il9K7A2tfffqqTfUj0eTO82cMqNMOA2mC/kmv6yUPtmANyb3WdXSl43Ah3wCmEAgFJcPb5cGLt51EHA+DZRcPFHlCjqVTBvUApyjlp1ylCa6VFwiNJW+KjSKRbjlSGuFRv7JIuDT1SRO8xVtVVVkGbyxPwcqboWMg4Ll7fp6p0KgsOsYdDN9eIgDGiWVwkwAMBWO2qqpANFxbvqSceeBs3UK4G3vuxUr5EPCWBALBEOTXFkUvryDOOFbOtQleHvF1kE4vVFVVR+WxEyJQVVWQM3Ig0MXmDSScDNDl4gX5agjIG3JcX7c8Wtonx+Kt/CgvcA7x4JkXtCHdPGRMSNe+OOnIqTjjQhwCxAhFZFwLVVUFQ1E+Qf3kXnn1V1VVXlKWJkj3AqaySA8Zd14H82D9Uqk/EMDzWKc50n3+khAS7npgQZuCe4Cr8aw840BZBFu6OdS8qv4aC/FIF4Iob4afEeBQYMT9HDNoZ54vXEozYqoAABAASURBVAUcSCnyR7d6plXVZ4+3dNuffLjH9l0OC89GfoGBx6vtfGDBjoKaQ9XGKscLvUseGudS/WisT7p+Dsm9NtbTkc8Hp+/DjXwPTiczbyKQCHQMBCh5HhEkpmP0OHvZlRGwAmPZ3pJ6W+KAtNqeUVVDzyC0tcB2FISXl72RcLXlvWRdHQMBqz9e5G25X79j9L7r9TLJd9d75nnHicBQRiCrTwQSgUQgEUgEEoH+IZDku3/IZHwikAgkAolAIpAIdDwEsseJQDtHIMl3O39A2b1EIBFIBBKBRCARSAQSgc6DQJLvzvMsW7uTjEsEEoFEIBFIBBKBRCARaEcIJPluRw8ju5IIJAKJQOdCIO8mEUgEEoFEoCUCSb5bIpLXiUAikAgkAolAIpAIJAIdH4F2egdJvtvpg8luJQKJQCKQCCQCiUAikAh0PgSSfHe+Z5p3lAi0hsBwiXv44Yejrf+G8nC5kWy0UyLgq4A+hnP77bd36Pt76qmn4s4774wvvviiQ99HZ+78G2+8Eb4aKbz//vud+Vbz3gYBgTYn32eccUb4lK/gAwCD0IfBzvL555/HjTfeWBQN5XnXXXfFvffeG84Hu7KmAq+99lrcf//9hST4StS1114bb775ZlNK/u8MCLz11ltxwgknFLn0bDvDPQ3NezBJ+PCIMXz99df31ZQ0nzp+9dVXS/w333wT11xzTcFW/s8++6zE+0EIxPkYSH199NFHxyuvvOIy6vRDDz006vok/Pe//43DDjus1HnPPfeIKuNz//33jwMPPDDquJKQP10GgR9//DF8xZFMCb7m13jz0s050gR6Xfqzzz4bRxxxROy3336lvLg6+BqrT8mfffbZdVTz0Xxy1VVXFTlUX3PCTyfff/99/Otf/2pOJ8+Snnnmmeb2lBfXWmCUnnzyyaX8dddd108W9Z933nkl/aKLLmpON98ZB8ZDr169Svxjjz0WW2yxRfTu3btct/bjHt2HgKi3lqeO+89//lPa9dlyn66v4+tjnQ67eq6EP2P79NNPj08//bTO2nDsmqe33XZb0GnjjDNO7LzzzjHyyCNHS9ltDRm4elbCE088EeSBkei6DuTjo48+imOPPTYOOeSQeO6550pVDMpLL720nPfvhy6u61F///KJJ8fyknd1i2sM7lG6PrhXabiUcSd+YH2Rv6uFNiXfBx10UBiUCy64YAi77757XH311W2OqYd6ww03FPJdVVVMMskkMfHEE0dVDdnXxJAB5B1JMDCmnHLKGGOMMdq831nh8EHg0UcfjVFHHbXI5DHHHBPPP//88OlIB2n1oYceitFHH73gRam/+OKLzT1HvH25r57kGTPG+FxzzVXyjzLKKM15jzzyyFhzzTXDVwQ//PDDWGeddQqJNt5kosjpiS+//DIuuOCCYjwj4QwlX8iUZlzLf9RRR8U888xTxrnJXT51ZOg6CLz++uuF1M4666yBNG+55ZZ93TwyS6ak//rXv47tttsuyN1pp50Wv/nNb2LeeecNBLQlmSSfW221VV91uaA3Tj311CLXjM699tpLdHPQHtmfdtppS57f/va38cEHH4T2xh133CKvZ511Vjz44IPNZRpPnnzyyUJSZ5llljB3vv32243JoU1Exzigt5AahAxRN0fNOeecxalgLKy11loxxRRT9FW+5cW5554bY445Zvj65r777hst26vzu284add4PumkkwLBq9M5M/R9gQUWCOcXXnhhmDvNyYxmjqxPPvmkzt7ljwwk5JZMwpEs+irpwID561//Ggi757rDDjvECCOMEJNOOmmRtfrZMDY5I957772YfvrpwzOGPcPsD3/4Qwzo3ymnnBKTTTZZkZvtt9++v1nJby0PDAAGY6OThXFrXtCn0UYbLaS7Tw4c4088Y5HR2N9GumBCm5FvD99EzRJbbLHFQqCsWD4eVI8ePYplToCWX375ePfddwvcrC9xE0wwQRnILMJ99tknKDSfqjbxSxdcf/XVV8XbYJCPN954QYBuuummYBFWVRXnn39+EVL5L7/88tKGPGuvvXYQeMJLoZWEph/92HvvvYNwIxy8FsgFxee44YYbxvjjjx/IAA+feuebb76oFTjBEyfI31TlQP9nhmGLwDLLLBMbbbRRkUkKqfaIDdtedJzWVlhhhdhggw0KXlNNNVUgPXrP+2byXnjhhV2WwOOxZhPBhrExz8gpCU0/iIe0ptPgQUOMfve737kswaSuzJJLLhmIAE/jAw88EP/3f/9XiLo049WYpMD/+Mc/xnLLLRcjjjhiX57yUln+dHoEeGuXWGKJIJ9/+ctfgjcN+atvnOfV/EE+EXCE8J133omRRhopyBj5QVAef/zxusgAj+YVBiM53HrrrYsMtyxgPMw///xlrJiPyDEZ/9Of/hTam3HGGYM3uGU51/q40047xYorrhjI+ksvvSS6OZB9c5P25TXnMFSRfobEIossUkiv8dBcqOkEeTZum077+m+Omn322WOllVYqziVOiF133bV5vpQOW2NQHu0a15xdjdskzIW77LJLuT99YHAwhpZaaqlA6scaa6y+2s2LPgjACBEnnwy1PrFRHA+u4S/MMMMMgajKu+2228a6665bvOWMmm7duhVZ82zuu+++2LCJn1hlQKLxEqQX5xKvHm0gz7///e+d9hU4GsmR+o0jKzfO9UGQjhfdfffdgT9pk/4lCwh+XRlnzZ///OfSL3JjzBmHF198cTGAlTMeGKp1mTxGtBn5RpI9yKqqmnGdddZZm5eYTaAegoFMAbDYbr755uIpt5T497//PZBuhU32Bx98cLz88stBqFjZ8kw99dRBIbIILd8gzptttllQugLh4W1jbb3StLS92267hX5JY20SMBbYZZddppkSKEzLkcrpGy96SfjpR52U56abbhoUlWX21VZbrShUhsCaTcQDyde/TTbZpHhkfiqah3aGAFkgS9NNN10761n77A4j1bhlsPC4HXDAAWUMVNXPY9z4MOF27949ZppppqB43Y0xYeXL+R133BEm5IUWWshlc6iqKownk4ixTeEz1K2eqW+22WYrxrUJBelQkCdOXc4zDDECHbIgD2/d8Ykmmqg+bT4i2csuu2zx7NLXVlB4Du2DNt8wFAdkeJsneBHlM38IdeXIUX1eH8mrgLDwRNMt5BTxkKeqqmitnLTGgFTpIxLfGF+fc/DYTsDTrB33jsx0ayJiq6yySlkNqvM6mneNXeeNwf3ZnmKVydZNY47HktFbhyuvvDKQK0RRWd5axrDzloFxY96jH+qV4qr6WTe0zN/VrxlPuEfPnj2DgVPjscYaaxTM62dghcOzxkU4MMgjHVjnd7TtloNQPgYSXrTeeusFo4uTkYcaaSZXVkhak3vPTz84QcgUw5SHu+6HdLyIY9W5dslD/axdC+SlMZ0TU3zv3r0dSnAv5SR/mhFoM/Jt6a7lA+YFYL1rjUCYfOUTZzInjITDADZp18qH15tiUI6yQJjlodjE9S9QOEsvvXTxcLP0CF2tCFmF2kbm67j+1dMYT5lb+rb0g8xT8Cx/xNs9uGfkXP+22WabEN9YPs/bBwJIJCPLionn1z561X57UZNqRvAETatSlhCNSdc8kCYQHjjGK492r169Alk2KRgDlqB5DU3itqYgJpZCbe+yj5xCd/fGDc8NzwkiIw6ZUd8ZZ5wRtpiIq4NJpaqq4gmq4/LY9RBgpFVVVVZJ6rtHlnlhbRXhKNl8882Lh5ezhCOHrCGxlsbrMo1HpIPHUb5G4iCPeQqRd14HnsFLLrkkyCoS23LrCrJrjPSvPfWYQ6yYWiV23TJwMNnWseOOO5bVV4TLPRpzxuJtt90WLT3mLeuor92fucq8a2+usWu87rvvvsVj7WjluM7viFTxrJv3XDeGc845p4xDnvvG+DxvHQFGkdUa77jYplfnQrbJD/wFupZn+cQTTyzOQ/JIfmvSSxal2WmgDs4I202QaI5HetQebbqTHpantUA26WMyqKxnrX/6IJgvbXFqLCsPWSATjfH1uXTjomU6HW+VqM4XkWdtRr5NzAa3Bw5WBBdZXX/99V2Gax4wBJoHAwHigSQAPXr0iB5NwdaAkrnhhxKUV7pJvU4iZCbi+tqR1WdiJ7hIseWWaaaZRtJAA+HQ/4FmbMhgOwrvg/12+icYCA1Z8rQdIIAs2npkqZoCbAddatddQCYQGCtM9qPqLEIMP54Whq14St4YQGjkQVwQFMvZltGNDYrauBYst/KAMGR5UOxj5ZG0RGqpXh3qtkLBM2f5nOcQ+efFMT4RD8TLSpb8GboOAuYLskk2zCWcKzUhgQJ9b76wNWX11Vcvq6RkhVPH9g0rk4gBI1H+lgFhsKJKj9tOwRNoFUY+2xptI3HeWuCZnHzyycueanMP49L8hFhx+LRWhmGKVC+66KIx99xz95PFqpB+G2vGjgzGBqeWOMatcSRO2sCC+zMO3Z/V56qqyn5fddfBVgVjEM7qQ/b1oxFn8V7u9Bxsx+mfZ1y+DANHgO4jo/UzINe27zl6VuIXX3zxsOqhNrJPjlvKjJVGXnB6mfyvuuqqzdtjlWsZOCNta9GGupXj+NSewFkqnvziVcozcKuqKu/xuBbIS72lBLezOkkurYgg9/JYCW3ZX/FdObQZ+Qa2JQwWk4docuQJNtgBzPNtI74lCV5Iy2aUmb2c8gt/+9vfZO0rEErWl3RlJZrw1eehq1OcQFkSOgSAwDAEBkUxIO2Uq7y2vKhrUAKPBu+DSUH/KN9BKZd5hh0CthLZq2zPsRf2KBzbJ4ZdDwbcUntLRVZ42uwbpPzhxVNDKXfv3j0oZGMLgSHzSDmPn/ONN9647MlGlG1BMdkLDGAEQ0C+GeraQXR4fNSnPDKCVDCseUmQckpbu+ow3ijwOeaYI9TR3rDL/gxdBOw3ZdSRDfMHoxoRXXnllYPMOZIhssSra8m+qqoQL44MGftWXgelpzznPM/KIihnnnlm2QqJ1DAMGY7SBMaqlRptIO5WWs2JiJVrHmZjorFdq3C2gNiPTrbtr+XFVr996bzQPJIrrbRSqMt9GJOMUHOgsYkAMzYa6+UlNSc1xrV2XlVVIXTGZR300Zi2lcB9Ifiwdh/wt5WHJ9b7T15o1Q9zOIPDfOv+edWNaasCrbWbcX0jQFZhWD8DOo48cFJ4BgiyF3LFmc9sDdlwww37qoSskhtlyR4eZJ82mWGcDQo3oatxqLof3Zv0PT1rCxfSrS90vZUO/ItceObaIAfSrWDa+89p4v0/sive3Ivv9dXpLn7RZuQbjlVVBc8D5SB4EOLrQHmJp3AQXfEGqjiBYvRQLRmywKXzentTWDpr3AMXj0yxyO35JhwUhnjeOnkFxF2cPJSIc+RBO87rwLNmeUYZb4Jrn/IiZJSufBtttFHUXnyebl4UwsoiVU6g9OTN0H4QYLD5SxmWgD0jKy+tGXntp8fDtyfGpWXPRry8XFXLPkFWAAAQAElEQVT3SrptYDwj4qwkmKhhC1fE2SqX8VNV/e7/tFyurDGHKNXtKM/bQ2kjHa6FqupThzatkqnfWNR2hq6FAH3L2UIuhKqqghzZR0vXW2Wx3C5NsJe2TndN3rwA2RI1S+VeGmsZz7vIo6cscllVVSAxXiQj995hkibYK15VfWTV3MATTl5ttXI0hyFIjW0YL43yf+SRRxZPtPrNQ+abxnT3iYQj5NrkWbeip04eduPOuXkI6XHeGNyLsdcYFxGtXjJ6taEuc5xMCLe/MLNok6eek0q6wAjiCDMuXdd9bjn/q6MrBu+zeTdscO+dIQZPz5Yxo7z5jFGJ4LquA5lAgl0z0Dwfq4ScJrbjGgvSGgOZ551ujOvfec2PrHLiUPKRJ8/cOTnUVysltuqKs11XnMCBIy7Dzwi0Kfn+udq+zyxDIM0m7r5T8ioRSAQ6EwK8HLamICmd6b7yXjonAgg7Qoo0DK07RO4ZATyYQ6sN71R434mH2nzLCTW02sp6OxYC5IFDsWP1uvP3dpiQbx6tdk++O/+zzjtMBIY6AlauLKG23CM61BvOBhKBIUCAd9t2Ct7JISg+SEVsD7EFYJAyD2Emnk2edOTb+LOVYQirymKdDAErFbYBd7Lb6vC3M0zId4dHKW8gEUgEEoGhjEBWnwgkAolAItA1EEjy3TWec95lIpAIJAKJQCKQCCQC/UMg44chAkm+hyHY2VQikAgkAolAIpAIJAKJQNdGIMl3137+efetIZBxiUAikAgkAolAIpAIDCUEknwPJWCz2kQgEUgEEoFEYEgQyDKJQCLQuRFI8t25n2/eXSKQCCQCiUAikAgkAolAO0KgnZPvdoRUdiURSAQSgUQgEUgEEoEhQOCTTz4JH0ryhVAffBqCKrJIJ0Kg05FvnzS9//77O9EjyltJBDouAr4+++mnn3bcG8ied2oEkKAjjjgiunfv3uHuU599TOfzzz/vcH3vih3+6quvwseWbrvttnjrrbe6IgR5zw0ItCn59qWwBx98sLl6n0R97bXXmq+H5OT999+Pv/zlL4FQv/rqq/HHP/5xgNVo76OPPhpgnpNPPjnOOeecAebJxM6HwKqrrhrTTz99+Oxu57u7truj++67L6abbrrwtcrGT0SvuOKKJc5HG3x2Wos+Ky2fUFVVnH322aJLuPDCC8NXbcccc8zo1atX+NiWfHvuuWdJ9xnqbbbZJtZbb71oHLPnn39++FiIvIcddljJe8wxx4SvEf7617+Oww8/vMTlT9dCwGeqfUiGXAg+v90aAldccUVMOOGEcdddd5Xk22+/Pbp161Zk11cgS+RPP+r88MMP41//+leJeeqpp2KOOeYoeWeYYYYS1/LntNNOi3HGGadldCjr4zbkvp/EnyJ8Knz22Wcv9c8000w/xfZ9OOSQQ8KHeYyXSy65pCT6XLh7FsyHCPd//vOfeOedd+K7774reVr+fPHFFzHRRBOVtpS7++67W2bp63rKKacseX2h1lzbV2LThc/Mq4du8Mnypqi4+eabCxbid9xxR1EZWiCw7777Bp02/vjjx3zzzRd0GLlrka2fS5gKQlVVcfnllwc+tMoqq5Tn5MM5zzzzTImbeuqpg5698sorSz3XXnttrLXWWuW8fz+TTz55qUf9A+NDnCjykSd1t6zTPUrXB/cq/c0332yun1NUXIafEWhT8v1ztf2eUUy33HJL3HHHHc3k54033ghxJnveMdfIs7g777wzvvnmm/DFvN122y0IF2Jvkq7zU67yUq6Est9WI77//vsgoPI98sgjQSE9++yzRVG6Zo1qS7qAELzyyiuhH86lK//tt9+2Vn3GdQAETE4nnXRSmFQ6QHeHexfJPEVvgkB4EYbevXvHOuusEzyFiyyySFg6NT6ME/kQGKTC5FLfwNFHHx3rrrtuPPDAA3HwwQfHZ599FvIeeOCBJctee+0VDPRxxx23XPsxxq+//vp46KGHSt6dd945Hn744TDm9evxxx+PRx99NBzlz9B1EKCv6WJzxdVXXx2LLbZYmSMaEUAKycqkk05aos0LJn7L/XT4VFNNFT179ixpLX/MFRdddFHssssuRfbmmmuuOOigg/rKRpYRUx7MxoS33347tt5661h99dUbo/s6p4cuvvji2H333Uv9SD6iXWcynq655ppQv7nQWGP8ujaOnnjiiVLuuOOOi5ZfkDX+eFTruuqj8WiMPv