Anti-Inflammatory And Antioxidant Effects Of Dexmedetomidine Infusion In Rats With Mesenteric Ischemia-Reperfusion Injury

Anti-Inflammatory And Antioxidant Effects Of Dexmedetomidine Infusion In Rats With Mesenteric Ischemia-Reperfusion Injury | 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 Anti-Inflammatory And Antioxidant Effects Of Dexmedetomidine Infusion In Rats With Mesenteric Ischemia-Reperfusion Injury Figen Leblebici, Nedim Çekmen, Ezgi Güneş Tümer, Ahmed Uslu, Merih Demirel Tepeoğlu, and 2 more This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-8968259/v1 This work is licensed under a CC BY 4.0 License Status: Under Review Version 1 posted 14 You are reading this latest preprint version Abstract Background Our study aimed to investigate the anti-inflammatory and antioxidant effects of intraperitoneal Dexmedetomidine (DEX) infusion at different doses in rats with mesenteric ischemia-reperfusion (I/R) injury. Methods 40 rats were randomly divided into five groups (n = 8). I/R was not produced in the first group (Group control). In the second group (Group I/R), the superior mesenteric artery was ligated for 30 minutes and reperfused for 60 minutes. DEX was not applied to groups 1 and 2. During the I/R procedure, DEX infusion was administered intraperitoneally at 1 µg/kg/h to group 3 (Group 1 µg DEX), 5 µg/kg/h to group 4 (Group 5 µg DEX), and 10 µg/kg/h to group 5 (Group 10 µg DEX). Intestinal mesentery samples were taken from the ileum for histopathological grading of I/R injury: Results We found a significant difference between the I/R group, the control, and the 10 µg DEX group. Therefore, we can say that histopathologically sufficient protection from I/R injury is possible only with a dose of 10 µg DEX. Lower doses of 1 and 5 µg DEX seem to have an insufficient protective effect against I/R injury. Conclusion Our study showed that DEX reduced intestinal tissue damage scores and oxidative stress caused by mesenteric I/R injury, and suppressed neutrophil infiltration and reduced edema in histopathological examinations. However, large-scale studies are needed to fully understand the anti-inflammatory and antioxidant effects of DEX. Dexmedetomidine Animal model Mesenteric ischemia Reperfusion Anti-inflammatory agents Antioxidants Figures Figure 1 Figure 2 Figure 3 Introduction Ischemia-reperfusion (I/R) injury is a serious tissue destruction process at the cellular level that occurs when perfusion is reestablished after the blood flow to organs is interrupted [ 1 – 3 ]. The intestine is particularly vulnerable to I/R injury, and I/R causes local tissue damage in the intestine and disruption of the intestinal mucosal barrier, leading to the transport of viable bacteria and endotoxins from the gastrointestinal tract to distal organs [ 2 – 4 ]. Mortality in acute mesenteric ischemia ranges from 60% to 80%. The most important causes include occlusion of the superior mesenteric artery (SMA), abdominal and thoracic vascular surgery, cardiopulmonary bypass, and hemorrhagic shock [ 5 ]. Mesenteric I/R injury is a significant clinical condition, particularly in the intestines. As a result of occlusion of the mesenteric vessels, adequate blood flow to the intestines cannot be provided, leading to severe ischemia. During ischemia, damage occurs at the cellular level because the tissues' metabolic needs cannot be met. After reperfusion, this damage further increases with the release of reactive oxygen species (ROS) and the triggering of inflammatory processes [ 3 – 5 ]. Oxidative stress and inflammatory responses occurring during this process may lead to both local and systemic complications, worsening the prognosis of patients. Mesenteric I/R injury can affect the function of many organs, especially the intestine, and lead to high morbidity and mortality rates [ 5 – 7 ]. A better understanding of the pathophysiology of mesenteric ischemia/reperfusion (I/R) injury and the evolution of effective prevention, protection, and treatment strategies for this process is of great importance but extremely challenging. Recent studies have highlighted the potential of DEX as a potential agent for the prevention of intestinal I/R injury [ 8 – 12 ]. DEX is frequently used in anesthesia, which can provide anxiolysis, sedation, and analgesia as an α-2 adrenergic receptor agonist and a sympatholytic. DEX also exhibits anti-inflammatory, antioxidant, and organ-protective properties, thereby reducing the stress response and tissue damage [ 13 – 16 ]. In our study, we aimed to investigate the dose-dependent anti-inflammatory and antioxidant effects of DEX infusion at different doses against mesenteric I/R injury. Materials and Methods This study was approved by the Başkent University Experimental Animal Research Ethics Committee (Project no DA 24/26) and endorsed by the Başkent University Research Fund. The animals used in this study were bred and maimtaned in the animal research facility of Başkent University Experimental Animal Breeding And Research Center. All procedures involving animals were conducted in accordance with institutional and national guidelines (ARRIVE (Animal Research: Reporting of In Vivo Experiments)) . In our study, 6- to 9-month-old male Sprague-Dawley rats, weighing between 304 and 475 grams, were used and randomly assigned to five groups of eight rats per group. All rats were housed under standard room conditions with a 12-hour light/dark cycle and fed standard rat chow and tap water ad libitum. Anesthesia was administered for all procedures, and limb withdrawal responses were assessed by intraperitoneal administration of 100 mg/kg ketamine hydrochloride (Ketalar, Pfizer Inc.) and 8 mg/kg xylazine hydrochloride (Rompun, Bayer Inc.) to ensure adequate depth of anesthesia. Experimental Design A total of 40 rats were randomly divided into five groups: Group 1 (Control): The first group; rats received no DEX (control) and underwent surgery without clamping the SMA, and the rats were followed up for 90 min. Group 2: The second group (I/R) consisted of rats that received no DEX (sham-operated control) and underwent clamping of the SMA, and the rats were followed up for 90 min. Group 3: Rats received 1 µg/kg/h DEX in 0.9% NaCl infusion into the peritoneum during the 90-minute I/R period. Group 4: Rats received 5 µg/kg/h DEX in 0.9% NaCl infusion into the peritoneum during the 90-minute I/R period. Group 5: Rats received 10 µg/kg/h DEX in 0.9% NaCl infusion into the peritoneum during the 90-minute I/R period. After shaving and cleansing the rats' skin with 10% povidone-iodine, a midline laparotomy was performed, the intestines were removed, and the SMA was closed with an atraumatic microvascular clamp. Absence of an arterial pulse distal to the clamp and pallor of the small intestine confirmed adequate obstruction. After 30 minutes of mesenteric ischemia, the clamp was removed, and reperfusion of the mesenteric vasculature was achieved for 60 minutes. Adequate reperfusion was confirmed by recoloration of the small intestine, and intestinal I/R injury was performed in groups 3, 4, and 5. After all tissue samples were obtained from the terminal ileum, the rats were sacrificed by decapitation. Histopathological Examination Peritoneal tissues were fixed in 10% neutral buffered formalin solution for 24 hours. After being dehydrated with increasing concentrations of ethanol, the fixed tissues were cleared with xylene and embedded in paraffin blocks. Serial 5-µm sections taken from the paraffin blocks were examined with a microtome and stained with hematoxylin and eosin. All peritoneal tissues (CG, no I/R DEX, DEX-L (Low) 1 µg, DEX-M (Medium) 5 µg, DEX-H (High) 10 µg) were morphologically evaluated under a light microscope (Olympus BX-43). Inflammatory cell infiltration, congestion, and cell edema in the peritoneal tissue were scored as 0 (absent), 1 (mild), 2 (moderate), and 3 (severe) for histopathological grading (Table 1). Statistical Analysis Statistical analyses were performed using IBM SPSS Statistics 25.0 software (IBM Corporation, Armonk, NY, USA). The Shapiro-Wilk