/887HUUkuFrQ/Gk7lOUIYXdo899ihOLuNTvlNPPbWuohyPPfbYmHHGGUv7DGZj+8svvwyGxg033FDiGT3XXXddyZ8//SIAW/LDEETE6xwMKLzI8xDIL10nv0CGzV3zzjtvwJqehf0pp5wSnhsy7MgYZQw92qQfyRm51wa9iys5bwzI+9NPPx0Mu7333jv+97//BV2vDwIdT26MHYagvpx11llhjLz33nvNVeFf9LF0/bvqqquKZ/+ee+4JXOqxxx6LQw89tDl/nvRBoM3J94knnhg+1SsY6JrxQCkMD5O1zsvw8ccfFyWH+JpoCQirDdEWZynQg2Ths6QoVQ9ROcpDfoIsL4EgIJSr9hoDLydFQZgoL0JNoBDw+pqwq6dHjx6FKMirTfXp2wknnBDOG+vN82GNwJC39+STTxYFs+WWWw55JV2oJA8YAmwM8/5NPPHExXOIWFCwVVUV700jJGeccUYsscQSoaz43k1kHZlAMBjejOj999+/kBkkSp4DDjggeNOc1+G5554LxMPkr/0XX3yxkJG55567eFEQ9d/+9reBgNVl8tg1EKDvGX6I50ILLRQ8a/R7ffdkk+5Gmhl14jlreMGRHZ458oxsSmsZlEdiZ5555pLEw2iuKBc//ah7u+22i9FGG+2nmAhEyJxGnnkTmxNanNT11x7vlVdeORrrl44Mvfvuu3HUUUfFP/7xj3Bu/uRpR3SNidaIlHkR2WnRZPOlsSgYN+Y9852gDMPBHOh+FZhzzjkDDs7rYOV5jTXWKJfIn34xJhDHaaaZpsTTD8Z9uciffhBAjnERxlCjDCLX9957b3geAn7D8KorsJq4wgorBLKM9M4666xlFdFOAwYj3YoAH3nkkSUPjoVH1eVrrlRftzySC3Eck/SvPgjkTJ8ZvPWOA+OK7Df2T5lllllGFcHoHXHEEQPPYjhaGVW/MiVD/jQj0Obk2yTpQQkAN0AN8HnmmScsTViaEmfAI9aUDY+BCV6vTN777LNPbLHFFsWqFieMPvrosckmmwTlttVWW4X83bp1K8teBFc9rRFkCu2VJk82q53njgD/6U9/Copv/fXXj1FGGaVY7SzG3k2EgQVHwVLshBEJmX/++fshG/qUof0jQPFQIrw55LH993j493CsscYKMm8MmyRM1nWvjBGThfSqqkq0CYGy5hErEU0/PC/2ozadFkXM46g+y5ZnnnlmP5O7fILVLsva8iJMPDIUOZ0hnWLnhXGeoWshUDtz3LXtTI6NgXOGfBrrdTy5aSQKlvzrtNaO5qQ6vp826oQWR06iSSaZJHgmYyD/Bla/+Wq22WYr2yvNZ8cff3wZP0iPMTHFFFOErSjmz8amxPOoN8Y5R9yRIMSagYwMbbDBBmGOFZTRHlIuv2DLi3HmvA6N6fSodKSq8X7ojTp/HvtFgNPAlqEll1wyOBHqHAxCqy2eh4Df1FgycjgekVuywdCry1VVVVZAkHH1cmTgN54P8o3nWDWhc3fYYYe6WPPRM7Wisvzyy8dOO+1UtvrhRfogWJk0lvAgbSs48sgjF87kvA7SGQGuW6brr21ajEbpGX5GoM3Jt4HMIhNMkgYoJUKR8TxYxiYgHhZPN28YhYD86hYl5mjvkGUQ560F1haCfttttwXPNOXUWj7Lg5byeE3+8Ic/9JOFYcDSlIfAyoCoE3qEnkVpeVN8ho6HgAn7ggsuCPJI9jxTxl5Lz07Hu7Oh12OeRd4vmNkjX3vnKGBK2d55Ho66B7yNiAcPozheOCtGlLprgbHMW8k49xyQbPEtQ1VVQR9oe+mlly7LllVVBT0ir3L0yMBIlLwZOhcCVdXH2HNXVkfIQS1z4jhKbOMw1zD+vJtgfiA7dUAUeJHlH1jQBuIysHycP8gNRw4ShQgxBAZWjoOnZf3uyRZL8t+9e/eyCqQeZE3cggsuWMhPo0EhvX8BsUPWOZWQcCtJcEGeBVghR8rDyJFuRBSdN4Y63WqCdzLqtDqeR9ee9zo+j30jwENNT1r5aJRB8xO8PQ8B/+AwVNo2PGmckq6FGm+GJQKtXg5DetvzpV933XXX2HbbbQf4bhuOxauO/5BZfAsZ1weBPNcOlLpN4we5R7L1pWWQTjcrq4wdCXgg2W2Zt6tfDwn5HizMPCSkt95ycuONN5b91AYvj6RlDR5tD0rFtq2YzCnPZZddVlRz8NBZ/JbICN60005b9ozb88TCa87YcEIY1LfccsuVF0Mk8aJb+ibYBJawWlar90jJQ1ERYIOF8IvL0PEQYMwxoBh7Aq8qbxIDsOPdzdDvsfFy7rnnlheEjBtLjpaVGaPGDVIOR5O5McsLbmxT/hS2HhpX9poaV65tPTG+GNj2A1LMxp06GMUmbXsekXteHMSFYW6fIM+LycozVN6SqrHfkrRoJ0PnRoDHkJOEbBjDvHWMMSszjGxeXLIpMBDJpa0QjEHlyA/ZIo+tIUV+kRyEhOybD2ylsrJDVpVBTMkqj6/6zV/2hWtTX8isLZazzDJLMRylKyeon4e6rt/WRt7Kun7EW/vqZUjY02uFyTYYBF+fxJN/pFmdddAfhkZ93b9jXb/+ClYGN9544+ANN99p46abbgpjzniELbJty4ltmdJhSQ8gVeZ2W8TEw6V/2PavPxkfAVt61PMQbJPkTKSLrapwaNaE1mo//OlB20w4BpFoetp7NTzMvObqsOqBZ/E+D+xlW8+Bfieb+iCQZ9upGIE9e/YsXMuefoYD+TOWrIySUWOFDHgXA1/SJ+8JGAucLpyc7lE7Gfog0KbkG4nm4epTdZSlDILAWvcATMomWi8HeNAmXkqFQjCYlUO4kXKD2tu6CLfyhIhVTUEgzqw9Vpm84i2XIPryWuJWl2DJWh7hn//8p6jQF0qQF5SVScFK50mvlYf+2Bfunkqh/OkUCNivSZF1ipsZCjcBGwaK5Xtjwl5DY8re2noLiHj7uJFvXeDhRhCc88hR+upAJsQZS8aYsY50ewaOxp89ozXhVh+vn7FMsSPYPO287zyLjG7G9zrrrBNWtNSdoesggNDy5pGN0UYbLeyxRhDIERLZiARCY3WGkU12ePXIj/mFodiYtz4nrxtttFH5CyFk3LZEe8wRbuRGPkQUEZeG0NQeSmlVVZWXus0prq3IIknOBeRb/WS3rp9HsK6/qqpAdDh8GKvO5Tc/GjPKIEW8lO5LnXWAiTz1taP50ByKCLkeUICrMawN98wo0Jb7Zryohy6Qjpg7R76333778kcMxDMWkMYBqTiNSAAAEABJREFUtdMV0xZddNFizAzuvVdVVbb/edlSWfJJfvEXXArJxVmk8XgbD4gxXYtwM57oUml4k3yNwfYWdTTGtXZuu9Paa69d/noQx4ntu+YJ447+pt+9GE8G7HKQFznH0axe4mvSzCGt1d9V49qUfLOeG5cBKQMD3wNbbbXVwuRtz7dJFfmmFMX5U2MelIdAYYrbfPPNyz5rSpZlhXxL14YX59Sx0korlTopAASBspGXspJXoKTUJxgE4ixr23qgXf2gSKW7ZmXKQ2AoP2TAdYbOgQDZsaexc9zN0LkLL1TxIhoTPM9aQab9iUBxwpprrllegKS8rSrV45cXj+LnLa+qn7cJUMjKGXf2cqsTQRJXB+SEUrc/tY6TTzB27UG0rI+EicvQtRCoqirsY22UDUYc77YVrkY0rFzS8+LIIkcN+UEaxTUGS/e1k8X85d0FbZBP+TiCtOHc3CJN8GcPyaV4ATlCnBmL9ukKdR3SBfMWoqt8XWdj/chTPR/VxEo541AZZSeffHJR5QVnxN2FPxXH++i8DuZDKwCIUB03oKP6BWPbvKi8ebtur8Zlww03LH/WTl2wVUawpUxclwiDcZMMLNt/BqNIyWqeIiM4TIlo+sGnkF94W/nxnJqigw4mR87JME6EENuuZMVn3333ldRX8OcDpfcV2Z+Luk2GXz2uyAnHiSL1uMTpaucnPqWfdaj7J3+GiDYl378UUJYY0v1L62mL8v6msbfL26KurCMR6CoIIEGIe3rAusoT79j3ieD4CxT2vbblnSAg/iQb47Qt622sy0vOtgEwfG3DQfob0/M8EYAAIs577TxD+0GgXZHv9gNL9mQQEchsiUAikAgkAolAIpAIJAKDgUCS78EAK7MmAolAIpAItCcEsi+JQCKQCHQ8BJJ8d7xnlj1OBBKBRCARSAQSgUQgERjeCAxh+0m+hxC4LJYIJAKJQCKQCCQCiUAikAgMLgJJvgcXscyfCCQCrSGQcYlAIpAIJAKJQCIwCAgk+R4EkDJLIpAIJAKJQCKQCLRnBLJviUDHQSDJd8d5VtnTRCARSAQSgUQgEUgEEoEOjkCbkm9fxPKVugFh4nO7/rj7gPIMbpovOQ1umUHN37179xjQZ1Hd86DWNazyZTuJQCKQCCQCiUAikAgkAu0TgTYl37729dBDDw3TO/VFvf333z969+49TNvVmE8LL7PMMk4zJAKJQCKQCPRBIH8TgUQgEUgEBoBAm5Lvlu3cf//9sddee5Vw5ZVXxrfffluyvP3223HccceV+GeffbbE8S4fdNBBJe6ss86K//3vfyV+v/32i1NPPTWuuuqq8EWvuj7X6rvmmmvC51MPO+ywePXVV+PTTz8NXyyTTzmVaM+XwHxiVbvK8MBLe/LJJ+PGG290WgJP9m233Vb6UZeXcO2114bPpKr3iiuuiM8//zz+/e9/xwsvvBBHHXVUvPHGG3HwwQeXcvpc35eyGRKBRCARSAQSgUQgEUgEhgUC7b+NoUq+J5100uAZnnfeeeOyyy6Ljz76qCDy7rvvxsQTTxzdunWLbbbZJr744os44IADYrzxxos//vGP8cADD8Sll14aiPCRRx5ZyswwwwwxxRRTlPrmmWeekv7xxx/H9NNPH1NPPXXwuo8zzjhx7LHHxpdfflnyIdwI9DvvvBOHHHJIzD777KEvvPOCii+44IJQj3NB3jPPPDNmm222+Oabb8K1+Ommm67Uqfztt98eb731ViywwALx29/+NhZeeOEYa6yxSt/d7//93/+FtpVXNkMikAgkAolAIpAIJAKJQCIAgaFKvn/3u9/FIossEqusskoho9999502Y+aZZ46VVlop7P3m4b7jjjti7LHHLvmQ6OWWW654luVHqDfZZJNCvMcff/xS35///OdSH3I++eSTB5I/xxxzBNJ7/fXXx8Ybb1yI8S677BJ33313aRMpVrd8c889dzz33HOF9J977rmFuJdMTT9PP/10jDTSSKGNrbbaKrRpH/ubb74ZK664YunjPffcE/rmPvQbUR999NHj3nvvLXVpl2d9aO5Fb+pq/k8EBopAZkgEEoFEIBFIBBKB9oXAUCXfG220Udky8vrrr8dSSy3VfOefffZZIde2iPAOI7DiEHGElYd8xBFHjBFGGKG5jJMNNtggTjvttFDfkksuKaoEJFxwMcYYY8QHH3zgtGxD4ZEuFw0/s8wyS7zyyitxxhlnxOqrr16813Xyr371q0Ksv/rqq7Cf3FHf/vnPf8ZNN91U2u7evXudPaS7QOblcT+2xEw00USiMyQCiUAikAgkAl0VgbzvRCARaAWBvtltKxkGN8o+aPui7fHmZbZXGil98cUXS1VINfJsf/cOO+xQSDnPsW0otp7sueeeceutt4ayI488cilT/8w333xhv3ZjfaOMMkohwOLs+V533XXDnmt9sDd7vfXWq4s3HyeccMIQjjjiiOBVb05oOplmmmlCu7zXp5xySiDjo446ath2cvbZZ4d+82o3ZQ1GA4PBnu+vv/46bI3RLlLPsJAnQyKQCCQCiUAikAgkAolAIlAj0Kbk+/jjjy9kdtlll40ZZ5wxeL633377WHPNNctebPujJ5hggjjxxBNj1VVXLdtO9thjj0CgbUGxXWSFFVaInXbaKWadddbSxwsvvLAc/fB8q2+ttdYqL2yOO+64ZavJ1ltvHdJsUbHFBanXh7///e9l7/ZUU00V66yzTiHS6hHUbw+4NNd1+M1vfhP6pI3VVlstTjrppLIXfccddyx9di/+ukq3bt3KPm9E29Ya+9G96KndnXfeOfTJfdX1Rp4kAolAIpAIJAKJQCKQCHR5BNqUfCPc888/fwjI6JhjjlnO55xzzrDVAxnlRZaPt1s+20Q8Bfu155prrpKf95mHXDyC7CjIqwyvuPp4qG1NmWyyyUo5dai/rqcm1vZj86zXdarr8sv/n737gLOrqP4Afh4oRECJ0kIRAoLSCb1DQjP0SBcEQu9Nek8AQXqV3ot06b2FjjRDR0QIXRABpdjg73+/k8zm7svbFEiy2X2TT2bvvdPvmTPn/M6ZuW+uT4DcfTVU61Pex5za8TGoDz0F8TziynmXXr16hb7pd+6f9tQlTwmFAoUChQKFAoUChQKFAoUChQIoMJE/zRh4rHnZm/HdyzsXChQKTAAUKF0oFCgUKBQoFGhKCjQt+G7K0S4vXShQKFAoUChQKFAoUCgQEYUIHUeBAr47jval5UKBQoFCgUKBQoFCgUKBQoEmo0AB30024OV1G1GgxBUKFAoUChQKFAoUChQKjB8KFPA9fuhcWikUKBQoFCgUKBRoTIESWyhQKNBUFCjgu6mGu7xsoUChQKFAoUChQKFAoUChQEdSYEID3x1Ji9J2oUChQKFAoUChQKFAoUChQKHAOKVAAd/jlLyl8kKBQoHORYHS20KBQoFCgbFPgf/973/x5ZdfpjD2ay81djYKTNDg+7nnnot//OMfY4Wm77zzTrz77rsj1PXHP/4x/v73v48QP7oR//nPf+LPf/5z/Otf/xrdIq35tPvCCy+kyej63//+tzWtvZtnn302vvjii/aSR4j33n/5y19GiC8RhQLjgwKPPvpojA5fj4++lDYKBUZFgQ8//DDuuOOOeP/990eVtVOk0zEPPPBAvPbaa52iv125k/DH0UcfHU7I/utf/9r+q5aUpqDAeAff//d//xf3339//OEPf0gE/uc//xk333xzvPrqq+n5888/j9tuuy0Jv2OOOSZeeeWVFJ//fPLJJ3H55ZfHxx9/HI899lg8/vjjOWmk1zvvvDPuuuuuEfKcffbZI7QxQqaRROjHb3/729TfkWRrmAT4n3TSSQlMn3DCCaM0At5666048cQT49///nfD+kTedNNN8ac//cltCuh3ySWXBCMhRTThHwYIuu2///5x0UUXNSEFxuyV8dnxxx8f6IWfcumLL744xQ0cODBef/31FP3mm2+mOHmffvrpFJf/MJ6PO+64+Oqrr1KUZ8pHWeDmwAMPbC2rPIXE2L7gggtS/HnnnZfK+fPII4/EAQccEAcffHA8+OCDokpocgoAlPhG+P3vfz8CNarpzz//fEr/9NNPI/PxQQcdFJ5TwrA/Tz31VJKx9MywqNbLfffdl/hSe/i+NWHYDX0lTbj33nuHxUbcfvvtqZz28H5rwkhuyHD1CMrzmFazv/fee6lO6TfccEPSCebZhRdemOLPOOOMlJ0+veqqq6I6j1NC5Q/aAITqoofefvvtSmrbW46ck08+ObVxyimntE1sefrb3/4WZ511VkofMGBAS8zQ//qofjTirBoa2xx/77777uA0+8EPfhC77757ODGbnGvv7emro446KtEQtpAPVkC/Qw89NAYPHiwqjJM4+p1DDo8MGjQoXn755ZTe6I+0AQMGpLoPO+ywIHMb5ROHd371q1+lvFdccYWoNkGbmRfOPPPMlKZv+pSDeDyREsufNhQY7+C7VqsFwYVJeMQ++uij2GeffQKDEh7A7HXXXdeqsNv0tuXBse6LLLJITDbZZAnAP/PMMy2xzfH/nnvuiV69esX3v//9dl8YHYcMGdKa7sh7E8yEbo3sHDdjrZd4ZNppp4211147br311iDIxlrlXbAiIHrGGWdM9CI8AQHGMiWOht26dYsrr7wyzVEgfeaZZ45lllkmfvGLX7QR5gyejTbaKOQngN2/+OKLAdx/73vfi7XWWiu1seSSSwZwLR/lTiZo59RTT40nnngiAX2KfvXVV4955503GVBVHo/yrykp0K9fv5hvvvlinnnmiX333XcEGgAw+GiWWWYJvGvZnwzFU6uuumpy4Bx77LEjlFt++eXjJz/5SZt4c2CbbbZJ/Er+/vrXv26T7uH888+P+eefP+XJ5a38mCu9e/dO/D7VVFPJOtIAmO25556x2