test was used to determine the normality of distribution for continuous variables, and the Levene test was used to assess the homogeneity of variances. Biochemical measurement data were presented as median values with quartiles (25th-75th percentile), and the distribution of histopathology scores was reported as counts and percentages. The between-group variance in biochemical and histopathological parameters was statistically analyzed using the Kruskal-Wallis test. After significant results were obtained from the Kruskal-Wallis test, the Dunn-Bonferroni test was used to determine the group(s) responsible for the observed differences. Results were considered statistically significant at p < 0.05. Results The differences between the groups for the weight and I/R injury variables were assessed using the Kruskal-Wallis test and found to be significant (p < 0.048 and < 0.001, respectively). Dunn's multiple comparison test was performed to identify the groups that contributed to the difference, and the results are presented in Table 2. Compared to the control group, all other groups were statistically significantly different in terms of weight (Fig. 1) and I/R injury (Fig. 2) (p < 0.001 and < 0.001, respectively) (Table 3). Control/DEX 1 µg group: .001. (There was no significant difference between the control group and the 1 µg DEX dose. Although I/R was not applied, we can conclude that the 1 µg DEX was insufficient to correct the procedure-related ischemic damage. Control/DEX 5 µg group:.022 (There was no significant difference between the control group and the 5 µg DEX dose. Although I/R was not applied, we can conclude that the 5 µg DEX was insufficient to correct the procedure-related ischemic damage. Control/10 µg DEX group:.2 ( The fact that the control group, that is, the group in which only mesentery samples were taken without I/R, was similar to the group in which 10 µg DEX was applied explains the protective effect of DEX). There is a significant difference between the I/R group, the control, and the 10 µg DEX group. Therefore, we can say that histopathologically sufficient protection from I/R injury is possible only with a dose of 10 µg DEX. The lower doses of 1 and 5 µg DEX seem to have an insufficient protective effect against I/R injury. The histopathological evaluation of mesentery tissue for I/R injury. A: Control group; Normal histology of mesentery (Grade 0), B: 10 µg DEX group; Mild edema and mild vascular congestion are observed (Grade 1), C: 5 µg DEX group; Moderately edema and moderately vascular congestion are observed (Grade 2), D: 1 µg DEX group; Severe edema and severe vascular congestion are observed, as well as mild hemorrhage and mild neutrophil-leukocyte infiltration (Grade 3), E: I/R group; Severe edema, severe vascular congestion, intense hemorrhage and intense neutrophil-leukocyte infiltration are observed (Grade 4). All slides are Hematoxylin-eosin with x200 magnification (Fig. 3. A, B, C, D, and E). Discussion In our study, DEX's anti-inflammatory and antioxidant effects were investigated in the mesenteric I/R injury model. Mesenteric I/R injury is a complex process in which both oxidative stress and inflammatory responses play an active role [ 2 – 4 ]. Mesenteric I/R injury is a clinical state that causes serious damage to many organ systems, especially the intestinal tissue, and has a high mortality rate. The basic mechanisms of this pathology are based on inflammation, oxidative stress, and cellular apoptosis [ 3 – 7 ]. Our study determined that a certain dosage of DEX has a protective effect on these processes. Our findings are largely consistent with those of similar studies in the literature and reveal the potential of the drug for use in clinical applications. Inflammation is another important pathological process during mesenteric I/R injury. With the onset of reperfusion, inflammatory cells, especially neutrophils, rapidly migrate to the tissues and cause the secretion of various cytokines. This inflammatory process causes further damage to the tissues, negatively affecting organ functions [ 4 – 6 ]. DEX suppresses neutrophil activity, which contributes to the alleviation of the inflammatory process. DEX doses used in our study were determined by taking similar studies in the literature and the recommended dose ranges as examples [ 12 – 15 ]. To our knowledge, no similar study comparing different doses of intraperitoneal DEX could be found in the current literature. One of the results in our study indicated a protective effect of DEX in rats with intestinal I/R injury by reducing the inflammatory response and oxidative stress. Consistent with the literature, inflammation and oxidative stress play an important role in the pathogenesis of intestinal I/R injury, and the reduction of inflammation and oxidative stress was associated with an enhancement in intestinal I/R injury [ 17 – 20 ]. Similarly, Chen et al. reported that Dex reduced the inflammatory response and oxidative stress in rats with intestinal I/R injury and concurrent lung injury [ 21 ]. Chen et al. [ 22 ] conducted a spinal I/R injury study with 30 rats, comparing control, drug-free I/R injury, and low, medium, and high-dose DEX groups. They reported that DEX administered during the reperfusion phase had a protective effect against spinal I/R injury by reducing neutrophil infiltration. Furthermore, in the same study,[ 22 ] they reported that significantly less tissue edema was observed in the DEX-treated I/R injury group compared to the control and drug-free I/R injury groups in the same rat spinal I/R injury model. In our study, histopathological examination revealed a decrease in neutrophil-leukocyte infiltration in the DEX groups, with a significant difference between the I/R group, the control group, and the 10 µg DEX group. In our study, we found that the 10 µg DEX dose provided histopathologically sufficient protection against I/R injury, but lower doses (1 and 5 µg DEX groups) of DEX did not provide sufficient protection against I/R injury. The similarity between the control group, which received only mesenteric samples without I/R, and the group receiving 10 µg DEX demonstrates the protective properties of DEX. In a study conducted by Hu et al. [ 23 ] on 70 healthy adult male Wistar rats, low-dose bolus (10 µg /kg) DEX and high-dose bolus (100 µg/kg) DEX groups administered via the tail vein were compared with drug-free I/R injury and control groups. DEX decreased total oxidant status (MDA, MPO, LOOH) and raised total antioxidant status (CAT, SOD, GPX) in intestinal I/R injury in their study in rats. Hu et al.[ 23 ] examined the intestinal edema histopathologically and found it to be significantly reduced in DEX-treated groups. Zhang Q et al.[ 24 ] reported that they administered DEX intravenously at doses of 1 and 5 µg/kg/hour to prevent intestinal I/R injury in rats and that DEX reduces oxidative stress and protects against intestinal I/R injury in rats. These findings are consistent with the results of our study and confirm that DEX may have protective effects on oxidative stress. Histopathological evaluations showed a significant decrease in the scores that evaluated inflammation, edema, neutrophil-leukocyte infiltration, and hemorrhage in the DEX groups. These results suggest that DEX may protect against mesenteric I/R injury by suppressing oxidative stress. Conclusion We demonstrated a significant difference between the I/R group, the control, and the 10 µg DEX group. Our study demonstrated that DEX effectively reduced mesenteric I/R injury and intestinal tissue damage scores. DEX administration decreased oxidative stress caused by mesenteric I/R injury, and in histopathological examinations, it was observed that neutrophil infiltration was suppressed and edema was reduced. In line with these results, it is seen that DEX provides effective protection against mesenteric I/R injury and prevents tissue damage by suppressing both oxidative stress and inflammatory response. However, large-scale studies are needed to fully understand the anti-inflammatory and antioxidant effects of DEX. Abbreviations DEX: dexmedetomidine SMA: superior mesenteric arteria I/R: ischemia/reperfusion CG: control group Declarations Consent for publication: Not applicable. Ethics approval and consent to participate: This study was approved by the Başkent University Experimental Animal Research Ethics Committee (Project no DA 24/26). Data Availability : The datasets used and/or analised during the current study are available from the corresponding outhor on reasonable request. Competing Interests: The authors declare no competing interests. Fund: This study was approved by the Başkent University Experimental Animal Research Ethics Committee (Project no DA 24/26) and endorsed by the Başkent University Research Fund. Author Contributions : Corresponding auther Figen Leblebici: Conception, Data Collection and Processing, Literature Review, Analysis, Writing . email: [email protected] Nedim Çekmen: Critical Review, Supervision. Ezgi Güneş Tümer: Data Collection and Processing. Ahmed Uslu: Data Collection and Processing, Literature Review, Analysis. Merih Demirel Tepeoğlu: Pathological tissue examination and evaluation. Şevval Aydınay: Preparation for the experiment and application of anesthesia. Meriç Yavuz Çolak: The perform statistical analysis. Acknowledgements: None References Barzegar M, Kaur G, Gavins FNE, Wang Y, Boyer CJ, Alexander JS. Potential therapeutic roles of stem cells in ischemia–reperfusion injury. Stem Cell Res. 2019;37:101421. Tassopoulos A, Chalkias A, Papalois A, Iacovidou N, Xanthos T. The effect of antioxidant supplementation on bacterial translocation after intestinal ischemia and reperfusion. Redox Rep. 2017;22:1–9. Vollmar B, Menger MD. Intestinal ischemia/reperfusion: microcirculatory pathology and functional consequences. Langenbecks Arch Surg. 2011;396:13–29. Grootjans J, Lenaerts K, Buurman WA, Dejong CH, Derikx JP. Life and death at the mucosal–luminal interface: new perspectives on human intestinal ischemia–reperfusion. World J Gastroenterol. 2016;22:2760–70. Clair DG, Beach JM. Mesenteric ischemia. N Engl J Med. 2016;374:959–68. 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Dexmedetomidine inhibits mitochondria damage and apoptosis of enteric glial cells in experimental intestinal ischemia/reperfusion injury via SIRT3-dependent PINK1/HDAC3/p53 pathway. J Transl Med. 2021;19(1):463. Additional Declarations No competing interests reported. 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07:55:07","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":959038,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-8968259/v1/e1fe74fb-0ebd-4ae2-a49a-bb6821200a85.pdf"}],"financialInterests":"No competing interests reported.","formattedTitle":"Anti-Inflammatory And Antioxidant Effects Of Dexmedetomidine Infusion In Rats With Mesenteric Ischemia-Reperfusion Injury","fulltext":[{"header":"Introduction","content":"\u003cp\u003eIschemia-reperfusion (I/R) injury is a serious tissue destruction process at the cellular level that occurs when perfusion is reestablished after the blood flow to organs is interrupted [\u003cspan additionalcitationids=\"CR2\" citationid=\"CR1\" class=\"CitationRef\"\u003e1\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR3\" class=\"CitationRef\"\u003e3\u003c/span\u003e]. The intestine is particularly vulnerable to I/R injury, and I/R causes local tissue damage in the intestine and disruption of the intestinal mucosal barrier, leading to the transport of viable bacteria and endotoxins from the gastrointestinal tract to distal organs [\u003cspan additionalcitationids=\"CR3\" citationid=\"CR2\" class=\"CitationRef\"\u003e2\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR4\" class=\"CitationRef\"\u003e4\u003c/span\u003e]. Mortality in acute mesenteric ischemia ranges from 60% to 80%. The most important causes include occlusion of the superior mesenteric artery (SMA), abdominal and thoracic vascular surgery, cardiopulmonary bypass, and hemorrhagic shock [\u003cspan citationid=\"CR5\" class=\"CitationRef\"\u003e5\u003c/span\u003e]. Mesenteric I/R injury is a significant clinical condition, particularly in the intestines. As a result of occlusion of the mesenteric vessels, adequate blood flow to the intestines cannot be provided, leading to severe ischemia. During ischemia, damage occurs at the cellular level because the tissues' metabolic needs cannot be met. After reperfusion, this damage further increases with the release of reactive oxygen species (ROS) and the triggering of inflammatory processes [\u003cspan additionalcitationids=\"CR4\" citationid=\"CR3\" class=\"CitationRef\"\u003e3\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR5\" class=\"CitationRef\"\u003e5\u003c/span\u003e]. Oxidative stress and inflammatory responses occurring during this process may lead to both local and systemic complications, worsening the prognosis of patients. Mesenteric I/R injury can affect the function of many organs, especially the intestine, and lead to high morbidity and mortality rates [\u003cspan additionalcitationids=\"CR6\" citationid=\"CR5\" class=\"CitationRef\"\u003e5\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR7\" class=\"CitationRef\"\u003e7\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eA better understanding of the pathophysiology of mesenteric ischemia/reperfusion (I/R) injury and the evolution of effective prevention, protection, and treatment strategies for this process is of great importance but extremely challenging. Recent studies have highlighted the potential of DEX as a potential agent for the prevention of intestinal I/R injury [\u003cspan additionalcitationids=\"CR9 CR10 CR11\" citationid=\"CR8\" class=\"CitationRef\"\u003e8\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR12\" class=\"CitationRef\"\u003e12\u003c/span\u003e]. DEX is frequently used in anesthesia, which can provide anxiolysis, sedation, and analgesia as an α-2 adrenergic receptor agonist and a sympatholytic. DEX also exhibits anti-inflammatory, antioxidant, and organ-protective properties, thereby reducing the stress response and tissue damage [\u003cspan additionalcitationids=\"CR14 CR15\" citationid=\"CR13\" class=\"CitationRef\"\u003e13\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR16\" class=\"CitationRef\"\u003e16\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eIn our study, we aimed to investigate the dose-dependent anti-inflammatory and antioxidant effects of DEX infusion at different doses against mesenteric I/R injury.\u003c/p\u003e"},{"header":"Materials and Methods","content":"\u003cp\u003e This study was approved by the Başkent University Experimental Animal Research Ethics Committee (Project no DA 24/26) and endorsed by the Başkent University Research Fund. The animals used in this study were bred and maimtaned in the animal research facility of Başkent University Experimental Animal Breeding And Research Center. All procedures involving animals were conducted in accordance with institutional and national guidelines (ARRIVE (Animal Research: Reporting of In Vivo Experiments)) .\u003c/p\u003e \u003cp\u003eIn our study, 6- to 9-month-old male Sprague-Dawley rats, weighing between 304 and 475 grams, were used and randomly assigned to five groups of eight rats per group. All rats were housed under standard room conditions with a 12-hour light/dark cycle and fed standard rat chow and tap water ad libitum. Anesthesia was administered for all procedures, and limb withdrawal responses were assessed by intraperitoneal administration of 100 mg/kg ketamine hydrochloride (Ketalar, Pfizer Inc.) and 8 mg/kg xylazine hydrochloride (Rompun, Bayer Inc.) to ensure adequate depth of anesthesia.\u003c/p\u003e \u003cdiv id=\"Sec3\" class=\"Section2\"\u003e \u003ch2\u003eExperimental Design\u003c/h2\u003e \u003cp\u003eA total of 40 rats were randomly divided into five groups:\u003c/p\u003e \u003cp\u003eGroup 1 (Control): The first group; rats received no DEX (control) and underwent surgery without clamping the SMA, and the rats were followed up for 90 min.