GKLBV0HXNWD9j322CNmm222WHrppUO6/plXvKve+ZZbbgnG7gwzzBArrLBC0pftNUoemnfKTTrppMHo5RSrzw/coSNQJu+NN94YdHXOR3//7ne/S6BQutVcdemT/okzx+Wh+3O5rn59+OGHg9yDXays4IHu3bs3fG1OCQCb3kavRRddNOXjkPBMLl999dXJUScODwD2H3zwQXK6cWRON910qUyjPwwfbfTt2ze++93vBmOoUT5xgLVx0q55YgVFfA6XXXZZ61hfc801ce2118ZMM82U+F8ZvMnoq9VquUi5VijQIeB79tlnDwrWBOedAKQpZx5dQmbqqacOQkM/MRqm/fnPf568FPKZ0CwxXrCddtop1l133eR5Pv3000PeH/3oR0HIKl8NhJP0WWedNYH9ahrBsckmm6TyGBqIlf7GG28EwKscIUYA8d7vvvvuMcUUUyTh71neHDzndMBEXcAvxlTPpptu2u52GgKLAJTvySefzFWmqxWBZZddNt1vuOGGCZh48N6Eovv6YIL16NEj0bs+rVmeCU/dBmIAABAASURBVJr11lsvjSPjbpJJJmmWV/9a70lwAspLLLFEmKu8bJ999lmqy1zA05SoCF7oDTbYIABjeXk+xJsDeHL99dcPoIdHjTeO90c6/l588cVDG5Q5IDX55JMHpQN4iF9qqaWSQgEOACIgfcUVVwzjx+ujnhKakwIMany48cYbJ6OPXAZyqtTggcWvDG/8ig8BwTXWWCOWW2652HXXXYMT6JNPPqkWq9wPv7XKuuOOOyZ+JXvrgYictVotgXZtTj/99Mk41aeVV1458C9gTh7LO7JAJ84111zxs5/9LBgJ5gW9kMvQkeYPY8C70Ff617Nnz9hrr71C+0AeAzeXcTUnL7zwwqCb8nwWL9AR5txCCy2UtolZSdBGNQBuQB59K+9mm22WvPrKC8aAXmdUS996662Tx50u32233ZJhwutLv7kq00wB3rEiQo4x4LbddtuENzKNOS+sVOMdet44wipoxNhDU/HorC66jMxVHnbacsstkyNT3cqce+65AWu4rwb1M+zwMU84A8pcUo/wwx/+MPAYIynzPJ0Af1TrsSJjjPULPgO+YTfPAocN3ZBlfrVsuY+YqCOIMOeccwZQyyNLWW+++eYJHFrG4JmkdHO/CE2Au1arhYmf4wmlww8/PH7zm98ki4uVb1kQIxFAtpnULykSKJj2tNNOS+Cb0s/1qWfuuecO6TwJwD2hDOBbKhcPLHg2gb71rW8FbwHLrioY1SedMPN+vPwmDEHPemRMEMD6Km99YDTwGBKevB7V9Pvvvz+mmWaaatQo7/UTHaq0G2WhLpaB0kB/ygwYJGC62CuOk9d56aWX0l5RXjw83L1796RAecM9TzzxxGEuA9kEcZXHzMP99tsv9QtQIYB5QlJE5Y+5zevNwzPRRMPFEfmgHEVlHpp/igHe9aBCfAldnwLkLD4DNMnV6hsDeNVn97ZTmPO2PPCOA99ksjQBWHVtL3B+aM9WFPyY85HfjcAjwGErFf3F2609hus555yTgDR5zuue66lezTVtMWa1lbcJckyZd9W89nHzSOY4nlSAVpztI94ZWNJ+zuNqfvXv3z9OOumk5DgSl4M2gSthyimnDLrOnKsGoIzXNJcB4vK9q/aq9O3R4vQRL9jeCbSjJeCnr+KbKfD+2/oKAwwePDjQpErfSy+9NBhF9Lxx6tevX+AnuAidOAiVA67JwO233z55rslhPLb77ruHVUvOCnkBY1hG2WoYMmRI2oLLIYIn8Yv5lPvCSQn0i8vlGs0vPJPTq2MtDh/wjHOWeC5hRAoM13YjprXGjO0bzMM7TZgSNjzKBAqQ9NBDD6WltNzmmmuumZbMTHSKOsfXX3nCfPSIOdW14IILJg9ZNR/vp2ceaMzJgvQssPRWWWUVt6FvBJ48GHDhhRdO8ZgUUwmYDRAgwC19pgzD/kjnbZEuioWqLgKWQmBl8vBJqw+YFVgG+OWvTy/PY06BOeaYI+1DpFgIJh9UjXktzVWCMWu/H4+LZUzL5+atpU6eLUan+WPLmPlm3plDVoPMQ6s9vJI8Muju2wx7XnkCLY1moI7HlanOIXOOgUw5zdqySlWlvHlUq9XSvslqfLnv+hQg4/EZ7yC+qr4xHgRIqnE8zXgPgMHL1TT3vLRANAeP5/pAH2mPJ7oKFrWNZ+vzmxvas8IDSEnXJ/tfxVultVVDfH2wMqotnsgMtuTRLlAEEHtuFDiRgG/vYh+vtsTpT6P8jeLoLKsJvOg8qHSWfleDuGpZeoohUo2r3gOSOd276xdHm33Mxquatxnu8aN3ZyBZYbBVo0pfaegAA0jzbZuVGkE85yFvshV6RhkMwbC0FYXhx1jkdDTu9WOlfA5kr7GGQ/bee++0uqhPuS/uzY2c39VWqJHxIF7o3uKckVcA7Dm8YC3PJYxIgQ4B37ph2Y8gMul51jCcZRKKnpKXZ3QCRpLPvj5CirdN2GijjYJAkpZDFogsNtYiYZXTLN8ABZ4BNFY88Ez5Y3rxvOH2nOojYUkIE9AmhPQcCGYCO3sveCZ4W3v37h36JlhWzPmrVx6aXXbZJfW9vl4GSJ5UPIk+UiXEAJtqHdV7YMW7aL8a3yz3eMJqAmveO6NFPV+IL2E4BdDL1i7CGD9K4bHBQ7zXltDxnmXsXr16JZ7muTY3FlhggbSnnvFJuFt52W677eKXv/xl8OQwbAHtrJTNOeWyYOeVIbh/+tOfBq+3tqeffvr0kaX2rAhRBOaUtBKahwJ4guy03YFzhVwmZ/EiWQyMVKlh+5JnfANg12q15MjhfSab6R+8KE2++mBZXntWy4AloFoeDhQGvftGgUymI2q1WtpWwFiQzwqPZXn39WGllVZK88hWEm3x7gNdVle9G2dPLqNu78xANh941+kpczTrDHIfQMtlRnXlAfWu/fv3D3MLkOrXr1+as/2GXc1ZOtMeY/Vdf/310atl/rsXeNZrtVoAdp6tYhsnoND7iDMWdK+8nps5GOdMW1crAvQ64MtwYWy6J3d9T+DHAhgxViAy3eh+eWytJDu32mqrQF96L+epv2rH7gDgGI+Q1auttlrog+DeVic7AThDlbelxGqI+xzmnHPOGDRoUHrEC3SDB/vbee/NU88lNKZAh4FvCtf2DHuSKGiTn9WGeXJXgd88SU1697XaUK9XrVYL+914NCxnqc/gYyaBsq8yoDZ4tqUNGDAgCFT3uV5MbZlbnI9ZeO0IGx8/7LDDDklos+52b1na4akHgglBliPGr9VqudvBWw/sEWKMAow4cODAwIzqpyR4/L2P9mu1WvLS12q14BkgoC0jUTatlbbc2GpD4bTcpnz6Cex4TxNOvCV6S47aAXpMYumNlo3k7+qB4KLECDo0oZQYZl39vb/u++EXoITXGaBmCAPDhxxySPoQCw0ZzvjU/ATExQENlK17XnLzEU8KgAHBLVAcno0LZWFuEPa5vzzm2uZdpwDsg9QGr1H3Fs+Ktnl5GMu5TLk2HwUYcT7CxWd4w55i/OgjXb+KA7AC2PjR3Lflj7wl9wEKvARs2oIxOtQjU8lj9W2xxRZp37SVH3qGoQoISxPoBHXjfbrA8rt4K0L0Bw83HdJeu5xRHDB43D0QxFnDebTOOusEJwy9Zz4xcD2jge0uWQdaPWr0EaoVK3Wb57l9/aQf87Or/qq/Gnjx+/fvn35xSDr6mp/msDmK/uQC3SWdEY8+vOn0qzjPdD6QqZ3OE75+T9FWqK8BXar0Nd6e8WnPnj3DtwK2uTIObUW1hQQfoKMVEkaeLX/wD4cfHEJmM3BgCHLcXuxqu8Ya5qjGcXyYI9oW3HNQ2TplfLVnfPv06ZN+sACugH/0yUfN0vWRR169+gTr6JPnEhpTYKLG0eM+1t5lXgtLXFrjSeCRBjA9C4QaRnBv+RtAJ2js9VaeIrdExyrzDOB6FgAGCl5ZwYQnFKXZF5W3kqg339uHXZ9uEhBk4gkVdQk+XBFnGd2HE4Sg+BxYqdK9E68GwM2SFccTYs+s9/GxJJDPqwKs53KAiedcnyvBxoOgDgCEV0Q+k8QElCeXl8cHR4wAk6O+f/I2SzD2VljQZHSVbbPQpv49CUxfuaOVQMhSmPLZ9iVOoBjEUbyezWUCWx5KgZKo1YYbpPIKvq73yyjuzS1AHcD3LNinqL4cAA7x5jbAwMtnPMWV0NwUACwyn9gSWKvVArA88sgj08ohIJ7TgQrUwnP2VovH2+LqA/lc3duc022FUo4cB3YBKnqGw4gHXZrA80veK2ce4HHx9voy/nmtqwanfPWB80cZAWCXDgj5CM69lWJpgq0m5h5j1bMA8MvHGQOoAcrapg+sKJnn0gXeTsaC+1EFXlP1acNKsPyAGTngnjHEQSSdrhIHaNvrLc4163RpzRBse8pbXkfnfYFatKLf6Xk4gHEnLgdeZ6CZAcoQVS8+lA4Qwz6MPGMrLQcA3Yqm9BzX3pVzUX2COSUfvoUryGyYC/6QDg9JFzg37Ud3X0L7FOgw8N1+l0pKexTgBaFkCNL28tTHs0h9cexan/Z1nkuZQoGRUQAgoYyBnJHlK2mFAhMiBYBmwIYBOS76xytpmZ9ncFzUX1+nVU/gNwNe20B44+vzleeuRwErjLZOdb036xpvVMB3JxtHW20smY5ut3loeF9GN3/JVyjwTSjAG8NbU/WsfZP6StlCgToKjNNHgMV2DSB8XDRkyd/WKQB8XNRfX6eVYl5I3m5bDlyttNbnK89djwJlhXDCHtMCvifs8Sm9KxQoFCgUKBQoFCgUKBQoFJggKDB2OlHA99ihY6mlUKBQoFCgUKBQoFCgUKBQoFBglBQo4HuUJCoZCgUKBRpRoMQVChQKFAoUChQKFAqMOQUK+B5zmpUShQKFAoUChQKFAoUCHUuB0nqhQKelQAHfnXboSscLBQoFCgUKBQoFCgUKBQoFOhsFCvjubCPWqL8lrlCgUKBQoFCgUKBQoFCgUKBTUKCA704xTKWThQKFAoUCEy4FSs8KBQoFRk4BBx45mOjOO++Mf/3rXyPPXFK7PAUmOPDtEBlUd8re888/73a8h+uuuy7uuOOOkbb70UcfxU9/+tMR8jgO1glo9QlOuvT7sfXx5blQoCtTwKl8//jHP7ryK5Z360IUcCqjUxyddtxZX8spx0svvXQ4FbGzvkNX7LfD8Zzk/cgjj4TTK7viO3bgO3W6pjsMfP/vf/+LTTbZJBxm4NSvTLksMN566634/PPPc/Q3ur7++uux8cYbxwcffDDKeoDqV155JWaeeeaR5n3ggQei0eE1r732WrJqb7rppthll11a65hlllninXfeiccff7w1rtyMHwo88cQT4YQ3B7+stdZaUeW38dODztUKALLAAgsEeu26666JXl999VWgnbgePXpEBicPPvhgfOc734nJJ588zj333DCv89tefvnlMd1008X3vve9FH/JJZfEj370ozB3Xnzxxfj+97+f2lDWyZh//OMf0xxxkJR2Vl555dCu8TrppJNSPU7rO/bYY1Ofcjvl2pwU+OKLL2KbbbYJh8g0MvB4F/fff/8k+z/88MNEJLyET2eYYYZwINSZZ56Z4vMfJ1tyAPXp0ydHpSu+3m677RK/LrPMMvHqq6+m+Oqfww8/PKWr++mnn05J5D09gcd//etfp3mQEur+6Nehhx6aynfr1i0efvjhNjm0f/bZZ6d5Zr5dffXVKX3w4MHBWDBfzNn//ve/sfnmmyd599lnn6U8jf7oy6STTpraM6/ppkb5tHvVVVclfehwnm233TbNyZxXOk+uea0Pa6+9dnz55Zfxhz/8IRzqI0545plncpGmuw4cODB4vB2s5IRRvIBuoyLEQw89lGTrZJNNFueff34YW+OGngI+cFopXpx77rmTrOU4VPcNN9wQ/fv3H2kTs802W6hbuPDCC9vNSwZvtdVWiVd69uwZN954Y2gjF8C7hxxySEqfZppp4rLLLkvpnJA//OEPU/xGG23Uhm+ZNzxoAAAQAElEQVRy2Wa+dhj4xjCE50orrRR33XVXwzEAlm+55ZYkiLIguffee4MFqcA999zjEu+9916y8gmBu+++O/70pz+FNGVlIAx5pLt37x7ANXAxaNCgkE5Ay5ODdv7617+GMuIeffTRlE9e5cQRLupfb731PMabb76Z8mRAkiIb/Onbt2+YHA2SStQ4pIDxIhCMrRPmXnjhhXHYWgdXPRaaR69rrrkm0MuKDSBBERDC4k455ZTA656PPvroND8J2gEDBgTDNXfh1FNPDZ5vz7///e8DeKDoPVMWH3/8cWrDHNtss82CMiDId9999xRvbt5+++1JkVPm5i5D6tlnn03zXT0lNC8F8B6eIdcbUQFgAWQBhpzO8MNDeBrQBtxz2siueI8Bj//J8UY6CyCRDogA3Z7Vef311ycdccwxxwSnkrj6AGxz2ChP1wDi1TwM0xNOOCHMM3ORAcrgULcVVeUWWWSROP7446vFEmAzd95///028R7QTzmA8NZbbw0GirZzsPprPqMZvUsf07233Xab4imIu/baa0Pf//a3vwWwdeWVV6a0+eefP81jbTAMUmQT/yHb8J5TVDklMinefffdgF0y3e+///4gG7feeuvAp3/+85/D2HNG7rfffq00PfHEE8MKx5NPPhl77bVX0GtwzVNPPRXGMwNqfA6v5PbylfMDb6j/sMMOS/UObjHmcj/UwUkCyDMYjKM5BcPglVwPB8zLL7+cyt98882pbZ59fMm4VQ7/XXrppblIubZQYKKW0CH/TWBW8vrrrx/u//3vf4/QD0Da1hMDTthh3i233DIwk8zZsjP4Bx54YGA6eQk/cRiW0sfI5513Xnz66adBcfOGYFhxGE1dOfCSa4dXBDMTchgQeM9eeQKQ5TnvvPOmvgAVmB6DK5/rqr8S3iZffXx5HrcUoBAIkn322ScogVGtaozb3kz4tfPsWR7VU0B8kkkmScB46qmnDjQElgn9iSaaKBmzwA9Bjr8ZospZAWLoUOwUNOXcSPia9wT2iiuuGLzfxopBrg5pwBPAsvDCC4f2pppqqtAPc1meEpqXAgNbPIrLLrtsuwTYcccdg2cwZwCGOX2GDBmSwAwgA3jk9JFd8R3PN+8jo5O3sD6/OWF+ACL4tVarJa/0T37yk8DL5lGjcuqhl/Jx4AxTYEV8DnQR0G+ezTPPPMmLCLTRbZ7lY9jWv4++8mq3N1+AafpOAJLouhy8h35Y6bLiZD7rm/msPYFRMuOMMwb6mL9WspWRpn/o8Zvf/CbsdxbXzAHvAcyuMESmBSOKkZPpbgw5JgFcdJ1++uljpplmCgZYLmNMzzrrrMAzZDXjiDElP6wEjOe8//znP5NDMj/XX/GIuYFH1Zv78dJLLwUQjQ969+6dilnBJ5PlTREtf/R9lVVWabmLZHzhA44TWGfRRRdN8XhTPemh/EkU6BDwbcJahqLkTWY9yUrbfQ6WnU3e1VdfPQwcQZHT6q9LLrlk/PKXvwweNMqZ1WWpBICPyj8KnEVuOd22kPp0Xu8sIE0Swo4Qx3SWw1XFOuRNYQ0SRIQ5QC9oW55GQX7M3SitxI07ChhD+/MZeviM4TXuWus6NfOiLb/88gE8AMVWlCgKXj2K2psCNwSrpW8GrziB55wH2z1PCRDeyOgxfyhmwL1Wq8megqXuJZZYIsxrgpwRIMH8tVzuvoTmosBRRx2VwOwWW2yRtieN6dsDGPgIICALyPAjjjii3Wp23nnn1B4+BoRkBDQAI/PCczXQZbleBmU1Td+F9vQDr2bOj79t2cjPrtV04CenV+M5hOStBnnprdlnn70ane4BwaWWWiqsbtG16LH33ntHDrvttlvoSwZatVotbYNIhYf9YYxkvVyrDU8nM9AAPej6vE1mWLGmvADRDL511lknGDSZCHPOOWfgtUx3DkYGDdzBEUG25lX3XMZqw6qrrhrycSjBO+uuu27aytetW7e05VVZY6utRis8ZLnxoRthF8Ad1sr92HPPPWOFFVYI4J1xpm3AmhHpPgfpALxnBprgPjtJ3duy5FrCcAp0CPhmUfFIU8iEgi0B2as8vGsRPGq1Wi0wE8Ep1Gq1tJ+IEPWc8xNqBBKAa4+p/VDuCYecx7VWq6U9SBhIehYc0oRabWj97uebb760fwnz2tMGxBG8GNo+PkymDxjTvX5m4B6hhrZB3lptOMBom1qexgUF0JwCoRgp3V69ejXcrzku2u6sdZpb9ij6MIjxi36nnXZa7LDDDmEZ8ZxzzklLi+YWoW11Sl6KwFzJxvVqq62WVpvMd4DJvOQFoygY0+jDi24umk+ezSUg3kqFlSvzCeDWJ+mAQK1WS3tfPZfQPBTAawy/Cy64IIGOr/PmtVotbSm0RYPzh2evvXrwvPZ8b0C/ABP4n5evZ8+ebYrhW3nIGMDcyo8MQImVUWnmgLhGAY/jbWm82dVtCeLoNnOAPOMgMvdyH7QhjxUiHlL3oxP22GOP4Ii4+OKL08qWlVsgKQdzmXHs3bTrSv/Rg7n+Wq2WvPD16eYtWghWtdSTyzTrFV3pH6sDZGGmAyDNMSFdwJvG0lYQKyJkq3TgXRkrC6effnoceeSRHtOKIaxifDiXAGSr/0D0b3/725Sn0R99YBRZVbGXnyHHYakPAvxF/tdqtbR9SR2cLnAOme1ZwLt40710Yy8986x4DkoOTPclDKXAeAffGIQHjSKnpC2HEXLAuIk9tFtD/2Ic+40IBfukDCjmBdZtGTHQQ3OOvb/2ehNuQDlggCl9OGbZhfDVZ4KEtapVgojFaEldAMzFC5aWWP/6bz8crwmvu7QSxg8FKDQCxv43Y2FJzXah8dN652uFEAWufZRmFcmWMMugBDFvNBrah43nCV17VcXxIPLoUAIUOq81JUCIAy/mubDTTjuF5VHzx3znFed5yZSiaGwhW3zxxUM7tpKZM+airSvkAUVvnuYy5doOBbp4NJ2BX6xQ2p/sdYFexh49w6HDkJNuKd4KCl6yHG5lxspOlfeUby/wfNvewbvM04fv8SHDE+Ah93kKzQV8qx3pfnmEHgO4bHEEQngc8XO1LQDVlknl6REeR+Vz/TzU3kWaudm3b98EujivgGflvBMPdrVewByAA9iq8Y3u9cEczYFhAgh6dwDR/ENf8hNNzXPzkLFgHktnVFvFkq5Pgn6La9RmiYvgscZDme7oaqXRVhL0s2Jiiy0AbjztqfcDElXaGWPf2JCdMAm5ab84AwqoVlc1f6N7zki4KvfDiqTvFPAFvtMXgSFJrjNMGQl4E39IwwcMR9t2ffirvHjfDeDpRu02a1yHgG9eLkKPtxjh7dsjNChzyzLiLGf7NRRAnSK2HMKSOuigg5Klzcvm63J5LbvIozyQbjlGPGHJS4FR1Mciq6Zj5g022EDW1iAdsLBfjfDBuAQKpvJrDaxEjOXLZYXk1U/5WISABebkae3Tp08oC7wAGj6qMNGUK2H8UMCYAIQEirEAEO3NHD+td75WgBZ7CPu2KHdzzz5DBqcPJy1joqE8lkSBa6BDHCHvIzHGDvCD/83XegrYouIjOfG8d7zjvGOeBXNVHvNJveYhoG5LGYUOQOkLAS9/Cc1LAYqfzGfo4UNgFRDkHHFPfuMxy/a2+7kHin1rJD+9YUvJ6FAQP8pL3uNL5bWhLSCF3lC3NLzJgyidnrLtQ/vmkv5xAHA4Vdu1CixOefrD1gPlgeZcvz2+nulNW0LMP6AMAFfOB3qAULVe/T7jjDNG2PMLCNG71byN7nlbGczmNcMBoCIfOJO8E3qYm/oKmJOv6CpdnwS6my5sVH8zxME2nIZj+q5wA/pZzTC2ypO9xptjxHMOeB0e4iQhpzkqyVK87ju0AQMG5KytV/zs10laI9q5sZKDz/QFbwL+dhZwLnJIMqzyaiaMJZ2RyhDQd+X0jQHaThNNGT3R+H5rAgNQxkC5bdYzhgGUMpMZcCDJhwMAsiUS+X3IIo5As2dbnP1lBB9BbLAtJ4rXBmHEolMfhqmmAwyMAHlzwFxAuX3dmIXVztLMlpuvy6tltEn469OGG24Yyy23XNouY5uKfeXiec9NGgKbIMptlev4oQBPDWVlLPDZ+Gm1c7ZCaKMRWgm77757ZHCcaSg+L3kTtJ6333779NNiwAjPIAXdiAKUsDkojRHrgyHz3rNAcasvB0azeECBZ9HeSOMproTmpoBfm8p84lqr1YJ+IOsZfkCP+BzwG13Qr1+/9OsQeLsRBW2NqvcUWjLP9bjie7IfiKV71EN3SQOcfaAona4QJwCpHE+DBg0K4FyZauAokg/YBYqU53XM9Wc9Iw/dpayrn1sU573EWeWjp9wDXoxXDgjPOTBI0Co/j+yqfbpW/+lTeelwwM49PckYNz/RXJx0fRI4w6pzXHozBTQzBmP6znlcbVfK+IfhxWGR5W+uE+/AO57xhI+DyUp8yOlnZVJaNZC90qtx7d3bG24s8S2DUj6GVpbFmc/pAYaodABcGcGcFFfCcAqMd/A9vOkJ845xYEsMQUbx2ypimZIXkIXHiwAgjGnvCW/bH1iGY1q25O/sFGie/lsutXrFgG2ety5v2lUoAETw6AHV4+KdgFDzY1zVr8/9+/dPP2noY2W6itHM8JBWQvNRgNHEKdh8bz5hv3EB3xP2+JTeFQoUChQKFAoUCnwzCpTShQKFAhMUBQr4nqCGo3SmUKBQoFCgUKBQoFCgUKBQoCtToNnAd1cey/JuhQKFAoUChQKFAoUChQKFAhM4BQr4nsAHqHSvUKBQoCtRoLxLoUChQKFAoUCzU6CA72bngPL+hQKFAoUChQKFAoUCzUGB8pYTBAUK+J4ghqF0olCgUKBQoFCgUKBQoFCgUKAZKFDAdzOMcnnHRhQocYUChQKFAoUChQKFAoUC450CEyT4diCNE7WcmjWmFHECniNYx7ScMsqOqpx+OSmtmu8///lPfPnll9Wo1vuRpbVmKjeFAp2cAo3mRSd/pdL9JqAAHUPuO/J9/L/u2Gvxiy++iE8//TTozrFXa6lpbFLgrbfeCgfuDRgwID755JOxWXWpqxNSoEPAN0F3//33x4033hg333xzvPTSS4l0Q4YMCSdLuv76179ODOo+p6dMo/hz4IEHxtNPP90ml1P3XnjhhXYBsszXX399nHbaaW5HGvbZZ5+4++67W/MA4meddVbcfvvtKe6hhx6Kzz//PN37c8UVV8Rll13mtoQOosAnn3wS9913X+K3Z599toN60bmadSTwTTfdFHfccUf85S9/SZ1//PHHEw3NXYo+Rbb8MQecFug0WMr/xRdfTPnMb3Nd+sMPP5zinO4HKLQUi48++ijFyffnP/85ACHxJRQKNKIA/qAL8IuQ+SjnrabfddddOTpdn3/++aRr0kPlD+C97777xlprrVWJHXqrvsGDB7fy6NDY4X+l1/eHE4eM0T/hkUceCfw/vNTwO3Pl97//faq/vr/Dc0W8+uqr/ZKmKgAAEABJREFUccstt7RGceiYR+qnb7zDySefHPPMM0+Yt60Z624effTR1JZyDo2rS27z+Nxzz6W85v97773XJi0/3HPPPfHMM8/kx6Rf1S28+eabrfHNfvPHP/4x3nnnnXDQ0THHHJNOAv7www9HSRYODbQU4BcF3n///bjtttvCuHvGb/DOZ5995rFh0LYy6sE3f//73xvmE1nVleS5uBw4GLWlHoF+MK+k53niZFhyXVwJI6dAh4DvIS0g20mRJvgf/vCHOOecc5IixhSYq9plcX/729+qUWN8T0hjdsKuUWHCC9P069evUXJrHIFCsDo5rDWy7sbpZVVhtcwyy8QTTzwRH3/8cV3O8ji+KPDkk08GQUKJHXrooUkQjq+2O2M7FOpvfvObeOWVV+L1118Pgh0Av/zyyxMQuOiiiwKYBj68nzzAOF5X9pRTTglzG70pEHkvvPDCoPAZozfccINiseuuu6ZxkX7QQQcl5Z0Syp9CgQYU+Otf/xoDBw5MvHXVVVfFEUcc0SYX+X7JJZckHgVGBw0alNJvvfXWwLvrrbdeeq7/893vfjdOPPHE+ujEr7/61a9SfXTUeeed1yYPXXXYYYcFAHLllVfGkUceGfj99NNPD/oE/wM++tWm4LAHcumkk05K9Wv/+hYH0LCk1ot5d+6558Ymm2yS4gBvc+jqq69O5ZzGCRTtv//+4TTLlKmdP/p65513Bh12wAEHJJ3bKKt+H3/88al++TmXzO+clz4FIq+55prwrjneO5vL999/fxx11FE5uumvxov++d73vhfG7/vf/37guVER5uyzzw6ykkzdc889g4PCeDDU8A1MAZQbh3/+85/tVqdt/GtcAWb5GxmE4q677rrUprwDWjz0jMNcMXmPH6UJ+mduMS7wgzjP5oJ5kMuVa2MKTNQ4etzHOn56xx13jP79+wfvGKZkdVHk1daBb6D3jTfeCB6K1VdfPQBc4B1jysu7kBmKIKLoF1544bTEEy3/1Pvuu+8G5gEceK+r6YRo9+7dY6qppkoA4Pzzzw/pguOGMXhLNUmgrrbaaiEvAda7d+9YaaWV4rHHHpPcMJhw008/ffC+N8xQIsc5BRZZZJEgvByzO8000ySlMs4b7aQNmIdAAAMTvbbffvuYffbZE8+bdzvvvHPgZ/OsVqult+TpBry/9a1vpVWhJZZYIs1R5Xl7eMjMG2Pwi1/8IhmjPCXmNUAwsAVQmR8M8VTh+P9TWuwEFOC5nXvuuRNvHXzwwXHqqacGp0ru+kQTTRT4E9+tvfbarZ7uXr16xYYbbpizjfYV0FlxxRVDfXQGgFstTO7zNtNL+mPlNDuKfv7zn6dy66+/fkw66aTVYq331157bWywwQYp35ZbbhkATGtiyw3Q/sADD0SPHj1ihhlmaImJtArFsDUv9WujjTaKKaaYIqXlP8BQI0/+xBNPnNozj63OMq4ZKfRcDnvssUfQp0sttVTq19Zbbx0APsMn1z/JJJPEmmuumUKOc+3VQmdzea+99kp1iCthOAXIVh7rxRZbLKaeeurWBHzWp0+fVszBSOTAY5CdcMIJge9+8IMfhHywDCehZ0DYivu6666b6sMvgL5yHIqtDbTcGF/8Qg7DUmStuGqAvQS8KO+qq64adEFL8fT/29/+digvTRjS4kT92c9+FoytBRdcMPEL+a6OqrGWCpc/I1Cgw8C3AevZs2cYNIAIMwLamK7aS3EUM0uKV4O3w5YUg5sFL/BOOGA+9+p66qmnkufC8ghBk9MBBZ486ZboeB/sxQIcMBcgDhj87ne/C944IISAVTfrceONNw59ImyPPfbY4IEYmdVJUAEqJkr1vcr9+KMAY2nyyScPAokCn2WWWcZf452sJfNMsI2Eh2beeecNc6Rbt24hbtppp02rOEsvvXR6M7xv6V0+4IeX5pBDDkmGLNDB4EV/gIDi8GypdEiL4Ob9+c53vhPqZozzqKVKy59CgQYUIK/xEhD5k5/8JHmZeety1lqtlkAqeWtrYOZRwJVOyPlGdqVXyHdzAF9zyMg/22yzpT3V7nPA07k/c845Z+qPtvE0pw2ABDjh91ymeuXUkUfcHHPMMUL9+mK7CUOCbpKPfuP4WWGFFULbQLA2peWANvRefq5e6UI6kEceXXbbbbegC3MA3KRNNtlkqRjjWai+A10511xzRe5Tytjyh2ww5/Vvvvnma4kp/6sUsG2P4XP00UcnwJrTVllllbjvvvtax4EjEb2NFdpneosztgAuvrfKgH84R/Ar+csYY0CRqbl+V+m2g5DP+MX45DHPVzgMTspjb4zJd+XrA+cnpxa+1QermuYNAwNWEurLlOe2FOgw8L388ssHBfzaa6+lj0R4x9p2bcQn3jVgfcSU4TEYYY011kgRvA72KKWHYX8IU8LMI+EMbLvPgWAH0izt2O9GqEqz/KLtGWecMXlbCK4f/ehHAaCwWuUpYcKlAKOOouHp6dli9E24PZ0wesaoBJZ5sSgDvbJ0L87y9nHHHReUAaOSoAVO5CHAGcnyUQK2oPDuyWeVyzcZAARFIX8O5hzFnZ/LtVBgZBTAL9IbgQzL3osvvnjwyskzugEosRVq8803T0vv1XJARQYl1fh8n/sDEAOw+J/MsRTPQ57ztXcFjurr52iyysQTbc74Pko+oIf3m1MK8PI9S3v1VuMBNltjGMfm7w9/+MNgAFhBzoGeq5Yxx81VoRrf3r3VLB592/vay9Os8fCL1Qb0YTxlOjB27MnOY2D7Tr0jAghm1AHqaMzbDczjO/fbbLNNrq7hVf082vDOLrvskgzF3F6+1reJ1xrJZLyNF21d0hhPPUPMvNl7772D57tWG7oqKr2ExhToMPCdu1Or1dIHCBR4jME/S22WwwgUAo5wUpy1SDC5Z9ERMO5HFjAY4aoPAiFs+ZCVyZJUlidh0003dZuW+Vh5rEQMywOSEhr8UZ/AA94guUTVUWBcPOIHqxa2CFWF3rhoq7PXaS4ANFaDeKl5S4ACHhN7Dr0fb4x87nk8pPN6eZZGObhnWNt2ZQ7ao2gJk0FseZoBRBHZDkYh2L8ISChXQqFAIwpYsbIqCYgAHhwjnB85LznL8ANmeAdz/OheeRgvuOCCtNTOYNReBqO+21luueXaVGW1xrzQHwCbvqj2p1arpb29gEmbgsMezAGrSh4BbODMfQ5WXaebbrrkpKKfOKvMO7rH6q33paeAslxmZFf9sIfdPFx55ZXTNkzz2zzNgZHMgEZndXkGwOlbzyML9KCtN4we7zayvCVtOAWMpbHNYwDXoLfgewKYBn/NP//8qZAtI7av2LIn4swzz0xec/ftBVtVjDuvO4MOP+X28lVZMj/Lb22YY+Krwb5wfeH1zvG+EWJUAPicmlY1c1q5NqZAh4FvwrN3795B4Ng+4tq4i41jWYD2Ny277LLBaw4AyEmAel5ooYXSr45Q9uJHFjAjIcPSY+HzWPDyEeQ77LBD2vOm/I9//GOXtL9K+/b1ETQpctgf9fCsa5/H0MSxfEiIDstSLuORAhQjPuHxpnh4xHzANB670KmaYiTibd894GHL3tttt13YtpP52sduvr0wV2zjscfbvPOi9glaklSWsjf/CGV7SMUB8DzgljT97JY9tVaO+vbtm7aqqKOEQoFGFLDflLMFv2222WYJJAOf9p8CwUCD/df4Dz+Z6+oBCG0DATgY3/bOim8ntEbjU1td8K0PCO0xB+x59wBNvM7zqD/y2qoonRdSGTyvD4AK8MRD2Fp5y42+AkTy+hDOM+BltYlhus4664TVIzrIthn72QF8oIfuoTOBI+Vbqmv9rw/Ktka0c2P+0p/ayMEc108OLfXqCzClfR5TOg34N699s+Wdt9hii6D3gEEfZ9pa4b3p4XaaLtEVChhTY5zHAG9bWfcNgPFghKGnFUcgnSMQzY2JauTBC+7xtpUXfOm5vcBZktvLVzjIvOHRNvaZj8j4/MEvbGTLcPUbCunkuBUZHnb8w4HTXtslfigFOgR8E0aDBg1KP1NEaPpqlqXkIxEfbFjCtmzFi2BP2+677x6AL6U/tNuRPgKzJ49QY4kRDLwCBK2f9rPdBOjieSM8LCfyEPhwhiBWD4EKRMw000zB2ufFI2xtLcFglvPsj1P/rLPOmgCIcramELbasESkzbzVhdCylCcNE/LoURjeSdkSxi8FjDnQTUnz5vBk+Yho/Paic7UGTOBrHhYKlOHIK80Lg68pXB/qWCGSTjnkN6QkePHkMw9tA7MsmuN4wHnHAXMgxhw2x8xxYCDXU66FAvUUIMs5ROgMIIRMtY3QR2mACW+reW7ZG/+Z6+oAWq1+8RTja8al+Bx4+3gf83O+AiiW19VlLtATdINvfQAmW0zq+yPdKpsyvNoMV3oJj5tDuW5XK0J+iUJe80h72rAlhL6TRzCHvLN788b2OZ549QNKHE9WYM1HeQAkutN9NXiXeu99NT3fey9GgX7Rg+Yvncf4oNPMX9vS6Eurv1YLfBRqvluB1ldlAbJcZzNfYZmNNtpojEmA7pwV9tDDKhwjeFx9+I/DA2/DGzCU8YdfYKkq+NW27X6j6gD5y0MOUxk/27eMNflubJUH0P2ghdVLz4J0/GuOwFxWhMSXMHIKtA++R16uy6VutdVW6ffG7esGNuxfEngxCHnxmH9MX5wHQ91jWq7kLxSY0Clg9YrXZELvZ+lfoUB7FAA4gGA/rddenm8aD9jbXuWHAr5pXe2Vt7JnmwLg5dcs7OtuL2+J75oU4ORj/AHtXfMNu9ZbFfA9bDxZkkAyS4+nlOUv2DvIO77ooosOyzlmF8t/VStxzEqX3IUCEy4FrCjVb7sam70tdRUKjGsK8Er72T6yfly1BRD75axxVb96/aoKbzRDAviyX118Cc1DAau8xr7RqkfzUKHzvGkB351nrEpPCwUKBQoFCgUKBQoFxg8FSiuFAuOMAgV8jzPSlooLBQoFCgUKBQoFCgUKBQoFCgXaUqCA77b0KE+NKFDiCgUKBQoFCgUKBQoFCgUKBcYKBQr4HitkLJUUChQKFAoUCowrCpR6CwUKBQoFuhIFCvjuSqNZ3qVQoFCgUKBQoFCgUKBQoFBgbFJgrNdVwPdYJ2mpsFCgUKBQoFCgUKBQoFBgOAX8zrxD9xz85rflh6eUu2akQAHfzTjq5Z0LBb4uBcawnIOq/vOf/4xhqZK9UKBjKPDBBx+EQ9X8LnfH9GDstuqQtzvuuCOcyDl2ay61jSkFHH50+umnx9FHHx0OJxrT8iV/16JAh4FvQs5vnzrZzulMDiL4uqR1otkDDzwQfmTeSV9O4HP6VqP6RpXeqEyJ69wUeOutt8IBF3jN6XOd+23Gfe8d0nHkkUcGeplLuUW0E+c3hZ28Jt5Jg+IEp+6Jy8GJopQNj484z06wVZYi2nPPPVMbygrvv/9+OLr6zDPPTPFnnHGGYimY3w70cdw1QJ8iy5+mpgAZj2+Eh17m7NkAABAASURBVB9+eARa8C461fGiiy4KHkcZnIDpRGJlnBoorhqc0nf++ecHPVGNd3/XXXclvlQW34urBkd7S3NOBP2mfadsihPwrhMgq2XauweWlRG8g9MLq3kd/S1NcOT7v//975DH8e7inDopv/jbb789AHDPjYITKZ2AqByavPnmm42ypThGiWPP5XVNkZU/H374YZxyyimJTvvtt19rij4q4wh6B8+1JnyNm85WBP2ffvrp+MEPfhA77bRTOKzv008/HeVrwERoJuTfoX/xxRcDXR2qpAKOjUsuuSTITs+NgrbJbPUYM7zTKJ+4qq488cQTRbUGvHTxxRensVXXL3/5y2So6ufhhx/eGm+efPXVV63lyk1jCnQI+H777bfTQM0111yxxRZbpJ49+uij6fp1/hAIFDvw7dCEJZZYIqaffvqGVY0qvWGhEtmpKfDss8+GU0rx2j333BMvv/xyp36fcd15AGTOOedMcxPgpiyfeuqpuOGGG1LcNNNME1dccUUQsMcee2zMP//8seaaa8bPf/7zADpy/wjvjTbaKLp16xaU8vrrrx+APeHvIAgnyBqT1VZbLYzR5JNPnpTIv/71r9QOEP7YY4/Fa6+9FgCTA6+WXXbZoGwY3Lmdcm1OCuC55ZZbLpZZZpnYd999RyACAxLPPvfcc2GpXwbgwqmW+O7ee++NJ598UnSbsNRSS8Xss8/eJs4ccNqxcj179gx1t8nQ8gDwSgesqmCpJSnxM36fbLLJPI40MECBm5/+9Kex8sorx29/+9s0B6qFdtlll1hooYVijTXWiMsvvzz0z7t98sknqa1zzz03gOoePXqEOeMAlmr56v2rr74aAJS+TzXVVKFsI+MDuL/yyitTUXmBLAf7pIiWP+QBkP3RRx+lPjBQzGHz3bxXhuxg0NPVLUWa4j8DzPgYA/IRCCf/RvXy++yzT8w666zhILMjjjgiyOCHHnoo4CaAmgODfISnyM726tM2/kd/fbjwwguDjK3PD1zjJfJaXgZb5mN5v/3tb0fv3r3T2Eo33vqgLnWKExZYYIEwx5QpoX0KdAj4JgznnXfexFQGatttt01ChqeLsibcbr311nj++eeDMMCsxx13XPJsm8ziMC9PAqXO08Cym2mmmYI35KqrrkpHxRO8m2yyScwxxxyhTkxKqOR0x2MTbsC6o3kpdN4KAplA146+TZiCov1BLSltKUCJCU5/43kigNrmKE9VCvTr1y/WWWedMDd/9KMfJUBMMBOoaEiBfu9730tFGM1rrbVWrLjiijH33HMnhS+Bojb/nLhGSAPiBPSUU04pOQFyoF2gkNQBmPz4xz9Ohrm2F1988aDAeQEJ/QUXXDABLcqBQk8VlT9NSQHOFgAZn6633npRq9Wi3vvNm7vDDjskT2MmEn7bdNNNAx/zgpP7OW1kVyBn1113TXMCGHrkkUdGyA644NtFFlmkzbaC7t27p/ZmbQFS3/rWt0YoVx/B2NTPVVddNVZYYYVwQiaPZ84n3TzabLPNYqWVVkqGAoCnfkaIsgJ9lsu40m0MV6AurwSIF8xpfZ9nnnnCShUdSP9Vg3bp27XXXjvRQft333234imY88D/6quvntK33HLL4PWdccYZwzi4kgVkByCXCjXRHzQHaBdeeOE0pvnVbXMiZzOtl1xyyeSkuPbaa2O33XaL5ZdfPvDUoEGD0urG1FNPnXia3LQKuOGGGwY+RlvOkkMOOaTV2MxtVMcXnrFKmdvL12yEMejwAmeJNnMd5P/MM8+cxpZzhqElT043p5ysCpvVarUcXa7tUKBDwDdPNQVq+aW+X8ARhcuj0bdv38BMp556aljSM/FNeEsflPl5550XGJGQtVwGXJvg1TrFsRgJJct31TT39sRhfsDA8iSvA3AODGgbQxMg8pbQOSnA63LooYcGzxXBMjoKsHO+6djtNW80kPuTn/wkeAMJeF4084LBOvHEEwdlTaHzZvGC5B6YU+ac5/vvvz/NU2U8VwMABDgsuuiibbwltqZQEMqYk7wrylHalLf7EjqYAuO5eSsy+AwgMKerzbe30lnN454O4cghC6zU4CfxjQIvo/YA7Wp7wHB75egv+gb4VScwwtmkPTrFfBJfH3iptcWbTP/ZTiAPRwGg7T4HbQBQ+Zlzyopufua0omPN2RznWqvVguFh60G9pxTwAvZuueWW5PBabLHFwtysBs4tgE9dAq+6aw7APfrm5+mmmy7fxmWXXRbbbbddcqhxvFX735qpi98whjj84IkXXnih9W0Zc+RdpjWHBtnamqHlBq4xxuShVUfORPyC7xmieEwZfGZrD75pKdb6n1MSWNY2IM6xkdvL1xlmmKGN0Vg/vq2VtdzAW1tttVWoC47j3NI2Zycslfm3JWv53w4FOgR8A96W5gDb+n7xuokjPAg54BlzAE2eeRduvPHGIIDkG1Xo06dPUNasskZlWHgYGHOz2jGN/VMUvrYJId64UbVT0idcCvAqnHTSSUG5UKJVb82E2+uO7RmBbp88ITvttNPGgw8+GJSppXXeDnOQpwvAJvTNFcEctcRpe8/GG28cPOYEPgBujyDgRGn85S9/SS/IowfUzzfffOnZnyFDhoS94r4FoWTE5UBm1Gq1aA/85Hzl2vUoQD7jMQAQ71XfUFo9SK2m53u8PHDgwCQL6KC8jSKnV6+ApPZc8V1OYwji8/ycrzzGeJuu4bGu1WrJc03uCOI5kXL+6jXrG/OCDspp7s0n3vMcV3/lUQXMxDOAgSzfR3hXcaMTbDthGDAa+vfvn4A3r2s12E5SrYs+pVurcdV79M10AszQwNYxV+9bzdsM94wODsODDz44evXq1frKtpBYuc+0tqWpntachN1bVlBsNeLsAHgZXfiDrCaHWytscGMsYCpODgAZxsnt5Wt9m8rk8atW6ZsAhrD96+LxAHltXH3HxxDAG9LGdejM9XcI+MZ4rLs82DwLvF9VQvIYUNyW1Sz3CZQ0DwEPQu/evaPqwSR8Cb9qHV/nnhBjzfG8a5O1zvP3deoqZTqeAhQXhUdg6A2PizF2X0JjCqCXj86AFMuLctkfC2QzRi2L8uKYbxSKeSIfL7i5bZtINmiBZMKdN4anRH7eG0uT6rUaReET4J4tbfNMmuOWWsXxyADtAJBfCSDYLZVKK6F5KMCRgtc22GCDsAWJ3uCxtafVvB6Vk4Rn1oe7VnRQjWyo9xCKz4EjSHt40VYBK7DSgItGbQEjQBJwU+9ZVo73ES+7rw9Z3/BM53cDhoFxepDhm8vwSKqLLjQfgCrftDAK9t5777RKtfTSS+fso3U1b72rbZ/mJmBnvlYD48Z8BvZUytDQV/cC+VCr1QKY9Gxuoxtvr7ESx2iq1WptVrmiyf8ZO0ZJprVtVBxGxoDcg21sL8nykDMDrX1DgHR2A3BYuG8vAO3Gl+MEiLdjILeXr8adTLdyoh6rIGSz+2pgsFpVqfJkTiebGQb4JMeVa2MKdAj4pqR5wQwgJUqoYTYe8QyMXFlSlrnlceUBxzyYjQC2/8hr2dNNoALsBJGymBMTZOGKGdRfq9UipwPvWUi6t+eUgMH8LDjt2sfKytNOCZ2PAsYf31BGxhNfUDCd701G1uOxl8YDBnxbJgaSgQXz07Ydq05oaInRhzXm1yqrrJKWqX0g5jsNc8v+WHMcre0TtKpEiAvmrCCfVQhbS2wvy28AHGnHXl4Kwr5RwAToB+jlNZb2++Yy5dp8FABY/LKH5XPGIE8vGe+7IXteAVY6xjc98nGgMMDlAarxMXCr3OhQz8eduRyQzaBkDPrlCdsVARbbFX0Yp2+MTEAT4NGWAGCZO/SJbyTaaxew13fzBbh19ZGd7QZkF/BtVYp3ndFrPlk5uv766+O2224LK07yAPL1bdx0002hT7zlOc08phvzsyu5qd1q4AU1H62GeR/zW1tWxcgBtCUXyA7pHGzkgrnq+yxxBxxwQPCsA5baaYaAluRde+8KDJOXmdbGHy7xoa1vZmCjrbfeOow1o4ujkoFnPNRrDsAs6scjvOAMS8+C8dUH9zl4zu3lqzGBrcwfY4Un4C2OF7ymrJUgxi4+9CxI12dl8IbxhaOkldA+BSZqP2ncppisvGeAEWVL0Zq42ZrTOsEjXTDBDW4G4X6xwt46+SyvWWqTj5D1cQdLzwcrGFEeQo/Q4T3P6fL4WSTplmMs97gHOoAC9VkW1w/xJXROCtjb6ZcAjKdf5+icbzF+em1+8DyjlcCY9csKWgdWxAkZPADqns0TQt5qliVlYKFWG/GjGx9HM7rVx1jm0eFx8SwQ3OrLgQdePGPY8j/POIUvroTmpgBgkPmEd7pWq6UP+6yyACUnnHBC2j6R8+A3QB0PiQNuGlHQflx8X5/mOyPleNuBXeATCKazgG1pOQDjHDr0S47bcccd0y8EAVDAfH391Wcf0eVyO++8c0oCeIArD1YBcjqw5H2l5zhX2xPMR5562xMYCwwQxitwpx5BX4Bj96MKvK883+r37ZX8dPKdd97pNn10zYCWbquZSKCO51ucKy+7+GYJPnC1r3tM3xfuQDOBwac8RyNHCK8z/rOdRzqeN8ZWSshX4Fp+gSODMed+VAFvcGSq07c98gPeALZ7+/7Fm0ueBekAuTI89eaC+BJGToEOA98j71ZJLRQoFOiMFOD9slWsZ8+enbH7pc9NTgFGI09i1XM4Nkli64u937zgY7Pe9uqyHcdc9E7yuPo1EvcldD0KMISs9nS9N+t6b1TA99gd01JboUBTU8Debfs8q561piZIeflORQFbOKz0WOofFx3nDed9t9I7Luqvr5OHlGeex5qn1NXqVn2+8tz5KWDlkey1fbbzv03Xf4MCvrv+GJc3LBQoFGgaCpQXLRQoFCgUKBSY0ClQwPeEPkKlf4UChQKFAoUChQKFAoUCnYECpY+jRYECvkeLTCVToUChQKFAoUChQKFAoUChQKHAN6dAAd/fnIalhkKBRhQocYUChQKFAoUChQKFAoUCI1CggO8RSFIiCgUKBQoFCgUKBTo7BUr/CwUKBSZUChTwPaGOTOlXoUChQKFAoUChQKFAoUChQJejQFOA7y43auWFCgUKBQoFCgUKBQoFOg0FPv7443DwkZOAx9XvyHcaYpSORqcH344RdlKZI1fHdDxPOumkuPbaa0co5jRNRwU7oGCExBJRKFAoMNoUcAqhEy9Hu0DXzFjeagKlwL/+9a84/PDDY7755ptAe9h+t/R5yy23jE8//bT9TCVlgqEAPDH//PPH448/Hk6inGA6VjrSIRToMPD9f//3f7HxxhvHnHPOGV9++WV6eVdx00wzTTgB7B//+Ec4YnWqqaaKbt26hes888wTf/jDH1J+fz788MN45plnwqEIb775Zvz4xz8WHY5Tvemmm9K9P0cffXScf/75blPQ1oknnhh+lP7II48MAD4ltPz5yU9+Eo899liwVFsey/9OTgHCbonGEEfvAAAQAElEQVQllgh8tdZaa7XyWyd/rXHW/UcffTQWXXTRRK+dd9450YviQDs0dELf3Xffndq/7777onv37mlunnHGGWFep4SWP7w8s846a0w55ZQp3vwzPx0//fLLL8cMM8yQ2jCvJ5100vjTn/4U77zzTvTr1y/FOylTu1999VUcf/zx4cCQ6aefPsxlcS1NlP9NRAG84KhuB9Q4zIncr77+Qw89lPgGj37/+98PR2wDOddff33SM/jnuOOOS7yYyzlxkgPn4osvTlGDBw8OR2yrA7gFzlNC5Y9jvDfYYINUv2j98qwMPXTZZZeFeqXVB7rL8d/yLrDAAlFf/9NPPx05fe211w59u/TSS2O22WZL7+a9ll9++aDryDXl25sLX3zxRTg0yPxS7vbbb6/vTuszTyxdrF/qNxdbE1tu9MPJidJ79eoVzz//fHpHXlxtiN9xxx0DLVqyl/8VCgwcODCuuOKKmHbaacPR6yM7gOyPf/xjoL8xm3HGGQNGiWH/HN++yiqrxF577RXGFr+TvRwccNDnn38ev/rVr+LOYUf9Dys27DL0csstt0SPHj3CHOrZs2cbLDU0x/C/b7zxRivf4W98Pzw1wvMFF1yQMNrbb7+dkvDis88+m/DY6aefnuLKn8YU6DDwbXIbPAo2MwulT1j+9a9/DYOty4TViy++GBjshRdeCAEglya8//77CRxgJs+jG+69995Yc801A4PXlzFJCDUAoT6tPHdOClCu+MoJc2VcRz2GlAV6EaqDWwDJI488EgSrOEDY6pDnY489NgYNGhR//vOf49e//nVQHrn20047LRnRnh9++OG4/PLLY/XVV/cYFP27774b6rvnnntis802C8pA4u67757iGch33HFHUhDmPWCuHveUv7wlNA8FANO33norgAIrluQ3OZ0psMwyyyS+wVMXXXRR4rUf/OAHAXgy+JSla5TPZapX/HzDDTckx406gGD8Xc1DZ+FjADTHmxv0iDIMzCeeeCI++eSTnNx6xc/q33vvvVM/OQTMpRj2T/p1110Xmf8ZmoA3R9Rrr70WH3zwQZpDffv2De81rFi60IPKpofKH0Y0MESPrrfeegGkma9XX311CMq8/vrrccghh8Suu+6a+qV+8rJSTTCsnY7pHXfYYYf0jPYMG0G8es3XarlyP5wCHBMMptlnnz05EvCJMciBw09ufEG+kXd77LGHqBQAa4YOw1OEcoyfueeeO6wuciAC7QC6dDyT6/ScAyPJXMBbHI9k/I033pj4QZ3uAfn99tsvfvOb3ySe4IiUP9fhyvh97rnnYrnllvOYwnvvvRdkdJbzKbL8aUiBDgPfmIbwBKpZ5CzrmWaaKXkljjnmmOR5y0zWsOfDIjHzXHPNNexp9C/AN4XfXgkWahVItJevxE/4FOjRYunbRsSLSxkRYBN+rzuuh0suuWTyXOgBBcsrPccccyTPGxoC3gTuRBNNlEDGd7/73eT95skjyJVjXE8xxRRhmZVBbY4DJtKqQf1WqFZYYYVgGAExvXv3TlmsfPESURS9evUK7QEdDO2y1J5I1FR/nnrqqcCbeAIwxldAQT0RPvroozjzzDODMTjJJJMkTyKHCs8hXhZXX8YzcAScZn1CPwGm0nLA13h8tdVWy1FhbvB0mxvXXHNN4F+835ph2I369Y3hKQpAqdavDvMh6z3GRNVQ4FW+6667wlyor59RAACrt1Hg2RavDjQD5AVltAkI5nfi3ALm5M/hySefDCtfns1ztGQsAP28/eLXWWedQBv3JYxIgVdeeSUYc4C1cSXDjEEOmeYcGQcccEDycAPQarrtttsSNkJjz8Jiiy2WVgQZemSyOjfffHNJKRhzMjQ9NPjDe47nYC98n/vhniEKW9kZoOgaa6yRVibd50CX7rbbbvkxXWE4xhk5nSLKn3Yp0CHg28RlMS277LJBEE088cTJm2GJ2jIGi3/ddddNHq92ez4sQV2WF4c9jtaFMqfICc32CqgTE7aXXuI7DwUsiW600UZBKDCoGnkDOs/bjL+eAi8//elP0xy1ReSll16KWq0WQJB5pyf9+vULeRirPF/iBCAkC+bf/e53wWtGMEurBgKfElpooYVS3TnN0n2fPn0S2KIcKHpp5m174El6CV2XAvgkvx0Anu/rr4AkbyAPYzXtwAMPTCssPVqM8Wp89R4gyc/1bQAknDYMAAZgzmdu8ALajsULbkXn29/+dk5uc/38889bn+sBNOPTloM999wzbU/Q39bMLTdDhgxJAAi4b3ls81/b2267bZs4D4NbVq0YtquuumrwUNOtP/vZz2KnnXZKQRnGxmeffSZ7CgwU8yw9DPtTn05nA248pMOyRP375PhyHUoBY3TUUUclHnRvXPI4uJKjPXv2TADd1hL8e9hhhwW5S566H1rT0L+AuDjAGKCHnwBiW6sYVLboZi/40BJD/1oVAqptzT344IOTo8W3A/oguGcAju58G1pr+TumFOgQ8I2ZKPDFF188fehy5ZVXhqUxlhrP16abbhpbbbVVjM4SFiHBo1D/4uqxL068dBZ/VtrawuT1wlXeHJRRd34u185JAQrCOBJMhBGQR4l1zrcZP70GdoFfgMKyJyBx6qmnhuVK13PPPTd4ss0pe3BfffXVBMhnmWWWtI8bMLc1hDKhtHn3tttuu7TUetZZZ8VBBx0UvEDexhJlt27dwncWngEc+8gFe7ulUfT6JJ1SqdVqMbK5K18JXY8C+BAfmNO8fEAiMFl9U/xma4ctFjmeXsFLQLeVVvyU0+qvtVqtdd8yvq2uktEJluQZ8rzP+mJftq0jW2+9dey7775p6Z7eaU/G1Gpt6wfCch9qtVoAUuYOHcWLaU5J17Z3oBc5hsSNTtBPBoP+2OLpqs9WAgR60FwH/NFJnQxiae5zqKbzlqOltFqtlrZ9uicH6sdDfAlDKUBmkXPGlKFimw8657DNNtsEns66imMDj3FUchgB476JszOAkxIfMPzgJKCZTIalrGwYo6GtjvgXX8FfALtVDE4TxmruB2MMnxhz7auBB16/3Jcwdigw3sE35Wrpbvvttw8eAhP95JNPDt4KTHTooYcmAWb/tyXrUb0m4UFI1ufjHbCcbQ+T5W5tsv4JGEICI2cwrqxfS5HXdhgMJ09eTpNeQuekgLHkeQX6jK/93qPDV53zbb95r3mYgWuBkkY7qwVWD+wDR0PghvJl1FDs4nhgNtxww2DgWKLmHSS8KRlLrea5AIQfccQR6cNoXjPeOCA99xwYB8550u1HpXQoCHXaOqStWq3W8FuNXEe5dk0K4BNGGc/dCSecEDzDjDHeZgaft2Yw4jsAx7N0vOnjNNspgGcrn9LqA1AOeFx44YVJB9lXrk16Cl8C/7Z94GPtAErmAoBOd+HNm2++OW2PmmyyyYKsAXByO+q30pvrx9/qt7dX/YwKQEs955xzTvpVDCvAypsHdBTPuOf6YOuB+urj65/pS332DgKQtckmmwQPuL3o2jangXa6Gm3ls+/cvJVOr3KceX8fpZ5yyimJXt6VR7W+zfLcmALohrY5GHNbqchEdPbBIl3l+zcGmXz2dXN4bLHFFslIxKO2nzDifFDsmwaGGmyDb/FN49aHx8JKvqtTv8A5ik8YAzz1+qIennp7umE125zUDy/BVj7ktF3GNhff8KjPdwa+tTAHh7dW7jIFxjv41jBl2rdv3yDMPNt+Yv8bcIyJWG32l6244oqSw57S/v37h6WQFFH5oy776CyR+LBmwIABKZUQcK8ujGKJxT4kViEGZ+nJSCASgCxSedVl7xVhxksqTwmdlwI8p5QuXjO+vFY+aOm8bzRuew4AUKg8hOaCrVeW4tHNcjUa+vWS7VuMZyDHfBLnV0z233//9OsNhDcQY27V95ZHkuErnnL3bEuKZ8EHQ8AA5aFewlzdFI62jKdvNXhp5P8moZTtXBQgs/EBfiSv99tvv7QPlry2CuNtbAfBq5k/ABHfJ9At+AlIZ5DLWx8Yk3iL7pCXN5ERKT8+rObv3r17cBqJszecx1oZ3khAVfu8k0C/PIL5oH56RV71k0X0U66fQSrN3ADStaOsejkQ8rO4agDafZBXjTOHgOr2ylTz2mpgz7e2Gd29e/cOskC/9I8XVh7pQJi8wDfvLdAn/uyzz45GW8uq7TTjPVpVZdzIaIDWZC56AsA+vq3m59xQn7HF27bOwi9ksW2VxgQ/kqP3339/Moqq5Tk1lKcPq/GN7q3kyK8vDC9y21yAtfCGe1e8j185Nl1hJ/xD75qb+tmo/maPG+/gmwAifKpLGLxoBCTGsbQtAN+eDRAvAiDu6rkaeDgEy3RAumWZnE6wqUsA0mu1WvqJJCCccJSPwCVs5REITlYm8GBJR54SOjcFeJtY8cYXn3Xutxm3vSeU0QitBMqbENWqe3ECb584njnPljLNbZ4Tng5KQXp98DNueV4xpoH8PM/lpVzUl0Pes8jTRrlYdjee8pbQXBSo1WpBqWfe8PZ0AmBNh3gGyn2MiRc95/RchscQiJCWA7DACPRshYcOkB9IEUdXacN9DrYQmA+eGYS8k8qQM4wEq0VWT6v6SF56J9ef68z112q1qOqs/E7KmYPmjvsc6FFAzTOgXu/5BsgAM32VZ1RB/wXvjW7Kc5JlQJ37zQi3oqU+AFEZgZdWXAltKWAfdj3PDcsxwoVctYUJPRk7jK5qJlgHkDc25KaVEM4QebLsxP/S/WINh4i0HKrlc1x7VzygH4I65TPejC9t41tpOQDqHKBZJ4hnCKhH2RLaUmC8g++2zX/zJ4LFvtR6wdRezZS55TWgu708ffr0ST+7RKi2l6fEFwoUCoxIAcqDR9IK1oipJaZQYMKiAHDjJzEtmY/NnjECbAlgYI7Neqt1WWGyzYBn+7zzzosy56rUKfd+IcVKUKHEhEmBTg++J0yyll6NEQVK5kKBQoFCgUKBQoFCgUKBJqFAAd9NMtDlNQsFCgUKBQoFGlOgxBYKFAoUCoxPChTwPT6pXdoqFCgUKBQoFCgUKBQoFCgUaGoK1IHvpqZFeflCgUKBQoFCgUKBQoFCgUKBQoFxSoECvscpeUvlhQKFAmNEgZK5UKBQoFCgUKBQoItToIDvLj7A5fUKBQoFCgUKBQoFCgVGjwIlV6HA+KBAAd/jg8qljUKBQoFCgUKBQoFCgUKBQoFCgRYKdHrw7fSkzz77LJ101vI+o/1fOSc31RdwYpMT1Jw0VZ/WXM/lbQsFvjkFnChorn3zmkoNhQJjnwLkvVMc33///bFf+TiuUZ8//vjjdBLlOG6qVD8WKPDWW2+FU00HDBgQxm0sVFmq6MQU6FDw/dhjj8XNN9/chnx33313OL5U5DvvvBNXXHFFm3DfffdJag0vvvhiHHfccQGAO+XSYQnun3zyyXD8qYxO3NOWq2fBCWRO8hL3zDPPBAEs3jHFV155Zdx+++1jDOiVL2HCo8BHH30UFbuHCgAAEABJREFUDhzASw8++OCE18EJrEcA86233prm3dNPP93aO7RDw9/97neRDVd5xQlDhgxpzeuGsnHCH2M2P990002prGOHr7rqqtSGsoI56IhixyJ7HjRokGIp/OlPfwrz8uqrr46XX345xZU/XZwCda8HKJPxeEP4/PPP2+SoT8+J9Mj111+f+Ef5HO9K/h9yyCGx+eabe0x64I477kh8SWakyMoffJvT89x47bXXwpzQJ4EOq+9brqJavlH97733XmpbPXhd/lwW/z/33HP5MXbeeefYZJNNopqnNbHl5ssvv4wbbrihtb4PP/ywJbb9/3SxdvU/z9lqbrpXOtlAx0pjAOR3/8Mf/iCqhDoKPP/88/Hmm2+Gw5COPPLImHjiiYPcrMs2wiPeRG9h8ODBKR1/OLzpnnvuSc/GGLYhO1NEgz/azmME14wM+Fd15V133TVCbdV0vCXDG2+80Yb/8TU5Lq2E9inQYeAbwB7QYgEef/zxUVXaBOFf/vKX1GNA+JNPPolHHnkkCRAKP0/6lKHlj7Q555wznCSGSe+9994gEM4///wEyFuyhDp+85vftBFSBIjjWzHtb3/72yCg5Z1kkknC6WSEdCMBJE8JnYsCTz31VDCw8MEpp5wSQGHneoPx29vHH388KHn0oizefvvtAH6POeaYNJfMMcCAR/vMM8+MJ554IimX7bbbLqXn3p588smxwQYbxBRTTJHm3rbbbhtO4nMy31dffZXitGH+//rXvw6rTe+++24Q+uKdRAtoUzgMbArL8+mnnx5ZRuS2yrXrU+CDDz6II444IvCDkx3piupb40c6AO9cc801AUSS73TBCy+8kAAP3nn99derxRJ/HnXUUcmDzDikG9SB96sGIHDP2WN+SN9qq60Cv+JbAFgcOXPppZe2OpCqDemf+oETebXJ0KzmAWAvvPDCAJTlUQbfDxw4MLyzeZfzOz4coMvP9Vf9OvbYY5N+BQCB9fo8+ZlBYW5q86KLLgo0yGmuAB5dLZ3RjL708yWXXBK///3v07zfZptt4tVXX5W9hAoFgGU45bvf/W4A1I5gd1/J0vAWZnnggQcSNiELyWA8wLFI7gLC5DSjyVg3rKQlUtt5XgwaNCiMX6P8xhNIJ9+N89FHH52wV0sV6T+ZDbzndH1Qt3JV/r/ssssa8n+qpJP9GZfd7TDwTYAtuuiisfbaaycvc6OX7NmzZ2y//fbBQy0vYbfmmmu2yfroo4/G/PPP3yZuVA+8EhhZvY3yzjzzzEmYNGLQRvlL3IRNgSWWWCJ22223xEuERF4RmbB73XG9W2aZZVrpNc000wSwAmQAAubjcsstlwxbYOTGG2+MvfbaK375y18GLwyjNfcciNhoo43S4znnnJO8dLPOOmt6/sEPfhCUtfrmnnvuWG+99YJS+uEPfxgUjXjzmscH4Jl99tkDuAfgKTB9ivKvqShA0S+wwAKx6667xgEHHBBnnXVWWkXJRJhooolijz32SPN8ttlmS04YRhqHzaabbpr4B38BuLlM9QpcMAw322yzVMfPf/7zBFRynlqtFtrH6/hzyimnDF5vzp8tttgi8OaPf/zjoKvMm1wuX9VvxTXXv+GGG7apP+fr1atXmhvmhznBsaT/ffr0yVlGuD788MOx0EILjRA/3XTThbIHH3xwWmXmrfc811xzhaAMcGiuMma8109/+tMA+qqVybPDDjskujCogUD6EfjL9OC0qi9XraPZ79ELfeijKn8wdMQZD2GNNdZIRh1HEYfH7rvvHsYRzRmTq666apKVeBsYJjunmmqqwF8MP2XIyCq98a2xXWWVVVLd+EBb1YCXOaasAsm7+uqrp5WTXI/66QE8I51MZhC74n/8Sr4vtdRSoT+5XLk2psBEjaPHbSwlfsstt4RBWmutteL+++9PXrCv06qlsCojj04dBCCGmXrqqRtmJ+yA83oGbpi5RE7wFCBUCKzpp58+KJCZZpppgu9zR3aQV6Zbt25pCd6qQc+ePWP55ZcPRqk03kNGs+VTIBpg4an71re+1brVi6Lo379/TD755AHsMHgzEK++G2OIJ3DJJZdMy7FWnoAaq07XX399MqyteGmrVqvFd77zndAmRRDlX1NR4JVXXgn8hxfIb2CGwZeJwBg899xzwzwnuzlX8Avwbendiii+4anLZapX5XnVlREPmKjHfQ6TTTZZ4ml9wffAdk6TF99nXs7x+ap+4KVaf70jYNJJJw2e5549eyagbx58+9vfDsZErqfRdemllw6Aqj7NuwJI5hI9CTjxVuu7oMy6666bVrYAfeVnnHHGYMi4z4E+NO88o2+tVktgz4oxWSF+vvnmS6tX7ksYkQI81ocffnhYQbCFL+fAp1YWjIfAkw0j4SerhvidYYN/OCq23nrrVBSQN6Y9evRIzhD5fvGLX8Q+++wTeUxSxpY/5K+xIs/Vw8DTVjVMO+20gVdyWbxd5U+ymR7lkTcP8QhDoaX69N9uBvUvvPDCSZanyPKnXQp0CPjmtQKA33jjjbB3iRDFBO32cgwTgABCGQPXFyV8LcEBYFkI1ucpz12LAqx+y20UK08BL07XesOx/zY8ILyIFAVvIeVr+RswQE8eb3OJ15tXW14KhOCm8Hlz+reAb/fXXXddAuWWqoEWYJwHR68tU3fv3j2BbM+Cdix52i5A2YjLwZyu1WpFuEdz/8t7SqsyHBjYf//907aUxRZbLH72s58F3gUYzj777LQ6Y/4DEaNDPW1U689lgJjTTjsteQUBlhxvuxSACuDmuJFd1W++VPOsuOKKqf9kFeeUpf1q+pjeDxkyJAYMGBDAt9VmhohtA7YhCOYk50S1XvqYEVCNq963l85QGFm5ah1jfN8FChhPK4OXX355cmbkV2IY2u5hPATOCGA5p7uiLcMPf5Chffv2DTgGQAfGeaLlay9wUpLVAPKOO+4YeE9b1VDfprqr/AlT2fanbVueyG7blXKbVigZAFYsc1y5tk+BDgHfgLdlFINJgVO+BIPn9rvaOEVZjFRNZQ1iVlaYeECCpUboYj6CbZ555hnBupdXIFwwHWHuuYTOSwGWOz5g0XsLvMHyd19CYwqgFw9iv379Ytlll02Z7DWdd955Y5111on+LaDacrO5SxlQJraKELrAMmVurvHWKLzSSislr/knn3ySQLj5qqw0YMhSpXHxbCnVdoI55pgj8hYzS5iUFuDtYyFzO3vplCmhOSiAT/Cm8Wfo4TXyP7+9OQ5keMYz+MU97xywcOKJJ8Yss8wSZL/4+lCr1QLfMjSlARa8ue5zkAYQW763VSDH420gFxDKcfXXWm1o/UCLNF7y+vrF56AvPJ/5+etczSMrVeaoOYYmALj+Clae6DuedaBcG+Ya55T7HNCeceEZ6OvZ4pmnHxknnGjirWbnOe+5hNGjAAcFZ4TxENxb/YNZfENgvGyv5fRQIw+6eWArkeeTTjoprS66by+YA3jgsMMOC55yWEtb1WA86cYhLQabenjWrf64F8htHns6gWHrY/rME9L1x1YqPOG5hJFTYKKRJ4/9VGCIhcR68rM7LDZ70Ag1lpelQXvO7KOzcX9UPVh88cXTklk1Hwtxv/32S3tR1QMYWFrD0LxqhIX4XAaD298kjkcDAJhhhhlGWLrJ+TvwWpoeQwpYsqUs7Jc0vj5SsWViDKtpmuzmoA+QfSzJUwJQA+L2s1LiaAiUE+ZoS9iK8/EyrzjQkxWFFSh57BE3zwVggwcIePYhJw+5uZcJDJD4+NL+U+DKfkd70OUH/rWtvR/96Ee5SLk2CQUsz3tVIMSvfAB7tjvRI1ZTgBUfZOIPe8KBjZwuztYp+1JtWVFPfcCv66+/ftgaID8jUjs+3OQtBFz94oi9uPgSfwI+6uFB1C/87Vngbc/pntVvf+7AgQND/VaAM4BRP4PUh8XSBKDMvnPzxLvbTmAO+vbBVix15sAjueCCC+bHdq+2VNrqaS4KvqPSFr1nvrs3f7XH87nLLruEZ8AKPaX7YM970LPmP1kg3grDIoss0m7bJaExBcgyDg3jIaBpjx49grFINhpXgJcsxpM+2t1iiy1a91UzBPG22nnNrRoaO8/tBYaYtqpBm9rbd999w3jCYnDTQw89FK62EMJbykj3QTJe1AbnDEPRlivPJYyaAuMdfFuWMsl9tFGr1VIPe/fuHaeeemoAx34qEIMRJgSfDID6gQceGCa752pggQHPBCNmIFylU9RAl3oGDRoUPHQsO5aa9oAC+Swb8r7lNglyQpF3pFF7ypTQeShgzH1A4tcO8ALlRUl3njcYvz0lYG014RGxQsULxpvn+whGKRoyXvP8BUbEDR48OO1L5UnjgQRMarWh87v6BhQKMC6Od82HYvaYehZ8jMbzk+cj8MKTopx2zHX79vP8VaaE8UmBjmuLcmfgcdTYO41v8KU9qAAKPrGNEZ8A49V0cZbrV1hhhRFWPOkOIN2bSedZlB/IISus3JAbZMlBBx2Uvk/iveZEAsKVA0guvPDCALA9A872U1eBfq1WS3oo12/rlvpXXnnlUL8le7pR24I46eYJI9U766eVIeDJfNR37clvH6/7HOgvW+zQIce1d6UHOSbUYwsEQNitW7eklwEq22lsDZVuRcD8Rg97jG2bEM/w4a1vr41mjT/00EOj0fcuo6KHlT+GF35nEJJ5VigYb/gKr/kFG7LyjDPOSB+8y2ssjV2uX9vwU35u72o8tcmrbjwZlOYc5wc+ks4YzHxAp2bPOKPVTw+W8W+PuiPGj3fwPWIXvlkMS4yX2tLM6NRkuSUr/0b5CU0MxDvn2ihPiSsUKBRoTAFL2JaeZx32qyaNc5XYQoEJgwIALyBzwQUXjNUOAcrq5RUeqxVXKgOoOJnoKQBsbL9Dpaly2wkoALvYDsQh2Qm6+/W72EVKdnrwbTmaZWc5bXTGhKXYo2VJp728BJltLyz79vKU+EKBQoHGFOCRs62nuhe3cc4SWyjQ8RQg722ZstVqbPbG3nJe7LFZZ31d+swTz8Pt5/7q08tzc1HAyo8tRUX2do5x7/Tgu3OQufSyUGCsU6BUWChQKFAoUChQKFAo0AkpUMB3Jxy00uVCgUKBQoFCgUKBjqVAab1QoFDg61KggO+vS7lSrlCgUKBQoFCgUKBQoFCgUKBQYAwpUMD3GBKsUfYSVyhQKFAoUChQKFAoUChQKFAoMDoUKOB7dKhU8hQKFAoUCky4FCg9KxQoFCgUKBToRBQo4LsTDVbpaqFAoUChQKFAoUChQOejgEOUnJ/glO38++yd7y3a63GJH1MKdHrw7Xe7HQbyt7/9bUzfPR555JHwe6z1BR0i4rCf//3vf/VJ5blQoFBgDCjgxDW//T0GRUrWQoHxRgGA6Iknngg/2zfeGh1LDemzQ4X8vvNYqrJUMw4p4MRIv8XuELP6E0rHYbOl6gmUAh0Kvs8777xwUECVNo6WdkJejnMamKOthf3229kyDFIAABAASURBVC9Ht16d+HXxxRfHF198EUOGDIkTTjghpTkSG4BODy1/HInrdLyW2/Sf9ek3v//5z3+GY4qrae+991445UudKXP506kpwJgaMGBA4CHHKI/Ll+kKdb/++utx8MEHJ3pdeeWVra/kJEE03G233cJJahIc7iFOeOyxx0S1BnPXqX/ZiPVsDjtpkNG7ww47pDaUFZzYxzN08sknp/iTTjqpta577703tttuu9hxxx3jzjvvbI0vN81DAXx03XXXJd7AL2R//duLA27uv//+lJSf5Rd22mmnyGkyMAzpBif6eSb7ndQor5MJxVWD+o477rjUB7wojeNHXmWE22+/XXTDgO+dVigfmVSfqZpenXtOu1TmkEMOCfNTOXOFPPv88889jhC829577536qmxVH46QuSXigAMOSHmPPvrocNplS1Sb/3SresiGrKO14dRRp262yVweWingpFQGnlNCnYTqt+VH51BAGAW9hauvvjrV99xzz8Wuu+4axxxzTHr+97//HXAUvk0RDf48/vjj4SRW9Rx22GHx1ltvNcg1NOqNN96IzMtHHXXU0MgGf0888cTAW5LUTyeoX1D+448/llTCSCgw0UjSxmkSgWXSYqZnn322tS1H7v79739vfcYMjjU10ITMKaec0prmZkgL4Oa9cIQua9IxvOIHDRoUWUB4Bgwcg+te+P3vfx8LLLBAOB3TUcTVNCf0mSyYX94SOjcF8Jijl/HQQw89FI6F7txvNG57P3jw4HByLHqdf/75AZgQsLzY4uaYY464/PLLw7yjqHv37h39+/ePDTbYIHh3cu8IaMcRTzrppGFurrvuumHeA9mOBd9zzz2TAN90000ToHCUtvJ5vlMqVqcc5Q34UyAO8OHxGxWQyH0o165DAbLeMdqMMDJ6ww03bPNyVkEHDhwYDz/8cDAKJU455ZTpaG986yAaR3TXy3X86VRAWwEcqS2P/Hjv0ksvVU0K0h2z/Y9//CPxLT2Fx9X34IMPpjjlzJ1UoO6P+aJ+R3/Lp5+XXXZZay7GBcPUyZjSARq8z9g0J8U59v3ss88OunCLLbYIB6u0VjD0pvUvepB1m222Wayxxhqx+uqrt6bV3wDPDAtt0IXmWDUPo+eBBx5I78jTfs4554T6jQfvOxlbzV/uh1Pg6aefDvLKuAPJU001VTgccHiOxnd77LFHLLTQQrH11lvHkUceGTAJnllqqaWSDnvnnXfS6r1xG9khg+bCt771rTR20047bZDp//rXv6L+HyCPH+XBB8b7mmuuqc8WjAl8Ja/EueaaKxkEyvTt2zfMD3NFWgntU6DDwDfvQ79+/WK99dYLSp3gadTNWq0WLEYKf5lllon6SQ64A9EUdqPyjeK0BUz84he/aJScJsbMM8/cKsAbZiqRnYYCTiwlsJwEZzVjiimm6DR974iOAiKUtTk322yzBeFOmE488cSBhpNPPnkAz7VaLXizV1555UBfBo75qM8EOQ+gOU5J82IDHpn2vD9AhsCTt+aaayYgAVTtsssuoe3FFlsseWl42VdcccWQtsgii4T2KTHtlNA8FAA88OXCCy8cZDfAW+UDAOPUU0+NpZdeOmq1WiIMIM0xg5+cvvrCCy/Ecsstl9Lq/+BxDhu8KL+TL6245HzSefSAWOm8fICx9FqtluYGA9IcEVcflGeEegflgef77ruvNVutVoveLYYsg9W8m2+++ZIDyarskksumeaEd6frAP7Wgi03gNKPf/zjlru2/wG+WWedNcjAt99+OwE4RvBMM80Ugn6YlzfffHPwfHteaaWV4qWXXmpT0V133RX77rtv6gOApU/ozUDwHu7bFCgPI1DAmHEOGlcyLGfgcJx33nnTeBiTPn36BKcjkMtTTg4uscQSYYxhF8Yivsar5gCnh/oYd4C1lRUr+rl+V2Df2Ar48KmnnmptT5sCA0E5vCLf+uuvH5xVyucA8MNO22yzTY4KPM8o7NmzZ8JM888/fzAwWjOUm4YUmKhh7DiOZHURajwEhI092xipUbMYhcBkZVmGM/Gr+Z5//vkElqtx6X4kf3jeeOCAhfayEdQ8fu2ll/jOQwFKx1I05QEodp6ed2xPCWjzBOgl/Cny1VZbLexb5JEBAigSW7zMT3TOPeYpQ2/PAAZvCiXiuRrUD8Avuuiiob6cRiYA8kAHDyOZIY3SIezdl9BcFKD48xtPN910+Xa0r/vvv39anWnPSwjYVPVQjx492tQtHXjOkXjaPeDDKMTvDEfzg/EprRqUH1n91bz0I903zzzzBDADeJljtkgyAKp53TMoeM3dVwPD2Vy0FQDoN894781VgWG70UYbRdWI6d69e5hn1Xpsh8nPVhPq03NaubZPAfRm1ADM1bFaa621Ao6RLpCXHB3VmqzQA93kIQAPHPNKmwdWaHjXlWEw2hZUvyKi3UsuuSSUVRc+0FY1TD/99MnRkttVd7535UQZNGhQMBQy74vPgXHhPRrJ+ZynXIdToEPAt6U0lrMlq4MOOigtoVjGGN6ttneWuXgsMRarvW1q4ycKur19VZQ6z0L2wjWuocR2FQrw/NgeYQmZkqHYusq7jav3ALztbf3Vr34VDFEKYZZZZgl7uDfZZJO09EgYAxy84OYno9a8c4/GPHhAM+/gHXfcEfZ433333cGINg76TlgDLwS6Z8Ey6ZlnnhmW161AicuBd6dWqwXPeY6bUK+lX+OOAvY712q1AARHpxXgg0FnpXV08sujDUDUfaPAKNS++ZHly1577ZX0mbKNylTj5FG+GufeNsgbbrghGLXSOagAZ/PKkj4QD2jJO6oAwPNm8kzaKsJ4OPbYY9Pebp573z3VezdtaRmZbtQP83xUbZf0thSwPcP2OTKT0yKn2k5iS53xEBhKnBI53dUefN5rDkPjCBPxVrvajsWwlK+9IB9ZvPzyywe5TP5qqxrq2wSmq4YqvvAtnG8krJLgf98cqFe7WUc0WoGRXkJbCkzU9nH8PLG2MYEB9AGJZW5Lij7eqO8BbxiGs8xBANWnU/yNPAHK8EDIbw8brwkPAo+E5RWWI0tSeqPAY1CWThpRpnPFURS2NRFQeu653isgvoThFOAdsXwJUJgnUmwTI8AXXHDBtA/RsijFTqGYmxQBAC3ditEPf/jD4EkBkvfZZ5/wrYYrD6EtJHluWVrt1atXWrrUjrnpYyIgSbw42wbsKwW8eQ4J/VxeegnNQQHbC81lAJRxZxtie1s86inCkLT3GYCpT8vPdA3ZAAyJsx3DNg/3gnQeX98PeQZEeBDd56Bv5oVVohyXr8qr30qPOEZotX5xvkViePqYc9ZZZxUV9BSnE+eT/tNjtmKmxFH84aHceOONwxwFmBkTns1FwT549Zm3F110UarN+9UbveYiY0AGfeS8cl/CN6cAGWr7jvEQttpqq7TFjowj9+Ab18xrtggZS+Oodd8+tPMRpeQUjDEe4GUHqK3qaKsaYCm8yzmpkO0wyrkXGGS2D9ILHCmcJviSjJfOqFhnnXVGWDWRVsKIFBjv4Bv4tdSx7LLLxtxzzx32fFLGQBEL3eCvsMIKQXkTBoQV63/Erg+NITR40XkDCEYMJMVHOZhXPfYAWlrjueNt8FGXtuWr1WppfyBhJy+jQB77UMvyCQp17kA5s+DtYzO+BAZh1bnfatz1nneDJ4zgNW/MTytUAwYMCEIfDQlYHwERuoS5OCtY0sVRzuYX7xzAwTOoHqFnz54BTMtHYVjxMjb5jR599NH060PmKwBgzyNZYVmd907bPIHuc5lybQ4KrLLKKsFjaCsGsAKQ8OTiRSs1VmLsxwYQLL1ngMjrTQYANSOjFH6lN6y44GmywyqPVRtlpQPAvmWQDkT7aNgzPSQOyOfFpLOsGvl1idymfdEAkPkkLzADQCmvfsYlo4Lxa07QV+pjcPTq1St69uyZvnkCfPQl1+tq2wF95z6HWq2W9t5W89KR5p+5KKARMMabClzrF/3MIcajqb/kgfmPjtJtm7DnHr39MgyjxlYWhrr9wLn9ch1KAfTFS0OfRvyLDxhaxkMg9xhvPmrv379/2nbkV3p4lDkngGPyUTnBHnHebDUr4xelYCnPAgwFrLvPgUGnrWpgmNm/D1wbZ4YeJ8j9998fthviI/HKkL/uOVjIeO3aEsxAzm2U68gpMN7Bt0G3L45wyV3jDfM1L4HF6qaUhc033zxWXXXV9KFHzlt/ZQ3WarX0e90EFG9FzuPjG/UIhIl4zEvI8dR5xuR+7lAeAaPZjwV4mzTylNC5KbDBBhuEJWfjSyF27rcZt71nnJiLaCXYIkbZa9WKlTihd+/eogJI9wz8ANSWLnn/eHNqtVrKU/1jSdW3HuIIb8CC0PcsUOrqy4EXUDyvihUs33/4wEhcCc1FAUreqkjmDW/PsAMaeZCBW3uic7rtS/LgRUvl7hsFDiGAVxpwbxVWHXnllK7yyzvSASA8Kx1QFgd02CoiDlAHTngrzR1p8uQAnNijK2+uUx73wI3tA9IEq0u2sdCBgwcPTh8fc0jlugAeANkzo5UB7D4HoIshwcuZ40Z21aZgaxm60o1AuRUG5XK/7SG3bxi9tamMQD7Qm/KWMJwCfrWEk2J4zOjd4RV0FRiFSgG9dgxY0cAvwLl0xiY+tvXPeBl7+QW/EOXnCd2PKvi2h/NEnbbIyM8hmeeHZ8H4k/nuBeDfFhT3JYweBcY7+B69bo1+LtY+7wTFPzqleMZZdyPLKw+GHZm1OrLyJa1QoFkpwLgGJnjpmpUG5b07DwV4gv0iT/3HZd/0DazE8mpnMPpN62tU3ioxrz895aNoIK9RvhLXHBRgnNo1IDTHG3fut+z04JvwtNeUpT46Q8FzwXocWV5LcYRZrTai525k5UpaoUCzU8DyJo8NQNDstCjvP+FTgPfW9iogdmz21p7scf3LSvpsOwDHk58HHJv9L3V1PgrAQkX2dp5xG8/gu/MQpvS0UKBQoFCgUKBQoFCgUKBQoFBgbFOggO+xTdFSX6FAocCES4HSs0KBQoFCgUKBQoEOpkAB3x08AKX5QoFCgUKBQoFCgUKB5qBAectCARQo4BsVSigUKBQoFCgUKBQoFCgUKBQoFBgPFCjgezwQuTTRiAIlrlCgUKBQoFCgUKBQoFCg+ShQwHfzjXl540KBQoFCgUKBQoFCgUKBQoEOokAB3x1E+NJsoUChQKFAoUChQKFAc1Dgo48+CgdC3XDDDVE9gbI53r68ZT0FgO/6uPJcKFAoUCgwRhQ4/vjjg1IZo0Ilc6FAB1PACZFOBxzV2Q8d3M2GzeuzA+Y+/fTThuklcsKiwJdffhl+U95pqO+9996E1bnSm/FOgQ4B388++2xiQsdLzznnnOEIW0eZOgDHSWMO6phlllnCUcLjnSKlwS5HAcflLrfccoGnttlmm/jPf/7T5d5xbL7QF198EY65dkqlY7sdmf3f//43HOuOho4vpkBym3/961/gf9o6AAANTElEQVTj9ttvD8dwf/LJJ7HnnnuGuS3vSy+9FO+++26sssoqif5LLrlkPP/886moY6qnn376mGGGGeLwww8PJ/alhPKnUKABBfDHdtttl/gIiMGn9dnM9T59+qQ8W2yxRWvyP/7xj5hnnnmib9++rXFu/ve//4VwzTXXeIzPP/88jjzyyHDIWoqo/Pnqq69in332SXXjbQfpbL/99kmebLrppilev55++ulKqba3+rfoooumvA7JUWc1x6233hpTTjllzDzzzEEf/ulPf4orrrgiHCSnTfPFCYZvvvlmmkf6Xl9HDPuHPubwTDPNFMqNzDhGn9xGnxb6mbfDqkkXdMlzmEwYPHhwottNN90Uc8wxR+jbtttuG//+979T/vJnOAUGDhyYxnDaaaeN2WefPaaYYopwGuXwHMPvPv7448C35Cfj6re//W2Si64zzjhjCLvvvnswuAYNGhQ9evSIDTfcMMhgcUcccUTcc889wyusu7vllluSbM789fjjj9flGP746quvBnxmbNdbb70RvPV4cKmllkpjT79+9tlnwZg1J/QfX1x++eXRHn8Ob6k57zoEfCM1IQWEY5THHnssKe5XXnklrrzyysRMb7zxRhJ08pZQKPBNKOAUu/PPPz/wFCE1MuX4TdrpCmUJyosvvjgmnXTS+POf/xxPPfVUmpsffPBBUgqvvfZaejZXKX7vbB4vv/zygc6/+93volu3bvHyyy8negMQFMfPfvazeP3112OvvfYK9avvl7/8ZQAjTz75ZFAKQLr6SigUaI8CTnI0j53kR1dU8/EsHnvssXHYYYcl3rvgggtSMlAgHjhMEe38wc+MSicFAqz12SaeeOLkENK+0LcFyK+++urxl7/8JXbaaacYMmRImiN42TyqL69+80q/gVvzQt/q8+2www4BdJtjAMxGG22UgLb6yTEgGPCvljN31FeNcw8om2MCL7l5x5g2BwVlgCwAcdddd010816XXXaZ4q3hrLPOisUXXzylA1dnn312AmM33nhjXH311Sn+0UcfjTvvvLO1TKe6GQ+dxRPArjHlZHzkkUeSLDQOwgMPPJDGGdjloGB04RUGza9+9auQH40ZSvQY5wV5CyCLU0ePFjC+4oorprfBP+pMD5U/HFB//OMf48ILL2zl56uuuqq1L+4B+QMPPDBOOeWUNLaMr3qeOOmkk2LnnXdO6YzV4447Lu69997wbuT/9ddfn4yOt956q9J6uc0U6DDwnTvAm2Gg83O5FgqMbQpQQDwO6iWkJptsMrclNKAAzwVgAXQDKzzghCePC0Cw1VZbJS/LYostFrVaLXjEAYkFF1wwgBNA+oUXXgiKXF5N8MAB5LVaLWabbbbkKWQAzT333MnDN8MMMyTvifrlL6FQoBEFeAvXX3/9lPT3v/89vv/976f7/AewBFoARbwHZEpz5fm1MuO5vVCr1cKqjjYYku3lEw8EATCMAV7EJZZYInmCzYf25EutVovu3buH/m255ZbBS8nLrb5quO2224KH/5BDDqlGp7kG3Pbq1St5T6uJgD1wV42r3mcdm/MxVHKgg81boF4Zhg056T4H8mC11VZLj/PPP3/w0Grv/fffj1lnnTXF9+vXL9555510X/6MSAH8cvTRRyeHBicG+uUxcPXMWWGsgNoTTzwx8Ml3vvOdsEpi1cUWKePDi24V0SqNsbjvvvviww8/DAZWbtlYG9v8XH81h8TJp219yEH8E088EXjN/aqrrpqcMe5zIMPpVs/mFsCddcXkk08e5Lq5kduRr4ThFOgw8M2KW2ihhYLnYJ111omePXsO71W56ygKdOl2Caq11lorgL4u/aLf4OUI61qtFr/4xS+C54OHjYdElbadAAQ8G7xd8vqICLimNGq1WvJ+b7zxxqksgX7eeecFpe3KAFpzzTXjk08+ScuT6swBYKnVavmxXAsF2qXA3XffnYw2HtpqJqAFyOb5BlY233zz4Mm2ggM8VPN+0/szzzwzbZUCjHJdtrPxBPNUM0RzfPWqf7zkZNHpp58ePKHV9N69ewePpnlmRfjSSy9tTbZy5F1sC2mNHHbDOLb1Zdhj6wVAsjVg5ZVXDlvDzF3zEagTNttss7S9hWczF+KdZ+jkZ9dq+iSTTJK2TQBt5r50AeByLaExBRgpp556auy4447JCbHssssmcG0cBOOKtgAs7zU+sLVDbdNMM03yik899dQBFDPyrCbyTPdrMXoAXzxg69BRRx2V5CtvNH5SvhrIYluwbF8xV2Cvn//85619Ib9t/a2uypDP1TrcV9PNA/xQ/ZAUD3G6yFvCiBToMPBNIBAMlqwJq1F5GkbseokpFBg9ClAQlsx4Vgmcwmvt043AFIBuXmrL7wQqGnbv3j0pDV5uccA35UAx2+OnVsqDR1JZgYBeZJFF4qGHHkqekwtbljrVTbirA2ChSHyApC11lNDMFBj5uwPTtnUAK/WK3bzGf3gRjzIMeQVvvvnmAGwAGsvwgK+l/JG31H6qLRzaAmLlMg/wLy/4gAED0r5c8fUBOMHrQJK5YatWvacYyJEmrLvuumkri3oYskCV1SjgWNzoBA4uji7bUnj1rWoxogEuYa655kpbPdWZvd3eBUiv1l9N5+1mRNRqtQTCzeFo+ZcBYMtt+d+AAgCqLSW2hrjfe++9wxjkwCizsmFLLsPROMBHvgOwX9+Koq0dZCcAbkysnFgp4Sm3wsP4I3NtS2nQhRRlVUhdPPEcUeYED3buB54h180lcl8hW1jsQXefQzWdUcgBY16YW+aEVVReb33MZcp1OAU6DHwP70K5KxQYdxSwjHbRRRfFGWecEQw+niQCbdy12Llr5r0ikHldAGWCndK2LG3fIVo++OCD6cMhIF08YZ2BEKDNKy6fpVDL8QQ340ccJcKrLp/yPqqmUHiFCP/OTb3S+3FJAQCSR5tXGaC0p5QBh8+ADcAGsMVPhx56aPAM+jgRuBgyZEj6EM2HYQcccED6pqFRX4GIa6+9Nn0kfMkllwRACYjYyyq/9nxkqF7PAhDDwwjgy+87Jvmee+655HmXRwBI7OPl/TQXbBMw13L9wLntHdIE79W3b19F037fwYMHB29piqj7w9Awx+qiR3hEI3t60UOwZcwHe9tvv336xiq3a04D/IMGDQogkFcd+JcO4JGlwJ9tCegtHu2AuBEaLRENKeA7BGOQA74Ayp955pn0k4T2e5OrU001Vfztb38LNPbjFAAxDzijx4fCZCyD0zYP8tW4GRsedLzfsPFKpDmB73I/OEVtF/HtgQ/htcvoxfNvv/12PPzww+nDWqsmtsZIv+uuu9J8810Aw8DKkL7y2NcbcpWmJ8zb8dSrDgHfGIX1TdHXv6ePB7bYYov66PJcKPC1KUCRsPZZ5RQgJfe1K2uCgjx69vChk3nq2S80+FAI/XjsbN8BnnlqqoDA8j7AIB+wTkmrx7NAiRsP3hC/eQss8QT5hRTj0wTkLa/4NSmA33j4LJnjJXylKlcBKMdH+IkewV/Sc+Ct9ZFvfm50VY+VGfnq28j58Tc+z8/0mA8WeauVEdQDvAMiOZ/+mTt4Xx4eeFsD5BXkc5Um7LHHHsFIFW/VyUeOynquDzyZJ598cptonkn0shLVJqHBg3kJhGvXFSDLfXFdY4010sd10m0VJR/Uv8suuwRai7eXHQBsUH1TR6299trpY9VREQF/W53JOwGsgqAvQHvCCSekXz3xMbAPJuebb75UnastRXjLdhY8bsUED1ttZCimjMP+2C9OdqtnWFS7F3OA48XY4lX8jRcEhfr375+2FEr3IT25zhijaxkR8u+2227hXv4S2lKgQ8A3YUComLxtuxPRo0eP9DOE9fHluVDg61AAoCO8GHQCa50A+jp1NUsZin7ttddOv9xA6XpvAhTt0BD4sPRpORQtCXp5BODANxzyAd7iAAzKXZwPNcUJPN3iBPvBxZVQKNAeBegGvJIDzza+5JHzAVqtVks/J5jT8Wi1LryZPyqsxvsGwbcI4vBhLm/p37YMXkCgSLr2AJIqz0sHmHI5YOiNN94IvyJS/QBOeQZszseIEMcbrf5arZbAdk4nt6QLQFZ17ojjNefxd8/QqAdaZF+fPn0CiJNnVCG3a/uM91QebTOg9nNz8gDfDA71caSJE/RHXAltKQCQWtlrG9v4CV3xKHqSmbZyyKkOcQL+A57hJzL2e9/7nizp5zGlc5QYO7+M47udlDjsj6196pI+LKrdCx5Qn6BOGY239nnWu3XrFpnvGZXS9cu9MvaOm5fiSxiRAh0CvkfsRokpFCgU6GwU4BEfMGBAZ+t26W+hQCsFAIzTTjstLKe3Ro6FG6Ddz8ABU2OhuoZV+ADTcj9j2dJ/11veb/jaJXI0KZB5YzSzl2zjmQIFfI9ngpfmCgUKBQoFCgUKBQoFCgUKBZqXAmMMvi1zWVIoYYu0LD8+6FDaKLQuPFB4oPBA4YHCA4UHCg8M5wHfQXRW+D7G4Nt+bV+Sl3BoFBoUGhQeKDzQBDxQZN2hhc8LnxcemNB4wPdFnRV8/z8AAAD//22OMjUAAAAGSURBVAMATmjak5m8MZMAAAAASUVORK5CYII=\"\u003e\u003c/p\u003e\n\u003cp\u003eAbbreviations: AST, aspartate transaminase; ALT, alanine transaminase; ALP, alkaline phosphatase; PT, prothrombin time;\u003c/p\u003e\n\u003cp\u003eCI, confidence intervals.\u003c/p\u003e\n\u003cp\u003eTable 3 Postoperative complications between Cirrhosis group and Non-cirrhosis group.\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003eAbbreviations: CI, confidence intervals.\u003c/p\u003e"}],"fulltextSource":"","fullText":"","funders":[],"hasAdminPriorityOnWorkflow":false,"hasManuscriptDocX":true,"hasOptedInToPreprint":true,"hasPassedJournalQc":"","hasAnyPriority":false,"hideJournal":false,"highlight":"","institution":"","isAcceptedByJournal":false,"isAuthorSuppliedPdf":false,"isDeskRejected":"","isHiddenFromSearch":false,"isInQc":false,"isInWorkflow":false,"isPdf":false,"isPdfUpToDate":true,"isWithdrawnOrRetracted":false,"journal":{"display":true,"email":"[email protected]","identity":"bmc-surgery","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":false,"externalIdentity":"bsur","sideBox":"Learn more about [BMC Surgery](http://bmcsurg.biomedcentral.com/)","snPcode":"","submissionUrl":"https://www.editorialmanager.com/bsur/default.aspx","title":"BMC Surgery","twitterHandle":"@BMC_series","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"em","reportingPortfolio":"BMC Series","inReviewEnabled":true,"inReviewRevisionsEnabled":true},"keywords":"Liver cirrhosis, Cholecystectomy, Short-term outcomes, Surgery, postoperative complications","lastPublishedDoi":"10.21203/rs.3.rs-8514873/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-8514873/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003e\u003cstrong\u003ePurpose\u003c/strong\u003e The purpose of this study was to assess the effect of liver cirrhosis on short-term outcomes after cholecystectomy.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eMethods\u003c/strong\u003e PubMed, Embase, and Cochrane Library databases were searched to find eligible studies from inception to November 1st, 2022. Odds ratios (OR) and 95% confidence intervals (Cls) were pooled up. The Risk of Bias In Non-randomised Studies-of Interventions (ROBINS-I) grade was used to evaluate the quality of the included studies. Stata SE 16 was used for data analysis.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eResults \u003c/strong\u003eA total of 7 studies involving 69162 patients were included in this study. The results showed that the cirrhotic group had a more elderly, more male, more previous history of abdominal surgery, more laparoscopic, more conversion, longer hospital stay, lower white blood cells count, lower albumin, higher aspartate transaminase (AST), higher alanine transaminase (ALT), higher alkaline phosphatase (ALP) and longer prothrombin time (PT) than the non-cirrhotic group. As for short-term outcomes, the cirrhotic group had more major complications (OR=3.38, 95% CI=1.67 to 6.82, I2=83%, P=0.00), and a higher mortality rate (OR=8.74, 95% CI=3.04 to 25.09, I2=0%, P=0.00) than the non-cirrhotic group.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConclusion\u003c/strong\u003e Patients with liver cirrhosis who underwent cholecystectomy had an increased risk of postoperative major complications and mortality. Thus, surgeons should carefully assess the risk of cirrhosis before surgery.\u003c/p\u003e","manuscriptTitle":"Effect of liver cirrhosis on the short-term outcomes of patients who underwent cholecystectomy","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2026-02-17 14:35:29","doi":"10.21203/rs.3.rs-8514873/v1","editorialEvents":[{"type":"communityComments","content":0},{"type":"reviewerAgreed","content":"230567994902791224561688969631716681432","date":"2026-02-16T21:04:13+00:00","index":"hide","fulltext":""},{"type":"editorInvitedReview","content":"","date":"2026-02-14T11:17:01+00:00","index":"hide","fulltext":""},{"type":"reviewerAgreed","content":"45622765825963107989375305872108800506","date":"2026-02-14T11:10:13+00:00","index":"hide","fulltext":""},{"type":"reviewersInvited","content":"","date":"2026-02-12T03:59:43+00:00","index":"","fulltext":""},{"type":"editorInvited","content":"","date":"2026-01-08T17:01:13+00:00","index":"","fulltext":""},{"type":"editorAssigned","content":"","date":"2026-01-05T14:25:36+00:00","index":"","fulltext":""},{"type":"checksComplete","content":"","date":"2026-01-05T14:24:05+00:00","index":"","fulltext":""},{"type":"submitted","content":"BMC Surgery","date":"2026-01-04T17:59:53+00:00","index":"","fulltext":""}],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"bmc-surgery","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":false,"externalIdentity":"bsur","sideBox":"Learn more about [BMC Surgery](http://bmcsurg.biomedcentral.com/)","snPcode":"","submissionUrl":"https://www.editorialmanager.com/bsur/default.aspx","title":"BMC Surgery","twitterHandle":"@BMC_series","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"em","reportingPortfolio":"BMC Series","inReviewEnabled":true,"inReviewRevisionsEnabled":true}}],"origin":"","ownerIdentity":"dc02b394-33ba-4e8a-9d41-ae295bf0b94d","owner":[],"postedDate":"February 17th, 2026","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"under-review","subjectAreas":[],"tags":[],"updatedAt":"2026-02-17T14:35:29+00:00","versionOfRecord":[],"versionCreatedAt":"2026-02-17 14:35:29","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-8514873","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-8514873","identity":"rs-8514873","version":["v1"]},"buildId":"XKTyCvWXoU3ODBz1xrDgd","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}