\u003c/p\u003e \u003cp\u003eGroup 2: The second group (I/R) consisted of rats that received no DEX (sham-operated control) and underwent clamping of the SMA, and the rats were followed up for 90 min.\u003c/p\u003e \u003cp\u003eGroup 3: Rats received 1 \u0026micro;g/kg/h DEX in 0.9% NaCl infusion into the peritoneum during the 90-minute I/R period.\u003c/p\u003e \u003cp\u003eGroup 4: Rats received 5 \u0026micro;g/kg/h DEX in 0.9% NaCl infusion into the peritoneum during the 90-minute I/R period.\u003c/p\u003e \u003cp\u003eGroup 5: Rats received 10 \u0026micro;g/kg/h DEX in 0.9% NaCl infusion into the peritoneum during the 90-minute I/R period.\u003c/p\u003e \u003cp\u003eAfter shaving and cleansing the rats' skin with 10% povidone-iodine, a midline laparotomy was performed, the intestines were removed, and the SMA was closed with an atraumatic microvascular clamp. Absence of an arterial pulse distal to the clamp and pallor of the small intestine confirmed adequate obstruction. After 30 minutes of mesenteric ischemia, the clamp was removed, and reperfusion of the mesenteric vasculature was achieved for 60 minutes. Adequate reperfusion was confirmed by recoloration of the small intestine, and intestinal I/R injury was performed in groups 3, 4, and 5. After all tissue samples were obtained from the terminal ileum, the rats were sacrificed by decapitation.\u003c/p\u003e \u003c/div\u003e\n\u003ch3\u003eHistopathological Examination\u003c/h3\u003e\n\u003cp\u003ePeritoneal tissues were fixed in 10% neutral buffered formalin solution for 24 hours. After being dehydrated with increasing concentrations of ethanol, the fixed tissues were cleared with xylene and embedded in paraffin blocks. Serial 5-\u0026micro;m sections taken from the paraffin blocks were examined with a microtome and stained with hematoxylin and eosin. All peritoneal tissues (CG, no I/R DEX, DEX-L (Low) 1 \u0026micro;g, DEX-M (Medium) 5 \u0026micro;g, DEX-H (High) 10 \u0026micro;g) were morphologically evaluated under a light microscope (Olympus BX-43). Inflammatory cell infiltration, congestion, and cell edema in the peritoneal tissue were scored as 0 (absent), 1 (mild), 2 (moderate), and 3 (severe) for histopathological grading (Table\u0026nbsp;1).\u003c/p\u003e\u003cp\u003e\u003cimg 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\" width=\"462\" height=\"500\"\u003e\u003c/p\u003e \u003cdiv id=\"Sec5\" class=\"Section2\"\u003e \u003ch2\u003eStatistical Analysis\u003c/h2\u003e \u003cp\u003eStatistical analyses were performed using IBM SPSS Statistics 25.0 software (IBM Corporation, Armonk, NY, USA). The Shapiro-Wilk test was used to determine the normality of distribution for continuous variables, and the Levene test was used to assess the homogeneity of variances. Biochemical measurement data were presented as median values with quartiles (25th-75th percentile), and the distribution of histopathology scores was reported as counts and percentages. The between-group variance in biochemical and histopathological parameters was statistically analyzed using the Kruskal-Wallis test. After significant results were obtained from the Kruskal-Wallis test, the Dunn-Bonferroni test was used to determine the group(s) responsible for the observed differences. Results were considered statistically significant at p\u0026thinsp;\u0026lt;\u0026thinsp;0.05.\u003c/p\u003e \u003c/div\u003e"},{"header":"Results","content":"\u003cp\u003eThe differences between the groups for the weight and I/R injury variables were assessed using the Kruskal-Wallis test and found to be significant (p\u0026thinsp;\u0026lt;\u0026thinsp;0.048 and \u0026lt;\u0026thinsp;0.001, respectively). Dunn's multiple comparison test was performed to identify the groups that contributed to the difference, and the results are presented in Table\u0026nbsp;2. Compared to the control group, all other groups were statistically significantly different in terms of weight (Fig.\u0026nbsp;1) and I/R injury (Fig.\u0026nbsp;2) (p\u0026thinsp;\u0026lt;\u0026thinsp;0.001 and \u0026lt;\u0026thinsp;0.001, respectively) (Table\u0026nbsp;3).\u003c/p\u003e \u003cp\u003e\u003cimg 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v3K88rgLyc/KlStRrFgx2XUbJfphq9I/+fPllXrsBNvJvPeIwaJkyX/AZ14GiI6nbqpcqTI6yFzxb7duoB5evGixGn8TpJ6cM5mO5LdN61bo368f6terixnTp2Hc2LFInz4d1osOZv5nZRFDA9UokV2O+3Fjx8l8lU/pJ+ZBR7n/p0QJJS/Dhg3DDLFQnhVidPDgAXAccmzRiDFAxm0T0Q8GriTEHFcFCuTHdNFz7JeOMl/dEjlhvt45ErmpU6aohcjOXTtVfTnGiTfHSp3atdBLdA1lieX+Iwa+xdL3Rpst87x16xbmzJmt5meSS2JDQsZ6MR5fBNBD8qLhb+GChaKLqmHM6FFmQxjjcb5inzOfjTImWrdpDWLqLMYx5uHVsb/JH4oXLwbqjAUip5zDOM8yv7VivGBfct6koaNvn74K723btoJtZH779+8D29WieXPRod0knxVqvm/Tpo205REYl/lyXl21aqXUeYyMs51MKnPKeXBss46Ui5miQ9lP1FsdO3RQPIHtWLF8BSrJzvuQwYPVYlgl4MApBAAAEABJREFU/sEHdUO/vn1VXYg/+UT58uWU/HGMPxDjXhvBp2XLlkoWZ82aDeptcqe7d++ik4wl6gUuMFb89x8qiU4aNGiglP9Klfzw4QO0lfSrpE3KQz6IGTHiOXRXmaO4CKgm82FfmcvIveaJTh8m4ytnzpw4cOCApPD4s/K4/J7POHHjyOTZRx2pmDptOnr16g1aVzeLpfH+/XvmQjigWeEeQiLGjRuPggULKivkfJlczJG+3lDJcBDNkgk5cuQoGDd+AqYLoa5Vu7ZaNY8YMRxubm+/xv7/hYI+e9YsUWqN1STJ+xQpU2KIELfUqdP8P6Jf7r4Tl4OknCjTGVLPSZMmK+s0rQNs582bN0DF+M8/JUUpzMQMEbZ+omyo3KiQvcuWwjhTlH57EUbGnyH5jh49GtGiRVPRD8qKlwSgTNmymD7DI89pgotd6NBKGZCIMOIHsYS+f/cOgwYNVvHq1KmLDTJp3L93XxYvw8A01YRI7tq1WwaNM5Mox3pz4LVo2ULVedr0GcibJ69Y9QerFTYjRZHdge7du6vwmYL1hImTRBl/wWaxXBuDlELNATFQyp8hCjFFipRM6slREV67eg3/du8B5sNjOqXLlAHP7s4Qhbh71y507doVHKR07dq2w1axnnKCssyISrG5EDhiRbkKHz485ghB4wRsGc+452qV8lO/QQPVhhnSL+OFgN67f1+tsIvKLgMVfrJkydGwUWNMFwxSpUplJDdfbW3tULp0GUyU9rP+xKpw4cJYvWq1IvbmiH64oWxw0JeUhdD0r/07XfrXQdo0auQoxIsXDwMGDkRksfgVLVYcU6dOQ+vWbTyVcPvWbTRr1lzkbaaMm/FiIXTELGkj8aC1iPLUVrBku+m6dfsXS8Uav1nIgJERJ7+HDx+i/4CBYD1Spvy2/devXcee3XtEabYC2z9+wgTkk8VcunTpUUfkzciL5/ybywKJ+dSvVx/ccZo1aya4SOSEx75lPToJ4dmzezeoPI20vrm6ubmJNW0NOnbqrNo8TfBKljw5eH6WVkrK4vx585FK2jBF8GJZxJIYWuYfPXp0dUwqffr0SJ48haSfjN69+yBq1KiKGE0SYktMBg8Zoto7Q/qniizUpk+bBlozLPPifStZlJYtVw4JEyYCxwhlinkzjI4L3Lhx42HU6DFKDhs2aoRDMr5vyy4Rw6dOnaImvbFCSogvZdshnMNPLbpuyY4HJ4ORI0eADyzdF1mvX68ewotcsSzfOJLciBEigkeg2PbGTZqAVshbt276Jvl342yQxVIHIT+UEerL3LnzIJxDOHXumfMGE9++fUvp/qxZs31zZI96a5EYELJlyya6bYaSgwYyvuMniK92O42jT7QUZc6SWeJMV+MoatRosiO2BX379gGPxc0QfUusp8k85ur6Gpw/XGURwfJ946h3uTtG+WdbponuKCn6nw9l03rlmzxIYDjmqftmyLidIXXiIp7yykUxiXfevHkxXfJmXaeLvMeSXd2BQn4fCkkwyiDZ4lgbMWIkWJfSpUtj2fJleC9zw0SZq6aKoalo0aLYsGGjkAwPwwjTEm8SsXbt2qt0bEOGDBlA4wBJTKRIkdC+fQdw3LL8SWI8cRA5WiGWXc6/zIOOiwQra2sMl4U5y3d0dFS6ksdrpsqYYfqhMi87P3YWnGcyCUhgpku9OKdOl/ZRzqhjH4ouUhG8+SCPGCbGEM6RVSpXAfNu0qQpuOgaKwaNULa2mCgGE5bHeuTPXwC9e/cSQ8eVb3JLLnqjt4z5OHHiIEfOXJg8ZSqol+zs7FRcFxcXZBP5oz/L+UcMfJz36M8I3M0cN26sGJVqqjHNMnsLH9omuwb/CaljHK9u165dgvN0dBb9N0P19yyMEl3PefayWDuHC4Hjsy2sO/ObLnNjgoQJRWb7enpglvqEOzzDhg5T8s/xdOrkKXBxXbVqNXTv0QOUkzat20h5M9SOv2VduAPUU7jZdJmvs2fPgali5Dt16iR69eql+nqGyGFjWcCwnw8fPmSZ1Nv7L2L958Li6NEj6CPEmHUfM2YsMmXKhMxZsqCSLNKMhDTatGnTVjCbgUqVKysOQIPoCVmU92T5wjNmiL5lv3JRSB5kpPXN9e2bN7JoOygYdJe2z5TxPwNRZA5dI5ZrI72VcfM7rgULFhIS2hQUNoKeJGlS2Mh2HRWEu8WRBZ5JJqiNGzdRZ31J7DhoKVR8ct6yLpyUSZqovLNmzYrYsWMLUDZInTo1KKAMeyrbnJZpeE/ld+XqFVkpLVckjSSRZvnVq1bJlsgrRvmtLkPGjChfvrxYXCKqOqaTCZWKg9sWd+/cxedPn8GJkUcyuFBgfArF8WPHvyFOVCjnz50HRJjKlCkNe3t7RSAKFCgIKhISzguy/cyt0HoyoVE5sb0kb3Xq1FELDK4E2UDGKV+hPFKkSAHG45lC9k0VmcTpFyFCBMEyjToW8UwsnkxjuCKiKEuWLAXGiR8/PgoJ0bsnixta0CD/EsqAzJIlqzpjLl8RN25cscI74Y5M5pyc6Gcriqiu1DFdurTgERu2n/6WjnFcXFxEKa9XOwo8ohJVCAjJ2/59+5EmTRrkypVL+j0k2J78Yi1lWYb1ysirsFjFS5UqreqbLFkypEqVWrC4Knm+MaKYr+4yIXDLMLosMsqUKQvWi4okQ4aMKCD5nxd8371/D54jZyJbkWPjnt8tHdNmlP6n8qI/ZTlunLh4KBMT+59+fnHs30uylRRCJhJO6JxE2L9JkiRFw4YNcV0s1+xf4sZ8WW/Wgdjwu+EKFiqI0mXKKDySJvXA46qMCdbp0qXLILGpLIqH45H5s90kjBcunFfywHzoz/7jZMjJ2DsMuAPDuAmF9PFKgsU6P5GtXS5s6EdXSibjSjJZMSyiTKjs392yGEspspk3bz7Y2Ngoly9fPiROnBgnf+KNDFSk+YWQsw5sczGxpN28cUORKNYljH0YnJB8udDmOEwk5bD9rJ/hTCaTkjOG049tpq4xmUxq25FjM0+ePGrcMJxllZLFC/HnAz70s3RsV8gQIZQX86J8GHnTk7hWqFgRCRIkUPJGQmcymcAtZ05wl6Wv8ubLKwuh+IwOjg0uOqhXDOxVgC8+jh49ilkyqY0bOxacgCaIkaFgoULKeGGZ/Hv3TrLbxvomlPHP9mTPll3SW+PJ4yffS+arMC5QixYtpvQI9Q7bShJ3QnYtnj59qvLg4pcLl3Tp0n1DiilT1CVxZZFBnNnn8eLFV2SPelVlIB9p06ZFjRo1VTlsD+X85IkTiBQxopDnKuqYHP2oe0qVLgWSHBeLVypKFj/8y5U7N8pZzAnUW0+ePJGF09kfpmU7Tp44idBCwoqKHqaMcowXL15C5CAeuBBlHO5sUe9QnhIkSIgmslt5S6yct2RBbBRCHDk3sb84B2SReTR+vHioLYaleHJ1dHRSutJVrGle20hSWliMA8yDY5Lj6bbK/6aa57Jnz67mJpbFZ0ViRI8BjjcuUOlHF1EwrVOnDqiTWVe3t27qSEIxWcyzPiaTST2vkUMI2KlTp0VfvwWPWb1/7w7Ob+xrjpEyZcogo+hn5umdY39xnDKMY46yyf6n3NwTa2NJIa6cx0wmE1iPylWqgAu806dPM4knRzxtbUMp+bK2slLj0lbmMiMSsSxfoQIon6xbpkyZ8fr1G3D7n5zl5o2bCBkiJDhOOH8zv2yCVYb0GXD61CmzRdnIj7JJ4mgT0kZ2f0soTJmOc3AC0Qs3b94S49871BEcWSbzo1xzPuB8S7yMvCgnLDepzIHEIEeOnIorOTs/Us/D2Mpcxrg0oDGc8we/G66BzDHkCWyXjejkY6IzMmfODM71xJjjqkiRoogc2Ul2pY8YyXy8khS/euUquj0UEiVKrDBlv3Oef/TooXr2y0hMA12p0qXhKDqGMkceceTwEUWgyf/+X34RRBWjHPWZkda3V5Lw7CJr1NspxVDKcUqdYaS3Mm5+9cqGO8u2QIP69UXROCJRwgQoW7aMEhKvebNDw4YLp8BgI6PLQAonlg+uTEkILOPzO/NlGI8RZEifDunSpgHN3yQ2VBYm07cP+JlMJmUJfScD69nzF2INGKQ6Y8mSJWK1Hf+NUFqW+TP3FB4ra2uV1GQyifCFUNYd1v+xkANOwkWFtMURUk+XTBYMu8UaFk5wgJd/PN92/8F9RIkSVQajg5dQKMJyX8hptGjRhfBE9BTOgeL+4QOofBlgMplkgrdVbef3GDGiK4VvKwPcZPLAjX3A/uNgZhzD2Ukc9pXxPVGihIqof/z4SXlxwl4nW2nlypVF/HhxkVCsMVw5fvz4UcK/iIMql4PIZLKCT/9ofa1bt45saS9D3DixMVy22djnrmKZoVUoTpy4sBVrrJGe+UWVtnPb0vDj1daiviaTSckXJ47Pnz3qwjiGe//+HZh3QiFyln3A9saKFVttwbF9RvzvXdleHlXgFk+yZEkRJ3Ys8PgJFe7nz5+/l9TbMOb3QAi1k1NkRIrk+ahPfNnqpkwRH28TW3h6hwfzJiYPRb64+k+dKqXUN7ZyJKc3hHCHCR3GIheIgrYHcfHkafGFBPf5i+fqKe2HYskhgSCpLyRkyyKa5BNGxoW12YuEjuXFFQJjTGYMtLMLjWhireWCl9/94rzqAy782AefP3+CyWTCMJGtCOHDo2yZMqhcqZI600pMfFuG66uXyvIUM0ZMcMI10kUQy6mTWBxoZTH8fHsltjY2Ic3Rraw8MPokdeYChlainj16IkH8eKqfEsgCdaBsN1vJZG1O5MsbPnC8Y+cuHDl6DCRHHHe0ovsyuYrGcqnv1Bf5sLL+f33l6y/9cSxaf82PGbEsLoifPHkKygN1/tatW5EhfXo4isWRcSwdiUTYcGGxSXbDLl68IAvTh9i9exeSJkmCaLIANuJyAWPZBnf397hz9w7iy/hycAhvRFPXOHHi4uWrV0Kg/GZMYRmsv8pEPuLGjQOT9Bn1u3z97h/beVfqEzt2HDGKhPUUl+P/kRAc7hY4CqG1DKT+t5YFGOcHw591YFtNJg99Hz1aVJlXwolOtVVRTCaTGpce48SzvrILbafGDb7+SyZEi3MF68CH2nbs2AFuSVP3xxeCvUV2hTmeGOdrEpW35bikruDCu26d2qC+53yYOFEi8LhYGDEAMW9nIUvhpB8t20fyxnYY+fr2SkObuxjlOF+aTP+fh0guIwhhp1Xat3kZ8ViXkCE9Frr0o8x++fJZdko/ifsMZ+kfktxcOXOA7aNLLtjRkGMf1nN/Mr27GGlI3PkCg7Bhw9HL7NgvzI+yzTnBHCA31J00PN6xeGUi+ztUKBuYTB79ze8mk0kMc58kxY//SKqZhjFfv3aVMfQAsUQOQ30l0/TnOI0s/ITGI37/nmNeXHhSnlevXiX5PcTZM2fAXSsudCzThpX+J5aGH8t/IHOVR/ke8sowygb5kW/KZ3xLZysLTZPJAxsASCK6wQ+0w5UAABAASURBVDL8/xJi6fsT969EafDc24oVy1FALDV8W0WXLl1kdWDzTW7s5PdihaMQfRFr6HshKFQUoWUytrb+v6AxoclkElIXCgSW1rgRI0fC0g2ULeQosmJgXJ8cSVQlmQDjxI2rzvzR0knCxfgk2xyEvP9TjsIUV8qev2ChTEZHPblRo0er9lmWbTJZwU5IIOtGBWMZxnuTyQQ76Vjvwq9fv4YPMsBYJuP+TkcSYzJ5lE1iNVK2YHl+k5Y9nvP5b+UqZdX1a5msa4uWrbBLFgncjlu6dAm4VfPmzWtlhabVgTJj5Ev/h0IaQ4cObXj5+WplZa3yfiPbKZ8s3i7Acu7I9qzJZIK1xeSM7/yjpYE4vHj+HHPmzMXadevRtFkzlf93kvkYZDKZ1ITlLhM1cbaMyP59L2MnVKj/KwjLcN/cm0zM304pg63btnuSx8NHjoJHdkKGDOmbrMxxYsWMqc5lcYLk1ltW2VqsUKGiOdy7mxAhrBVRfuv2Vk0kRhwuRh48eKAwMPx+9spxzgnMxiaUyoKKdN36DZg1ew6srEygVZmvXlSBvvgIIbiQwL4TnUXdZSR5/vyZegUZrQ+G3++4hhBrk6OQP26BHjh4yFNfLZYFPnXbz5TDSapp02Z4ItbXVbJ7Rrn/mXz+RhpaQB2dHNURip07d8p291VkEsuVjVixvJZPohZdyC+Jfts2bdR54k+yiG/ZqrUsMCN5jW7+rvSB6FTqA686l8dCvsji1q9jwpz51xvKNXf/fNNnVlZWouNDK6vpJy8/YGUymWAr459zJt3X7NWF+oHl2Mr8oTx+88fr16+VXgwhxHuWbGXzzDR3bZcuW4ZVQnhy5MjxwxJtQtqAhjAev6G+OSKWSMPNnj1b2m2HUGLgYD941X8/zNybCDYiJ8STetMy+KEs4F+IziYJtPT/1XuTSTiL1J8WXs6JRtuM64CBA77hRayfnRgD3EQXst2WdTCZjP7+CK948GgmfwgttCxeLNP8rntr4WO20pZ3bm6edDQNPly4+AY76knKSywxCPKMP+eIocOGgrvQJUr8892qsnzFdb4p/xVoZeZC4bsZ+CKQMm0Zzcryy6/cEySutElUuN3KoxE0TUM61Gu+FE4q4uvXb8DFxQU8NsFrlqxZ1ArWMj6JCVf4fNPDC4lbuHAR1KlTVzlOuokTJ/FksWFaCg6fdOU2G8uiUuGK4tmzZ1Idk5qIObEdOHBAPQAwSog2z70y7e92FPbIkaPI1ocbnj17KtbfKJ5cKIvVl1E2lW8MIRn37t2VbaTrhreybt+8eVO11winEjQicLW5d+9eWdXFBlechv/PXomfq2ypMT0H6sEDB0ELf8yYMVR7Dgp+3F7kFle6dOmRVKzfVMiM/zOO/czJn9s3PHcn6yVwIXPp8iVlnTPyfHD/AZwfOYPbzIafX68c6HHFskGr5n3Jz0jP+p87d14dN+Fq2PD36coBTxJNOaPMc5uJcm8fxt6TEvEpvXf+qv9jxFArauJgxGH/khSwb+PEiaMUK7ehjHDfXkMI0You+fMIBvuXi0rDRRZrJycR3+bF9rOOtOR169YNnOh4Lrur3JPMfS8fjun4sjV46dIl80NsjM963b9/Hzw/x+90JMmG8uIZwZMnjosMfvsswZ49e9QRB0gi4rVj+w7Qkm1ZF/Z98eLFwTPBtjL+eL5aonv6ozKm9deTp3yhFTF8hAi4LHV2E0UtXqqfr1y5qt5MwCNO9LN01AEcN+xXS3/f3HOLkdas+6ILOAEZ/cTrr04INDJkla309evWgpYo39TnV+JcvXpVOKHHrs1d2c7m7hnl50d5ksDTWrx92zbMnzcX0aJGBceYd+k4D+0RGahWrTpGjR6j5HGUGB6op7yLb/hRD8eWMUWDiaXVjeOa1r1EiRObSTWJ833ZqTPS8sjME9kNNL4b13Nnz8r89kJ95Rx04sRJkOzFjRtX+fHjxvXroIWQ95YulMhlbNk1u3r1Cu7cuW0OYn04FqIK8X/+4oV6Ct8I5Ly3S3YBosgYTpw4keH9S9f9+/fDGHdG/pR/Lv5OHD+uLOt8biF9+gygFfndu/c/LI/j0VoWxJQ5jkvKsuFIgDjnR40aTbBzAfvDyJCW/4sXLxpfvb0SN9bNMjCS7LaFCBkC3HFhPzCM11OnTiFEyJDIKgt4+nl1IUPaIKIPD6B6jWv5neOd9acsvpAdNKNtxjXU1wW6ZRobIe6xZIeRxyBu3bplDmJ/8yHQKCLzr2QutsSD/cFnOSLJojlp0mTmND+64bEJ6t4fxWM458BosivLOZhzBf04Zm/fvg3ysVy5ctPru+6z7HhxrH8Qaz0XBKNHjwafv2nXvv0PDUcsnwsolk/DKwti+RyjlP/cXso/d+4coyh35coVcEdCfbH44Hg1dDfniIPCa0LZehhNGO23kWIq7HCyLcCK9+rZE5UqVvQ44iBWLRZk6SiQfAiBT8Nnz5YVfAKUCr5mzZoIIStQy7gmkxXSpk2L5MmTKQVQIH8+lC1bBnly50KmjBnAF3Vbxuc9CRy3capUroR0kjZ1qlRo2LABnB89UmdHa9aoqbakGGfRwoXqyV6uOpj2TziupLmC7tunj3qAix16+PBh8InOJUsWf1MkB1WePHlA5dGiRQvQ+r5q1UrV7pkzZ8IjPC84GKqL8p84caI6H8inM7dt3SbWkdq/hRTzEDvPYS0Ri1T//v0wa9ZM9VAktxg5iDnwaSXdtGkzTp06iS6dO4kS+/ahhW8aaOFBWeCxmO7d/xUBvoCzMpHwSAa34nimqG7deiA5b92qJTbKliif6OUxhaiyBVi8eAmLnPx2S8XLRdU7kc8G9eupJ9P5FHS9unXwUKzQfN0gZdo3uTqEjyATxxv8t/I/3Lp1C4sWLVT5GQPPN3lYxjGZTOCZJyrCqlWqYNy4cdK/29XTtXzyu06dOiAptrcPizhx44JkgU+nb9q0yTIbH++txEJaqFBBdW63adOmIN6Uyd1iqed3bk/7mNhLgMlkEotzUlCp1K9XHzWqV0PpUqWQI0d2TJs2zUtsz1851hs2bKRewUXZ5WvUNmzYgA7t2yF8+PDgg1ZMwe0tEgy+3YFP0/Noys5du9Q4YLil2ywY1K5dS8bMCrSXfFZKn3AngwsuKvKS/5RQD+PxQatFCxep5wt4tt8yD96TOJOU8Kl1busS2xdCQkhseX542fLloBzu3bsHc+bMwcAB/UHill92yZje0rGd0WRiuXnzBmbPngXmxfIt4/h0z/Lq1q2LrUIIx40bKwTpDriI4MQyduwYn5L5yp8TDs+kcvv45MmTvkrzM5FoKEmYMCE2St9OmDBB5G0tunXrKgv+G77Kjn3Bc5E8UsTxn12skU5Okb1NS5LFxRQfUq1cqSKqyByQPXs28EHOJ098PvNMnUqrFbei68i2/izRdRwHdeWez2/wjTdcgJL4cVIeL2Nyw4b16Nu3D/gAJPWJ1woR0xIlSqhjATS8TJwwHtTrBoEhaWratAl69eopC7nXnpKzPtRvJNHthTxw25mvRCtUqJB6NRrPU/M8cB3RBXxYmMcYusrOLF8PVr9BA/VQp6cMf/ILjUtVqlRWZfKNT4sWLVK7K/HixUdkMfaQpLFuJCP8xU7OAz8qKoYsyDmvTJ8+HTNnzlAyfUoIah+ZHzmfm0wmcM6PnyAh2rVrp+bMhQsXgA+gPZMdme/lz6MH7KeNmzaChjeOtciySODY5JsdOM/s3r1b+mwMxsn4IeegvHiXJ+U2Xvx42L1nN/jLuMyLJMq7uJZ+JpMJNI5w0Um5Wy664s6dO2onjW9I4lxuGZ/37O/CYvCjTm/btg1WrlypdBjfREH9wyOGPI/buFEjDB06BDt37gD14IIF89FI/JKKQYr5+MaR6H/BF3DOWL9+PfaKIc2ndNRdVatVk/J2om3btuDDn8tkV6BH9+5gmUWKFPEpqdmfYyNNmrSy6/FG8cLqkh/fkJFDxuXixYvN8by7Yfk8Z8w+ayu4bN26RWRxObr/2w08csMz10wXXubgePHjY+6cOYoTcre5i4wHY0HHOIbjK2457tgPTZs0Vm2zfAGAlRHRt1cqaa54nCI7gY010pHA8OnUvHnz4oFsS/A1UZUqVQaViaOjk5nsMh6FcJSs4uOKpY6WOQ7uwUOGmldsNjYhEdnJCSzH2toK8WQAjhs/HpUqVRLrkBuOHzumyAcVWNq06YwqmK9cbZYrX0GIQ1ylbLjCsRJBpULavWcvcufJA5PJJEQ7BaLKCoxm/fAyCZsz8OYmlKzcWR9eLYMlG2U9ZbusrP4Pp32YMKDitrKyBq09ffr2QxaxylBx5RTCUFkU9tlzZxX5sczPuE8slomlS5eB9WorwtimdWvEFQLEJ5EZJ1GiRFizZi0SJIivXmVWt04dHDx0SFZgExXm1rL1HyqUjWqfrcUqiELmKCvLUNIe5kPHe1pjSHT53XANGjZErpy50KljB8yWrbKKFSuJMhmnLNW2sqXCJ33TpUuPdiKs7OeUKVOhTt26qs4mk0ksmaFAfG0lrpEnr9bWVqD1i9YzK8GM26M8MM8z12VKl1LbZx06dlL58MGOyZOnqAmUCqFVyxZKGQ8bOkw96MH8mEdEsd5xkud3OpPJpHBnu6ysTPT6xlFp7dy5S+Q4BKjwGzaoj/uybT96zFhwBWwymRTxopKlTMGbfyaTCTlz5kBLIe2rRJFxsUaSybejJJZdDCsra5UH2+tgcX6c/UAZ92krNYFYUJcvXwFOwsNlq4mTM5UX32xSs2YtqbO1kuF27drjzds3asJY8nWBxTIpjw7hHDzVmHLogYeVjK2omDFzlrK6tWjeDJRJksknYvHiIo4JKQ8kk3Z2tvzqo+NC+N27d7Lr0hR888SYsWNRrGgx8JV+VDzW1tLf0j9e68MMCxQogJlSD1pD+EpDKqlwDg4YPnyEyHYC1UZOFh06dASfEOYr3cKEDo2uXbuJlSq+woH5GK5L166iOyIrmVwr44PpOoosWct4iBIlClKkTKkW6/nz5cWixYuEuE8XopLXSG6+mkwmGUfVZNERB3379Ba5HwOSYpPJhPr1G+Dfbv9i7549oIIfIAvG7NlzYNDAQeBYMmdiccPX/nDLf9jQoQqX62IhZDDHBidtYs3vdLx3FJ1p+3WMli5dRr3Zg8YD9lORwoWUISFZsuSM/o2zsrJSO24RI0Y0h7H9lOPw4SOY/XiTN29eNY6uX7umdqLoZ+nYHsv6eVdfzglOTo5gmGVa4555NGzYCNWrV1evYezUsSP45H5DmczZJ6yvtWzTOope4g6Lkc7ySn0XV/RfeJGj2rXrqDFlGW7cf/z4SY1hTpZq10JIeKtWrcEFNV+rxUU4xxwNDiHEWmmk45Vyv2/ffkQIHx69e/UCF8sXZUeAb/soKvLMevKM7+QpU2Tr9hH4qic+hDRx4iTwwWlbOztmY3aVKlWSBWJpdO0db6HMAAAQAElEQVTaBVzQ5M9fQMkb+5eRSLAeylwZUSyZIUPa0MuTIxHaJAaHz58+KZntIOQ4S5bMaNq0Gfiw9KxZsxX5GifjrY4sBDdt3oSRI0epcOoXZkbsPfovFL8qx3mTBhX2m/KQDzupu5PMuZQT+Wr+ozUvcaLEaC/kdNmypWjWrBl69+6jLHx8GwNJOgkSnysJK4v0htKnlDurrzqX5bOPbcQSamRKOWnWrDnKlC2LoUOGKN1TulRJ7BKix4c2GS+GEOeBAweI8coenTt1Al8p2aBBQ9SV+SVSpEjS/97rdPZRo8ZNFD/oIIvi9evXqZ3hrqIv6oqBhYSIP0c8edIkcDehX7/+Mk99iz3rYDKZ0KJFSzWmScK4UGKfkSwTPwNjxrWTOc5R8Ashlmd+JwbDRIelkjmRr27kuOXrUK9fvwY+lMc4Xh3feLFm7VqEFMNga5lP2rdrC8pkmzZtED16dPUWCD4UNlFkunatWrK4X4uBonNaiXwbdTHw5tXIn2EcW3Z2oZUX8atQoYIig9T9+/fvU/6UB/aVEU95ygcf0hw+fDh4Drie4N9FjF+JhZ8MEc7GfCUKKDccU94Zkrjjy534LxKRuphzxOgxY5AjZ05Q328WuWX6SGKV56JGonn648OeI0eMxHmxAtevV08ZIxLIInuIcADKLCPb29uje/ceIF/o17cvBg0ahGpVq4IPU7K9lAvGo+PxwC+fP4MLFLWYlDmDu90Mo7Pih19c8uQpcOz4CWwVi2ScOHE8JaXiWrd+A06dOo2Lly5jsAj8rNlzwI6mtYeRqUBITBvJ4NkuW5vM64CYr2vXrm0WTr4BYOeu3dgv/tz6YDo+eT97zlyV79Fjx3FWtrhZTimxSjHcq6P1Z/uOHTh95iyM+Bs2bhKrVhJzVCqtS5evYP78BSJ0Mcz+3t3kFHLIuvJqGW4jWyEccGxXeFGmDKMQNmrcGCzfEBp2zNSp03D9xk1VH+JDhUflxjTeOVpX1q1bb8ZzwoSJShkZcak4eH713PkLOHX6NE7JapuKxgjPkiUrzl+4iAIFChpeyoKwatVqseR5nP0ymUxCAHNhvVhxiLs5otxwoPft1w/M/8LFS+osNxWCBKm/iCLEa9etU+HHRSZatGyJMUIohw4bLsQ2tNr+Zjq+lUQl+PrhJFae6dNn4N9/uyvSkz59emzevAUnRW7OiKV4yZKlyorJ6BRm9vHBQ4dx4uQpqPClS5HY4nA8BwZfAchBwTR0NqKEea59o0wqDg7h6eWtI+lkP1FOTp85g0NSDq0KRmT22/wFC9RbHFgXw9/yaiMy0Lx5C5w6fUb1LX9FkYN/o1gtWTfKAIl9j569zMkSJkwEynidOnXNfp5vIDIZXcbOOtWH7F/iwyeeLeMRO/b7BelnvqqGYawzyTNfYcPvdDaCR7/+/cXiuB0OX/Eg4V2zdh2uXL2m6n1VriTiVIxMkzFjJly9dh0kBPzuneNZVBJfbmlzIZA3bz4lb5wcE4ri4m4D5WS8yG5vsQR5zcNkMkn+RdVYZ/vOnD0nFoyVsmBNbo5KhddGFoZHZTF8WsbzcFGQtWRSWL9ho1p4miPKDZXyeJk0mM9VIXpdu3UzkzVOxoMHD1HtZVknRZ74tgpJ5u0fF+uMc+78eXABGl8sEYzIfHhmnPJ4VHTRaZGbsWI55IN2DPfOkZgsFMs05Zd6rchXCwuJ0q7de5A+fQZzMloBOa7y5suv/FhekyZNlc5jeZSzQ7LTREICb/5xjHYXSw4XGyaTB3mgHFLPjRw50lMKjkXqY565pYx4CpQvrN+evfuQMWNG+QbkkzpZfqcnjyZQjgw9w/OH1IEhQoRksHIsn/12WvrvqPQj+7OdLOjYdi7gSHg5dzRu0kTF9/rBsWdtZYV8Il88PuQ13Pi+Zs1qXJVt06ayA8K3JuSV+NTzxPvS5cuglZcEnX0RM2YsI5n5yjltk+giyg/HHI888O0c5ghywyfvWW/25WpZeOXNm1d2hhaC/iaTB94SDbTykjhybFIPk0wbcwTHzb59+/BZGAN3Mb3DnnlQP20UHca6XL5yFcOUbvUg3xynS8Rwwrwpz9QDNWVcMJ3h8uTJC+rOrGKQMfw4L9DgwodQ6UdsS5cpA7Y7btx49DI7yhKf4eF8y/L7COEggWYELrIXLlqs9BP1P1/1NVSIypy584TMhmUU5M6dB4cOH0G2bNnVd+ODBgwS0mvXbyjdwzmG+jB5ihRGFPVGjP37Dyidv1cWK+zHgUIC586bb87fHNnipmjRojgt8yHnnrFjx6kQlse6E6vjJ07ilOhq6sdQXxeeKpI3H7SGUgcwHWWGuohGCerJeGKsYxLiV1x2BDifJxS9Tj86yjznjquiQ4+KniDXoIxz3ma4d448iTyF9WN8LuwMvJnfPGk720Xdc0rmy3r163vKhvzEK0+h3lq1ejX49ivWlbJGsn9aMCAP6dKlq8ojRYqUag4mzsrj6wfJctWq1cCHc4kdx/Cs2bPBsfI1isxVMWSHdLFY9tsbXuYrjxutkh27NKlTg1bfvDImyQmaN28O7oYeP35c0kfHQtmF4CLMnPDrTQhZJJDc8vw5yz8jOoTP7sSNG/drDI8LcSVH5Lg8cOAAatSsiT59+mKZGJcsyXY02bWbOWu2kgHKX8tWrdTCxyMXwM+k2Ejo05WgRxQLhdGRPsUz/DlZ8IyL8f1HV+ZLZUAhN5lMP4oOKqHvxeeEw07/YUa/KQLxYX3YDt9kaTKZ8D08TSaTOhISUQiqlZW1b7L0UxyTySN/KkfvEppM3w/3Lo1PfiRz4bxYN424HBgklz6FG/F+5molky3lJLwXK5pf86KyoTz7Nd2P4lMRs3+txdrpXdwQQj5o/WI7vAv/kR/rTZn82XFAInrr9m21xUgFt2vXLowZMxrcuiojk+2Pymd4CFF87H9OtPzuneM5uO+FG2mIA+P51B62l2WxTCPN965UqN7FZT7EjfX6XnrLMC5ImM7Szy/3LI8k0i9p/lbc+/fvy8S4SG13E99wFjsjRh3YL37Bi+lIIE+cOAE+g8JXnH0PP5bJ9++uFhLAs8WUxylTJuOQ7KLlE/JK2WCe33OMw3pGiBBRLdq9i0syxb40mX48B3Fscgxb5vPkyROsW7sGfYVkJpYdJcswr/cc9xz/LNNrGL8zf+IdQvQAv/9uZzKZ1M7D98qnDvjZcqPIDs730hNn386XRh1sxFDBOctk8tw/bAPJpV/yI/7sP16N/P1yDSG6jeOWXMM36Sh/EYVD+RSf7eJc6JN+800ZjMN8/IIDyyN23+sr5uvVsT3UoRdl14XHJTgmt27dCh4p4mtHi3w1EHhN5/W7b8v3kBcPq7jXPIzv7EvqUV4NP+P620mxkbG+Bn4EuB0S+FuhW/AnEaDCq1OnDipUqIhNmzbKtbza3uJRA1psfdoq/FN1ouXzT+Wt8/0+Ajdv3pRt9rbqDT8tW7YSK77T9xP4MpRHc2j5iRM3jlgcs303Vd68+WTrdLB6PqFZ0yaoX7+e+jnZlrINXrVaddl2t8Lf+hfeIbyPpJqkh5ZSPoH/t+rzM+Xo8fQzqOk0lgiQeDdv0QL58+cHz8XzeTOeh/70+TPmzpuHtGnTWUb/4/eOjpG+W8bf0xDfrYYODEgIRI0aDStXrgKPAPxCvXTSYIJAlChRRVY6gkd9bt68hSNHjqpzwtzKo5Xkb8BAa9tJ2U7k2fa/UZ4u41sEcubMiQcPH2HHzl3IkyePOmf4bSy/+9Ci1bt3b6xdu+6HRJuWQP4gzYoV/6ljXdxipi6rUrWqsnb6vXS/pwgfPjx4nIvHB32Sf1q9+AYYXv1ewp9PwaNDPCZT38v2/J8vWZcQ1BAwmUzquYVevXpj48ZNuH7jhuzcHAaPFPLYmHfW2j+BAY953b13H6VKlf5u9poUfxceHagR0AhoBDQCGoHvIaDDNAIagaCCgCbFQaUndTs0AhoBjYBGQCOgEdAIaAR+GgFNir8DnQ7SCGgENAIaAY2ARkAjoBEIHghoUhw8+lm3UiOgEdAI+ISA9tcIaAQ0AhoBQUCTYgFB/2kENAIaAY2ARkAjoBHQCARlBH7cNk2Kf4yRjqER0AhoBDQCGgGNgEZAIxDEEdCkOIh3sG6eRiA4IKDbqBHQCGgENAIagV9FQJPiX0VQp9cIaAQ0AhoBjYBGQCPw5xHQJfxhBDQp/sMA6+w1AhoBjYBGQCOgEdAIaAQCPgKaFAf8PtI1DA4I6DZqBDQCGgGNgEZAI+CvCGhS7K/w68I1AhoBjYBGQCMQfBDQLdUIBGQENCkOyL2j66YR0AhoBDQCGgGNgEZAI/BXENCk+K/AHBwK0W3UCGgENAIaAY2ARkAjEHgR0KQ48PadrrlGQCOgEdAI/G0EdHkaAY1AkEVAk+Ig27W6YRoBjYBGQCOgEdAIaAQ0Ar5FwFek+P3793j+/FlQd7p9uo+1DGgZ0DKgZUDLgJaBICcD7u7uvuWFwTqer0jxsmVLET1aNO00BloGtAxoGQj0MqB1uZ7PtAwENxlYtXJlsCa7vm28r0hxpkyZMHLUaO00BloGtAxoGdAyoGVAy4CWgUAmA+nSp/ctLww68X6iJb4ixUmSJEWzZs200xhoGdAyoGVAy4CWAS0DWgYCmQwkSpToJyhi8EviK1Ic/GDRLdYIaAQCMAK6an8RgS9fvuCtmxtevnxpdq6urnj79i0+f/70F2vi+6JYt/HjxiJZ0iRIkyY1Jo4fh/fv3vk+A29inr9yGR07dsDChYvg5vbWmxi/z+veo4cYOnwYRo8ZB1fXV37KeM/+/Rg0cBDOnDkD9p2fEuvIGoFgjoAmxcFcAHTzNQIaAY3A9xB49uI5unXvhmxZsyBzpozImiUzihQuhDp16mDp0kV44fLse8n/etjnz5+xY9s2LJg/H+EcHJAxY0aEsQ+DT79A4PmQ0toVy7Fu7VosWDAHj5zv/bF2ffr0GUcPHsSKpUswbcokXLtxwU9lrVyyELNnz8TyFUvx8eNHP6XVkQMaAro+fxsBTYr/NuK6PI2ARkAjEIgQ+OjuDtcXL/Dp0yeULF0a9Rs0QIYMGXD92lUM6D8Iq1evClDk673U98qNG3j9+jXSpM2IUaNGo2KlKrCztftp1K2tQ6BgocJo0qQpGjVsgsiRo/90Xj9KaGVlQurUqdGwYWOxTHdEvLiJf5TEU3ilqtXRqnVrlCxZAtbW1p7C9BeNgEbg+whoUvx9fHSoRuCPIKAz1QgERgQKFMqBli1boUePXihUqCA+fPiA3Tv3wMXCWkxL7fVr1zBzxgzMF2vtvXv3PDX16s2buHjxPN6/d8PtBw8wb+5cbFi/Xkisq6d4/MJjEBs3rMfUqVNw/PhxT8cBnJ89w9GjR+HsfB+3b9/G4kWLcffuDVyX/O/duonPX74grH1o3LhxXUj7ezwWYs/4169fY9bKvX3rhtOnT+OmkGiSfnqqZP3zeQAAEABJREFU+l+/jpkzZ5jrb21thURJkiJT5sxIniI5woS2Z1TlGJ/lL1m8GNOmTsOxY8fwQYi5CpQPkvQLly/j+vUrqv7nLl3CnNmzcfjwYTCtRPH0ZzKZED1GTGSUstKmS4vwDhFV+OOv7X38+CFeCeHfuGmjKu/u3bsq3PhIlCgJ+HB8nNjxYTKZcO3WLZw4cQKvXnkcw2CZDwR34vna1QNz5nf6zBnB7yaePXuO9dIfJ04cxa3791V7Hj58YGSPj7I4ui54nTp1CkZ6c6C+0QgEcgQ0KQ7kHairrxHQCGgE/hYCVjJjhAoVCuEcwiF06NDgP1pg7UJ53H+Q7foe3bvin39KYMyY0Rg6ZBBKlSqJmbNmm4nisL690a5dR/Tt1QfFCuTHgAH90bZtGzRu1Azv3r8D/5G4rVq5AhkzpEenTp0wYfx41KheDZWrVBUC7sIoWL9iOWrVrIEuXXqgbp1a6NWrB9as24zxw4diw8aN4NGB9evWoFnTZti37zA2/LcctSX+kEGD8forQdxx5AAqVayAHj174L4Qxc+fv2Dc9KkoX7YMRo8aheHDhqJWrZo4dPgw/lu8CA3q18PQwUPM6dneYUMHo9Q//6BPn94YPXqkqmfNWrVw7Sv5fuL8CD07d0SHjl3R+99uKC94DBo0UNX93249hRh/Uu2x/Dh26CBat2iONq3b4PmTJypo46r/UKc229kPjerWQdvWrTFc2lqxQgVs2LBJEW5GnDxpHGrWqIH5C2eCRH9E/75o2KA+9u/ereK4vnmDkePHolrVKpg5Zw6T4MzxY1JeM3Tv0Q8N6tVCu7ZtsGjxMsycME7Vc+zYUXj58oWK+0hw6tSuDerVrYuLl88ov+986CCNQKBCwCpQ1VZXViOgEdAIaAT8DYEL5y/jIM+7Ll+GnTt3yvZ8CKTPlBGhbG0VAZu5YC5WrVqDPHnzYcLESRg4YCDsQtlgoViML1y4aK73jetXsWnLFrE2F8Y/JUsiSrRoYpE8hLnzpysye+LMaUycPAVhw4YTotYLEyZMQFaxnJ45dQITxk9UcYzMDh3cjxAhQyJfvnyIFy8eMmfLjiRJkyoraYoUKVGxYkXEjBnDiP7d6+2797F4xkxEixEN/YSsT58+HZUrV0bECBG+SUfCOXvRfMyaNRtRo0VBHSGqrVq1Al99debUSbEyz/JUzwvnzmDjtu3S5kLIkycPwoQJjY0b1+LU6ePf5P09j927duCN2zuULl0aSZIkFrLqgq1bN6ofm/heOt+EHTqwF4+cnyB37txImSIFCpQpixAhQuDipat48NBZZXH1xi3cvntPWc4TJkiu/PSHRiCoIKBJcVDpyb/dDl2eRkAjEOwQmDltHtq0biXW3QH48PEzOnTogIoVyoOk9PXrt9j03ypFZPPnL4CkQkyz5ciJTBkz4unTJ7h165qyVBK0UGJtrlKlCoYOHYo+ffuhaLHiIPla/d8mvHJxwflTp/HU2RlZsuVE3rx5kCx5CuTPnw9WViZcuXwBr75aLZlXzJgx0a1bF4wX4ly8aFFUrlYdWbJnF8JujXwFC6Jtu3ZInToVo/7Q8WE8jzc2fMEnaV+KlKnQuHETJE6c+Ju0PM6wZslS2NmFVmeW27Rpi8ZNmqJpixaIEDECDh88gZcvPKyrTBw6dBjBrjVGjx6Dzt26IVHiJOotFrdu3Wewr12CBAnRt29fDBKLdYu2bRFSSKuzENnXr9/4Og+fIoYKZYsWLZth3PhxqF27NjKmSI0sWTLj9s1bOHHiMLgQuHTpPPjgYZYs6aWv7X3KSvtrBAIlApoUB8pu05XWCGgENAJ/H4ESJUujSpWqcHSMhFevXsIuTBg4OHhYUZ8KUX38+LF6hdikiRNk270muI1/8NBhdUTA7f1bc4VDhrRBujRpYCPkOJRNKMSPEweh7ezw5rUr+Pq3h08eK+J15NB+1K1TR+UzfeYsyecL3n9wh/tHd3NecWLHQfq0GYVUhzT7/exNHLEo58qdEzdv3MaQIYNRuVJF8BVslmeEjbxfu73Fi+cvYB/WHkmTJYONtINhsaPHgFOkSHBxeYG3r1/TSzlbsabnErIeQqzaoe3tEUacyWRSYX75iOzkhEQJE8oCwQpOUaMhpOTnl/Tfi+vg4IDCBQrD1ja0ihYmjB3yFy2GTx8/YNfOfdLnr3Bgz25pczikSZ1eFh4hVDz9oREIKghoUhxUelK3QyOgEdAI/GEE8hXIhOYtWqJGjdrg5DFcLL2Xr5wD/33+/FlZgm1sbJBYtvUzZc4EuqLFi6NuvQbInDGHOtLAuHRfvnzmRfwg5MpKriZF9CD/VF5yjRotqsqD+eTNlw+VxbpcvXptRIzgJKEef9bW1uZ0Hj4//xkyZAj0GzAYQ4aPkDIigA8Mjhk9Chs3bZFMv4j79s/9vbuQYxdzgKvra7x+8wYmsWpLo8z+geHGyspK+sIz0U2XIhWiR4+Gs2fOYM/u3eAxmLjx4iKhEHOTyRQYmqXrqBHwNQJWvo4Z5CLqBmkENAIaAY2AXxGwsQmJvPnyIn6CBMoq/N/ydersrFP4iMqCbG0dAnny5EWPHj3Rp09f9OrVG40aN0LsOLHNRb1//w5HTxzFmzeuYn10xcULl5SFOFnKVIgQISKiOkaGjVhAHcJFVA/aMR+6rt3+Rf78ecUqa2POy7c3tnwlm5A4V7HePn32TB3puGJxzpn5vH77Fm7iSpYogdVr1iJvntx4+/YNbly9DPf37xnF7OzEym0v1l63d264dv0q+IMeHz9+xJUrV/BMLMhx4saDgzdnkc0Z/KUb29ChVf84P3mCN9L2+/fv4rGzs69LjyaEOG26DHj10kU9PMm3aaRInkz1ta8z0RE1AoEEAU2KA0lH6WpqBDQCGoGfQuAPJIorhC9zxoxiCDXh2LEj4CvJ7O1DI2/RIngtxGvJ4oWKQM2aORN808LkSZPBoxVGVfgqtyWLl6Nfv74YNKA/Nm3aoPIqXrwQQocJjaQpkyOikyNOCHEeNLA/pk2dipEjR2CAxN25c7eRjZ+u0eLHU2VcunQRAwcORK+ePTF38hRPedy8dw+DBg7A2DGjMWvWTNy9e08RcMfIUcAzz5aRozo6oWiZ0nj/7h3WrV2j8hwoaWfNmq6iFcqfXx2RUF/88SNWokR4J3VctHix4N0P/fv2xfEDB31do7BhwyJH9hxwcHDA/fv34RDeAdlzZFNnqX2diY6oEQgkCGhSHEg6SldTI6AR0AgEFARoLc6cN48imXxP7slTp9R9/dr10KBhAzg7P1bvKR49ehT4y3Ikol++/P/4QWixXuYvmA87tu0Qi+xqfPz8GU2bN0a+PPlUPhnSpUf79h0QK1YMLF/+H8aNG6uI8fq16/D567ELv2KRKX0GNG7cUB3x2L17F86eO4eevfsggZBlfP3nENoeF86fw7Rp0zB+3DhcvnoVJUuWRtFiRWElFvCv0dSFJLlurdqSZ2O8ffMaS5csUW19JG1v0qQZypUvDx7tUJH98aP0PyWRRyze9+7ewapVK2FlZQ2+Mo5k1zfVsrKyQqIUyeAULZqKHjdOPKRJlVby0fRBAaI/AgwCv6MiWqp/B4o6D42ARkAjEEQRiBo1GmbMnI3LV66iSMGy5lbmz5ELFy9dxpGjR1HhKwF0EKtihw4dsWfvfmzdth1rhMQeP3FSkcwYMWKY01oJMStRpDiOHDuObdt3gK93a9a0FUILKWWkUDY2KF6sODZs3IyDh45g7br1OCDWzRMnT6JUyX8YBfUaNVblTxECax8unPLjRxgh3N06d8H5CxfRolkzeikXxi40WrVuh8NHjmLnrp3Ytm0bypUrhw2btmD+/AWIHSsWYseMjnUbNuHAwUNYt34DLl2+gt59esPR0RF1GzbChYuXMG3GDBjlOdiHRTsh77v37Jc892DL1m1iOT+Oxk0aI/zXoxMxY8XG8lVrpB2HECtePFUXWplnzpip8i9X9v+YqkD5yJU3H3bv3Yddu3eLxdxJfIDa9RuqNs2YNctcfrrkKXD85CksXLgQsePEAd8OQccEViaP874J4sXH1GkzsHP3Huzbv1e1tUvXbjh2/ARatWjBqMiZJy927dmH3Xv2mMtTAV8/wjuEh5NgYDKZkDlLdkSM5Pg1RF80AkELAU2Kg1Z/6tZoBIIgArpJgQ0BG5uQiB49OuIIUbOzs/tu9WMJGQ0Txt7HOBEihFf5RIgY0cc4fgng6+CiR48Jm69vi/AurYODA1h3k8mDWOIH/zzaG02l+UHUPxb8+OlTTJ40CdtlkcE3W8SOFd+TNTdy5Mhwcorq5/Jp4b994xru3LqpMCtQIJuf89AJNAKBBQFNigNLT+l6agQ0AhqBIICAfdhwsLW19UTYgkCz/L0J9x8/wpw5s/HunTuKFy+BzJmz/xaM3T98wJlz5/Hq5StkyJgZCfUPdvy5vtY5+zsCmhT7exfoCmgENAIageCDQIfOXTBr9mxkyppVnR8OPi3/sy1NFj8h5s1fgPkLFqgfVbE8rvIrJfPHQUr+UxJz5s5TDzra/sDy/ytl6bQaAf9GQJNi/+4BXX5wQEC3USOgEfiKQPQYMcBfiAsbNuxXH335HQjYifU9SZIkCtvw4cP/tgWHlZUVokaJAv5ACd9X/DvqqvPQCARUBDQpDqg9o+ulEdAIaAQ0AhqBQIWArqxGIHAjoElx4O4/XXuNgEZAI6AR0AhoBDQCGoHfgIAmxb8BxOCQhW6jRkAjoBHQCGgENAIagaCMgCbFQbl3dds0AhoBjYBGwC8I6LgaAY1AMEZAk+Jg3Pm66RoBjYBGQCOgEdAIaAQ0Ah4IBB9S7NFe/akR0AhoBDQCGgGNgEZAI6AR+AYBTYq/gUR7aAQ0AhqBwIuArrlGQCOgEdAI/BwCmhT/HG461Q8Q+Pz5M96/f68c738Q/bvB169dRcXyZZEzRw48efTou3H/VODt+/cwYOAATJs+E2/fvvmtxbx4+RJTZ87AqNFj4Prq5W/NW2emEdAI/BiBhw8fon//fhg+fBjevPm94/vHpesYGgGNwE8g8EeSaFL8R2DVmR46dAAF8udF1qyZcfb8sV8C5J3bO7x97X8T1cePH7FzyxasWLYUkyeOw81bl3+qPW7v3uH48eM4ffqUEOu3Ko8vX77g0vnzWDh7NqZNmYQz548qf/2hEdAI/BkEnj59in179+LatWvg+Pv06RN2bN+OSRMnok/v3rh48cKfKVjnqhHQCAR4BDQpDvBdpCvo3wjwF50yZsyIOnXqoWXLlogZM95PVemeszM6tG+L3r1649bt2yoPk8mE2HHioGatWmjVqjWSJEql/IP1h268RuAPIrBv3z5Uq1YVU6ZMBgkxx3fadOlkbLdCn759ET9+gj9Yus5aI6ARCMgIaFIckHsnCNbt1StXrF+/DrPFMnru3LlvWvhYrDgbJHzp0mW4f//eN+E8inHq7FnMn1C7BzAAABAASURBVDcPZ86c+Saclp8HDx5i6ZIlWLBgAW7duuUpzq3793Hu3FnZInXFwydPMHvWLGzdukW+v1LxnMVvxbJl2LRpk9may0kzXoKEyJEzJzJlzgyHcBFUXH6wPocOHcTMmTOwds06PHp0l97fuBevXuHy2TN47foaLi4uOCt1PyvtYESnyJGRPWcusapnhaNjFNCifOHSJdy+fV1Zsk6cPo0F8+fj8mUPC5b7hw84ceI45s2dJ9cTzMKT40R/9epVzJo1E8ukLdwa9hRBf9EIBFME7sv4p954/fo1bt68icOHD+O6WIwTJIiPwkUKI1/efIgYMaJChxZlhj9+/Biurq5YsXy50lv8zgjKb8VyzBFddueOxyKX/obj8bHdu3dj9OhRomO2io7xv90uo076GrAQ0LUJeAhoUhzw+iTI1mjbgX0okC+PWEvbY9jQIahYoTxmzZmj2ksyu3TJIuTKng3t2rVDr57dkT9fPmzYuAH///cF//bojsrly6Ffv74q/aBBQxVxZBwS1DGjR0q6POjTpzcGDuiP4sWKYtDgIXj/7j2jYPyQwWjUqDH69OyDcv+UwKBBA9GieXO0bt0OS5cuwj9Fi+Df7v+idauWaNGiNVxfeZDlXdu2olmTxujYoSNePn+u8tq0cT2yZMqIunXqYPiwYejYsR0K5C+CBQsWmeukIsrHwd270F+sUK9kcn3w4L60rweaNW2KJw8f4oYQ2I5tW0t5zdX32zdvoFPbNujcpQd6/9sNVStWQN++fVCqZGlMnDQJY0aPQJ3atdG/f1/UqF4NEydOhvt7j/a5u7ujW9fOKCltY5169eyBUqVKStuW4tPHj1IT/acRCL4I9O/XD4MGDlAL3nVr16JQwQIyzjpjzZo1qFC+PKpWrYJnz54qgObPnye6JC/ayVgsLWOouoy1Jo0bIXu2rJgk47B06VKoWaMGGotf6VKlcOjQoa/j/osi25lFN1D/9OjeHUyfN09uWTQ/UnnrD42ARiBgIqBJccDslyBXq2fPXTBr/ERlBa1Xvy5mioW2ZatWiBEjhppI9h85jLHjxyNMmDBC/kqhbt26yJItm0xer81YPBEr7rnz55FPyHLmzJlgY2Mj1tmVuHjpHEiI/1u/FpMnT0GqVKkxYuRoDBs2FJEiRMDa1auxc+cuVQ4ze/b0Cbbv3IF48ePLpFgI4R0csHfPbvTr2x9JkiVBgUIFESFSJOzftwt7DmyHT/9eubxEipQp0KhxYwwcOAhlypWVqF+wfPlC3Lh5Ve7//xc9RkzkzpcXIUKEgH3YsChYsBAqVKgAm1Ch/h/Jy93J40exc+9+5M6dG6lSpkRISTtm1EisWrkauXLlRNoM6UGr8ObN63Dn3i11P23+HKxbtwEFJP+p06ajb5/esJJ8Z86chevXr8ud/tMIBF8EsmbNqvSHtbU1EiVOjGayIC75zz9qXPqEymohzLQKlypdGjFjxsS9e/fQsUN7tWCuWbMmkiRJgosXL8q4W6v00MOHj8AH9h48eAAex9i0eTPq1K2LK7L4JYH+8MHdp6K0v0ZAI+DPCHC+9Ocq6OKDAwKfPn+SCeMTYAJC2oSUySU2mjZthsIFC+Ltu3c4sHs3Xr5wQcaMWdCvf3906twFI0ePQY4c2WD8CxPGHu3bdcD4CRPRtXsPxBBC/fq1K+7cfQg3t3fYvWkzrIU45s1XQPLJgGzZc4rlNh9cXV/ixo3LcHf3sKaSmBYtUhRjx42XMkYjd/58qogCBfNiguTdp98AZMmeHVYmEy6cu6nCvPsoUrIUJk6ajLZt28nWaxFUrFwFoe3s8O7dB7x+/c5TkrTp06OuWKgZHtkpMhoKkW7dpg0cvm7Veor89QsXCJ07dcYkIfrtO3dGREdHNXk3btoAI0eNQifBwFZItavrGzx58kLa+Qab/1uJCBEioHDhIkiaNCly582PjFL2Y+eH6jjG16z1RSMQLBGoXacOatWug1AybnLlzInBsotUp2492NmF9hGPFMmTY+q0aVi8eAk4ZhkxVerUauxPnjJV+YUMGVI9uMfFOY9sHT92DOnTZ0ClSpWRLFly/PNPSUSLGhWnT58Wa7EzswgaTrdCIxDEELAKYu3RzQmgCESKEB4FCuTHB/cPmDNrHho3aoihQ4cJmXXDhw8f8OzFC2XpTJcxPULZ2qpWOAq5ixY1lrrnR+jQoZE3dy5FDMM6hEdosSrTn+7lm9d49PgxeERgxfKlaFC/HurWqY3tu3YLGf8iFmo3fP7ymVFV+oQJE4AWYpOVFSJGi6r8U6dNAQeHCBJujdBSB4a5CFFXgd58hAoREovnz0ftWjXVNmqPrl3x5u1bb2L+nBfbm1nwIIkPJ5ZrWpWtrK2QKnUKmdTtVB1pLf/g/hHv3N7jqcsLPH78BC9fugi5H4f69eqiYYMGOH7qJD5+/CSLjzc/VxGdSiMQjBGIHj06EiZMBCvRFYnFukwo4sSJg7hx48BkMsHe3h4kxS9dXNRu1KOHD/Hq1Sv1zEOFCuVRrFhRdOnSWcjwI/CcsZubG7PQTiOgEQiACFgFwDrpKvk/Ar+9BtbW1mjQsDGWr12HdOnSiuX2OmbOmIb+/Qfji/w3CiTJM+79clWW6E+f1MQVI2YMpEiZUrncefKgWo3qsmVaCKFsbP2S5Xfjvnv3Hv369MSQ4cOVhShmrJhqO5bHGb6b8A8Gfvz8EZ8/fwYxjBcvnmp/ylQp1VGK2nXqIl2azH+wdJ21RkAjQAQ+fPQYh05OjsiSJYt6gDZfvnyoLVbqbt26IVas/y/0GV87jYBGIOAgoElxwOmLIF0TvjHhhVhSkidMiGnTZ6CbWFV5POD0qWN48/IVwogV2MrKhM2bNoFnh0nu7t29K4Tzuq9wCR8mHJwcHZXlJkP6TOjduzcGDBioXPt27ZEqVSpFmH2VmS8iPXF5jstXrykC2r1Xb4wZMxY169YFrbs/Sv5RJs13794pq9KP4volPHJ4R/XkfMiQNihevAT69u2n2t+vX380bdYUMWLG9Et2wT4urXp86IpX7mbwLCnf6sE3FwR7cIIAAPyRjo8fP/72lkSPHg1hw4YFnx3o9VU3UD+MGDECdWRxamdn99vL1Bn+WQSos11k/qLMcG7im0n4nuvnz5//2YJ17n8dAU2K/zrkwbPApy9eYPLkSRg5YjgWLJiPY8eOyZb+R0SLHhORIkVC1uzZETacA86fPYOhQ4dghFhgu3Xpgtmz5/kKsNChbZElV06V5/r1azB27BjMmztXyhuB8RMm4KoQWF9l5MtItiFDged5aRnevm0r5s2bi1lTp+Dtd45PhA4VWpFokv45s2djyuTJeOPq6ssSfxwtbNjQyF2ogDo+sWDBXIX3fKnXCMF8hixEXkgf/DgXHcNAYJv0a5vWrbFs2VJMmjRRvS2kfr164MOLly5dNKLpayBDwN4+DHgkie8r7tmjh9JHXPj8rmbEihUbKVKkwLmzZ9Glc2eMHzcOI0eOAK3Ec0Un/a5ydD5/D4ErV67IuO8D9t9/K1aAeoFH9Nq2aaNet/f3aqJL+tMIBFlS/KeB0/n7DQFbsV4+vH8PM2bMUIR3y9atsr2fSj3FbSdW4pw5cqB582YIZWODNatXY/r0abgj8UuVKuKrgng8o1zZcuqhl3fv3KScmSAZnCpE9cD+/eDxCl9l5MtIEcM7oE6jRogRIzo2rl8Pkvg3b92RPm1aH3OIHiUyqtSvJxbizyCRnj9/Pt6+/v/bNXxM6MsAnmtsWL8hqlWvjls3b4G/0DVcFhezZs7EhYsX8PnzF1/mpKMRAb5He9myZWpXY8iQITgrC7YjRw5j0qRJmDZtmjo3ynjaBS4E0qVLh4KFCsHZ2Vktnvn+YfevD+H+jpbEiBEDXbv9Cx7dWrhwAXr06I4+snM1XWTG7TuL5t9Rts7jzyDw6NEjrFu/Dv379UX79u2xa/cudWZ8yZLF6Cn9e+PGjT9TsM71ryOgSfFfhzx4FJg9e07s238QJ0+eRppUmRExQniMHTdByNklrF6zFocOH8GiRYuQOEliBUhoWzvUqFELx06ewo7deyTtAezYsROZM2dDilSpsH7zFvHbD6eoHg/FxYoWDf/9txJnzp5D0cKFVR4O9mHRrFlz7Ny1R9LuwqrVa3D8+AmJ9x/4SjNGGj52HE6fOYu69esjRMiQ4GvOurZpj8tXrqJenWaMgvBhw2HQgIG4cPESBgzoq/xKlCqNw0ePYcPGjeqNESThBfPkxZat27Fl+w7s3rNXrNozsWjpMmzcuAlpUqdW6Sw/QoYMgZYNGuHgocNSx51KsTpFi4akyZNj3cbN0r4DcIom35Px+ybzd+aRImEibNu6TYjZeaRLk5VeSJYgIY5K+/bu24t8+fIoP6eIkWQS7om9+w5ik2BGDE6cOAkS5MiRnVQc/eE3BLh1ylfuXbt+A/+tXKkeDN0gC6FLly75LaM/E1vn6kcEYsSIiYULF+Hqteu4feeO9Okq9ZaIGzdv4dLlK7Jz5ahybNOmLd68dVPhPA5BzyJFiuLde3f1Jgonp8j0Ummfv3DBxk2b1U4QrdC5cuXCunXr8eTpMxyX8Uf9wvsOHTuqNPojcCLA4xLFihfHddEF22V+cnBwAK3Iq8WQQz0ROFula22JgCbFlmjo+z+OAJ/gjhs3LsKFC+dtWVYmE2IIMXRycvrpM8CclKJGjQKWE8be3ttyfpenyWRS9aVy9G2ePHccPXpMhAgR0rdJ/BwvVCgb8J2qxMBWn2H0M36WCfLmzYvy5cuDC6GMGTMiTpw44PlClxfPLaPp+0CGQDTRM1GieCyy/1TVw4QJg/jx4yOqLOYpP3+qHJ3v30GAD0n2798PoUKFQoIECZBcDBr8wSTnRw/V0b2/U4vgWsrfabcmxX8HZ12KRkAjEAQQsLMLjQgRIgaBlugmaAQ0Ar+CgI2NDSJHjvIrWei0ARABqwBYJ10ljYBGIBghENCb6vr6tXqfNuvJBymfP38Ge/uwCBvW+90OxtNOI6ARCHoIcPy/fPlKNYzn0J2dH6kdv4iRIqmdJBWgPwI1ApoUB+ru05XXCGgE/jQCe/fsUWey+dYQ/gjDnTt3kCxZUsSOE+dPF63z1whoBAIQAnwVW9MmjXH37l3MmjULJ0+eRLhwYZEpUyaEDPnD43ABqCW6Kj4hoEmxT8hof42ARkAjIAjY2tqCbzGJHSsmFi1ciBgxYqBwkaLqndASrP80AhqBYIIAdcHt27eRNElidO7USRHhAgULImXKVMEEgaDfTE2Kg34f6xb+aQR0/kEagSxZs2LosOFo174D2nfogNFjxqBOnTqw0w8wBul+143TCHhFIHLkyBg1ejS6dfsXbdu1w5ChQzF06DDwwXCvcfX3wImAJsWBs990rTUCGoG/hECY0KFRqlQp9OrVC71790bJkqVg/4ffavKXmqaL0Qj4CQEdGcicOTO6dO2KPn2IXIe2AAAQAElEQVT6oH79BnB0dNSwBCEENCkOQp2pm6IR0Aj8AQRMJpUpnzYPGdJG3esPjYBGIPgiwNfr2diECr4ABOGWa1IchDvX903TMTUCGgGvCKRLlx4lS5VWD9FwEvQarr9rBDQCwQOBmDFjoFix4ihcpAj0wjho97kmxUG7f3XrNAIagZ9EoHDhwuDPPLdt206fH/5JDANcMl0hjcBPIJA4cRKMGTMG48dPgF9+qOknitJJ/BkBTYr9uQN08RoBjYBGQCOgEdAIaAQ0Av6PQFAhxf6PpK6BRkAjoBHQCGgENAIaAY1AoEVAk+JA23W64hoBjUDwQ0C3WCOgEdAIaAT+FAKaFP8pZHW+GgGNgEZAI6AR0AhoBDQCfkfAn1JoUuxPwOtiNQIaAY2ARkAjoBHQCGgEAg4CmhQHnL7QNdEIBAcEdBs1AhoBjYBGQCMQIBHQpDhAdouulEZAI6AR0AhoBDQCgRcBXfPAiIAmxYGx13SdNQIaAY2ARkAjoBHQCGgEfisCmhT/Vjh1ZsEBAd1GjYBGQCOgEdAIaASCHgKaFAexPg1tZwvtNAaBRQbCO4QLYiMw4DSnWLGiWhdoffgrMvDX07548SLgDCBdk2CJgCbFQazbs2fPAe00BoFFBrJmyxbERmDAaU7KFCm0LtD6MFDJQIgQIQLOANI1CZYIaFIcxLp92/bt+KHTcTRGAUQGNm3aHMRGYMBpzrDhI7ScBxA51zrZd/NS2LBhA84A0jUJlghoUhwsu103WiOgEdAIBH0EdAs1AhoBjYBfENCk2C9o6bgaAY2ARkAjoBHQCGgENAJBEoFASoqDZF8E20Z9+PABX758Cbbt/9WGEzt3d3d8/vz5h1l9+OC7eD/MSEfQCPwBBD6ILvCNHP+BooNUlh8/fvyhPmCcT58+Bal268ZoBH4VAU2KfxVBnf6nEHj79i12796NQYMGol/fPhg2bCiOHDn8U3kF10QkENu2bsWIESPQp09vDBw4APPnzYPXJ7gZ7/Tp0xg7dozE64PBgwdhw4YNcHNzC67QBZ52B4OakpydO3cOE8aPF/nsrXTCmjVr8ObNm2DQ+t/bxMePH2P69Gno368f+vfvh9mzZuHZs2eeCrl37x7mzp0jcfqqODNnzoSzs7OnOPqLRiC4IqBJcXDteX9sN62a8+bORfNmTdGnd28MHTpUXevVrYu1a9f6Y80CV9GLFy9C06ZN0KtXT4wYPlwmuX7o0KG9IscuLi6qMbQiHz50CM0E6+7//ovhw4bJIqQvmjdvpiZPFUl/aAT8EYFTp06BuqBbt65KPknoWrZojkmTJkJbjX3fMVeuXEa1alXRuVMntfAdOGAAOnbsAOL69OlTlREXzM1EZ3To0EHiDMaggQPRqVNHpX8fPnyg4ugPjYB/IBBQytSkOKD0RDCqx/nz5zB58iRcu3YNw8XKef7CBZQrXx43b97EALFuuLi8CEZo/FxTubA4euQoUqVKjZMnT+HK1WsoUKAASIa3btmC69evqYxpJR4kluHjx46hfv36uP/gIXrJQoST4+jRo8VC9EjF0x8aAf9CgGP+8OHDqFa9upLPwUOG4JWrq7IcP3hw37+qFajK5TifP28+Dh44gOQpUuDylavYtHkLaIX/77//sGzpUnXfq1dPbJXdpVSpUsnO3FGsWr0aVlZW+O+/FTh48KA+xhaoel1X9k8goEnxn0BV5+kjArT8XLx4EdzC47t069dvgAQJEqJMmTIIHz48Hj95gidPPKwaPmaiA2BjY4Ox48bhv5UrkThxYsSOHRsVKlZSyHyRT+OI9u3bt3Dm9GmJkwT1BOtIkSKhVKnSSJIkCVxevMDdu/ck9p/803lrBHxG4O7dOzhx4gTix4+POnXqwpDPlClT4uWrV7hz567PiXWIGQEekThx8gSoX0uVKoU4ceIge/bsKFu2HN6/eyfj/A4ePHiAPbt3g689q1ypMlIIxkWLFkNBWUy/dXMTnXxfpTdnqm80AsEQAatg2GbdZH9EgEr73r376jxr/ATxYWdnp2pDUmcXOrQiato6pCDx1QctxrT6Xrp0CRs2rIfJZFIE2dExkkp/584dvBJyETlKZLXooKeDgwOiRY2qzmxevXqFXtppBPwFAcqny8uXcHR0RMSIEVUd7O3tETNGDLx98wY8EqA89cd3EaBFmLqAx6VCix5lZC6cM2bKqCzEDx8+kgXGbTx5+hS2traIETMGrK2tGU1Zlt3fv8cdWUBTPytP/eF3BHSKIIGAVZBohW5EoEGASvv1a1elqB3FamlUPEwYe4QQJc3wV69cDW99/Q4C72Ui4znh8uXLoWaNGtiyeTNKlCiBAQMGIFas2CrlKyHEjBdWiEbIkCGVHydLYzFCC5Py1B8aAX9AwNXVVVkyw4QJo3Y/WAX+qllo+c57LZ9E4ccuXLhwiBoliloU87mMffv2YceO7Vi2bJmy/r5+81otjt3evgX1AK3FRq7coeM9j6xoUkwktAvOCFgF58brtmsEfIFAgI0SKlQoOD92xoH9+3H27BmQ/G7atAnTp00DyUaArbiumEZAI/BbESAp5nMZXPDu3rULRYsURqmSJXHo4MHfWo7OTCMQ1BHQpDio93AAbp/bu3fm2vFBkc9fvihLBxW7OUDffBeBOXPm4t17dyHHT9Ct278q7tKlS7F8+TJljVce8uFu8f5XvpuU263irbZSedVOI+CfCKjx//mTqgKtlR9FXvmFW/28avdjBMqUKat+1rt5ixaoXacuevTsCd7T8h49egwYxyqIr7v7B3OG72XHiV9sbGyU/uW9dhqB4IqAJsXBtef9qd0mkwncKqWivnL5MjgZsir37t0Ft/a4bRorVkx6aecHBHhOuErVqggr26h8v+utW7fh7u4Oe/uwalv64YOHePnypcqRRyoeOTuDluakSZMpP/2hEfAPBOzt7ZUc8v26L557vHWG8nv/wQPYyE5IsmTJ/aNagbbMTJkyY/jwEZgwYQJat26D69evq4VvggTxESFCRNja2eHtWzfcu3tXHatgQ/ngM/VxnDhx1Zso6KedRiC4IqBJcTDo+YDURL7+hxNdxIiR1FPnhw4dUg987d9/QJ15S5kiJWLE0KT4R33m5vYWs2bNFAyPK/LLxcUu2TZ97eqqHqAJFy4sQoSwRtKkSRFHJrtbt26C5wx5Zps/5HH92jXEj58AfAvFj8rS4RqBP4VAkiRJES9efNwVkkb5pBXz3Lmz4IOjcePEUfL7p8oOavk+evQIz58/V816/fq10g88WhUhYkRkzZoNcePGRQrRr2/evMbefXtVXL4Gc+/evYgUyRHJkiVTugP6n0YgGCOgSXEw7nz/aDpJcaZMmZAhYwZluSxerCiiRY2CMaNHqTOxbdq2Aa2e/lG3wFTmx4+f1A+d5MmdG06OkeAYKSLatmmtLO+c3MqVKwcbm1CIHj06KlaqKNaht2jTujXCO4RD3Tq11YRYs1ZNODk5BaZm67oGMQQofzVq1oCbmxu6du2CCOEdUKliRTx98gSVKldG1KhR/dLiYBuXi+JJEyciQfx4cJAFcfRoUdGhfXulY5s1bQbqXOrVdu3aqmNVixYuRPx4cZEmdSrcvnULmTJnQsaMGfXxiWArQbrhBgKaFBtI6OtfQyBatGgYMmQoqlarBr6PNFny5ChatCi279gp12J/rR6BuSA+Pd6uXXvkyZsXxI8W4bRp06J+gwZYvuI/JEyYSDWPr11q3rwFunbrhvQZ0oPxsmfPgRkzZqJZs+Yqjv7QCPgnAg0bNkKv3n1koZxRyWfWrFkxcdIkUL65iPbPugWWsvlGiYKFCiJDhgwKw+SiU3PmzImVq1ajbbt2ZrJbrFhxzJo9B9QB1BspUqRAx06dMGnSZL0ACSydrev5RxEIHKT4j0KgM/cPBBInTizbe7OxZes2bNq0GYuXLEGOHDn8oyqBtkxOeuvWrcOWLVuxYeMmbNu+AxMmTESMGDE8tSlSpEjo1as3Nm/ego2C9eo1a1C9Rg3Y2tp6iqe/aAT8AwFaMLt27WqWz7Ui0/Xq1Tc/GOYfdQqMZebKlVvpAOoC/prd+g0bUazYt0aGqlWrih7YqPQu9W+/fv31jlFg7HBd5z+CgNUfyVVnqhHwJQK0eEaIEAEhQ9r4MoWO5hkBE8KFCwcSX+Pdw57D//+NT59HjBjR/IMp/w/RdwEFgeBcD8qvh3yGDs4w/HLbqQvChw8PPjznU2bUt9S71L8+xdH+GoHgiIAmxcGx13WbNQIaAY2ARkAjoBHQCPgPAgG2VE2KA2zX6IppBDQCGgGNgEZAI6AR0Aj8LQQ0Kf5bSOtyNALBAQHdRo2ARkAjoBHQCARSBDQpDqQdp6utEdAIaAQ0AhoBjYD/IKBLDZoIaFIcNPtVt0ojoBHQCGgENAIaAY2ARsAPCGhS7AewdNTggIBuo0ZAI6AR0AhoBDQCwREBTYqDY6/rNmsENAIaAY1A8EZAt14joBH4BgFNir+BRHtoBDQCGgGNgEZAI6AR0AgENwQ0KQ56Pa5bpBHQCGgENAIaAY2ARkAj4EcENCn2I2A6ukZAI6AR0AgEBAR0HTQCGgGNwO9FQJPi34unzk0joBHQCGgENAIaAY2ARiAQIhAgSXEgxFFXWSOgEdAIaAQ0AhoBjYBGIBAjoElxIO48XXWNgEYgUCOgK68R0AhoBDQCAQgBTYoDUGfoqmgENAIaAY2ARkAjoBEIWggEntZoUhx4+krXVCOgEdAIaAQ0AhoBjYBG4A8hoEnxHwJWZ6sRCA4I6DZqBDQCGgGNgEYgqCCgSXFQ6UndDo2ARkAjoBHQCGgE/gQCOs9ggoCvSPH8+fNgG8pGO42BlgEtA1oGtAxoGdAyoGUgkMnA0iVLggmt/bVmWvkmebKkydCyVSvtNAZBTwZ0n+o+1TKgZUDLgJaBIC4DiZMk9g3dC/ZxfEWKM2TMiGHDhmunMdAyoGVAy4CWAS0DgVAG9BwevDlM2rTpgj3h9Q0AviLFvslIx9EIaAQ0AhoBjYBGQCOgEdAIBFYENCkOrD1nrrf/33z8+NH/K+HLGnz+/BmfPn3yZezAEe3Dhw9/vKJfvnxBYOrnPw6ILsBHBP6GPPpYuB8DPPRB4NFfvmne38CfOpQ6wTf10XE0AoEJgd9Oit3c3AJT+1Vdnz17hiVLFmP2rFlwc3ur/PSH7xA4cuQwli9fLrgFjn4/ePAA/vtvRaCp74964dixYyK7S/D27Z+V27t372LWrJl4+vTpj6qkw4MxAqdOnQIfzH7z5s3vR+EP5Mjxs2DBQgSW+v4IgtOnT2P27Nl4/fr1j6L+dDixWrNmNU6ePAlNjH8aRp0wgCLwy6SYg+LSpUv4999uqFKlMqqKa1C/HnZs3x5oLHI3b97EoEGD0L9/P7i6/jllEkBlQFXr1atXGDF8OCpVqqhcwwYNsHHDBhXm08f79+8xbuw4HD1y5BvleO/elEL/3gAAEABJREFUPQwZMhidOnWUCcczprQy7NmzB/Xr1VVl1atbB2vXroW7u7u5KFo7li1bqsJZp+bNmuK4EEBzBB9u2I4B/fub0/Xu1QvOzs7m2M+ePcfUqVNx69Yts19AuKEVdsWK5eZ6N2vaBEcE1+/VjXiNHTMGhw8dAsehEff69Wvo2LGDyqtK5UqYNHEiXr58aQR/c6W1bP/+/WCfE+s6dWpj1cqVYP8akVnW3LnzsHXrFsNLX4MwAiRVlJvKlSopOeJYXfnff57kzGvzKSNjx47B3r37von36NEjjBk9Gi1bthAd6+opKeXv6NGjaNqkiSqrdq2aWLp0qaeFK8fHunVr1RxTSXRU48aNpJy935TjKWP58u7dOwwbNlTly3Rdu3TBgwcPJMTjj+2cOHECrly54uERAD6Jx/Hjx9FMdB7rXKtmDSxetOiHC1/iz7bs2b3bjAvbP9xCr3fp3NlT+71rLss/ceIEmjdvpnCrKeUvWrjQXD7DDxw4AOpn6mnv8tB+GoHAisAvk+Jdu3ahSJHCSuFxIt20aRMWLFgAKq3z5875Bhdfx7kr1qrChQqiWrWquH37tq/T/Sjip08fg/XWMAlTz549MEYmtMyZM6NEiRK4d/8eqAx37drpI3xU3Fu3bkUlIV6hQ4dW8UjOjh07iqpVq6B/v37YtXMnLBUnw/ft2weS3JdCxMuVK4cnYn1s3boVNm/erPLgBDhr5ky0ad0GESNGRN68eXFKLCCVZcF14cIFFce7DzfZpahVs6ayVGXJkgUxY8bEjJkz0L59O7OFM3/+fAgTJgx2S7tYjnf5/G2/T58+Yc6cOdLe1ogQIQLy58+PszJ2KOfnz5/3sTonT57A+vXrUFXGA9vEiC+eP5fFRn0cPHgQRYsWhZ30y2BZnJCs+GRNPnz4MJo1bYqnz56iYsWKePHiBdq2a4t169bB+Bc/fnwULFgAo0aOhIvLC+h/QRcBWgKHDRsGyk26dGlRunRpcKw2atRQxugmHxt+9uwZ/LdiBWrXrg17e3tzvIsXL6KWEKsePbpj65Ytog/+v/hlpDNnzqBJ48a4e+8uKon8vRYrc+fOnbBC8qK+4PjgfauWLWFnZyfzTRFcvXoVXLydFGsl8/DOkRDWrVMHEydMQNq0aUEZXrBwAdgOknSmyZMnj9ITGzdukEX5e3r5u6OOayKk/9atW6hQoQLchNh37dZVLRRISH2q4Pnz5xT+9erXQ9iwYcH2c6E7TvR66tSpkTBhQiyWHdF6Yox4+PChT9mARi6Wf+PGDZQvX14tjruJ0Wvx4kVgX7Bv8+cvAC6k70mf+ZiRDtAIBEIEfokU0yJVV6xKz4TUkEytXLUaly5fwaTJk5EwUSK4vHxphoTKjatyDsYnjx+rgWYEcqBTEb9//06tcBmPSot+RhwSGFr8zpw9i2vXron175FYIN+oYCM9lQAH7YsXz0GLIctkBF5JmJjeyJd+DNMOePToIU7J5NKrZy906NBRJrU6mDZtOhIlToyVYjH0DiPivHLlf0iUKCGSJk1mjnLt2lV0aN8eBURplipV2uxv3JCYzZg+DRkzZVJlVKlSFbNmzUauXLkwaOBAsSK9UhPeokUL0UwsFZMnT0GzZs0xd+5chHdwQBexdDAPIz/jyv6cN2+ukMEDmCCW0fbtO2DkyFHKKnxg/wFslsUa62xra4dMGTPiiFimXF09W6yMvP72lfK8cMF8NGzUCFOmTEWTJk2FJM+FY6RI6CQWX+/aS5lfs2YNEiRIgBTJU6gq02/U6FF4J+NosozBevXqY8aMmWjbti2WLlkKTrYqosXHe7H2T5s6BalSpxKspgkprqT6o2DBghguFjaOI0a3srJCsWLFlEXtlGyR0087vyIQOOI/l4UVF7atWrVC5y5dUb16DUyYMBGZMmdRxMy7VlD2Nm7ciLhx44IEzIhD3dK0SWOkTZcOlSpVBuXICOOV6SZPnoR48eIq+atQ0UP+SpUsCe6CUJffv38f8+bOkfSVMH36DNSv3wCzZ89BPCmLusZynmCedNQHJOibN2/CeCHF3br9i8GDh4jBZiHOnD6DFcuXK0OItbU18uXLhxNimeUxOqb1T0c8Jk2aiBiyoJ8qO1rEbObMWShXthwmjB+Pp0+feFs9ptuyZasi+GnTplXz6KpVK8E+Yfu7d++BgQMHSfsXgMYqvrOWc6rXzJjPpIkTEC1aNKWLKleuApZfoXwFteP05MljmEwmpEiRHCFChMBOMXp4zUN/1wgEZgSsfrbyJBgLZUuFJDOREGAOuKJimYoriqpOnbpYuHARMgr5YP60RHKA9uzZA3Xr1JFJvwkGDhigCAzD79y5g1GjRmKebM/u2LFDHcWoX78eGP+YkBfG4XYOt4Y4iT8QJTlmzBgMHTIEbm5vYU4vpIhkqm2bNqI8p0mYm1J8u8WaPXDgANkerg8e7ejVq6coiw2eiDnLCK6O224fxVr5USzmBgYuLi5q0UFLreFneX0h1kT2SQKxPhhWYoY7OjopZdpJyCutFfSzdJx4SAJz58qNcOHCqSCWkStnLlnIvBSl/xQ3b94AFzhFChdR4fyIEycucufJi1u3b0m8V/Ty5NzESrx3z15R1imRKVNmc1jWrNkUcXzw8IGSBU7KMWPFwvXr1/FMLKPmiP50w8n79q1bamuyUKHC5lrEjh3bo70S9urV/xeXRoQXYq2llSxRosQILZZv+nMxuX3bdmTIkEHanJBeioRkz55DLEf2spD8/zESFSgfLtKPtAzlzJlTWanFC+HDhwf7gxY7S4w4UUYUos5FBidPxtUu6CFAskSdQB1vtI6LI1fXV4gk/W/4WV6p47lYoj6gJdEICyOyOV4IdZ8+fb1Ny3QkqZRRJycnlYzpc4o+cP/gjidPnoLWyGfPnqNAgYJKnhkpRowYMj7yiO6/Deoq+lk6zhOHDh2SRXsiMC8jjMabFClT4P6D+2IZ9rBYx4oVGw/Ecnr//gMjmr9dOdZPnjiJbNmyIXLkKKoexCOHjE/q5ydPvCfF7JszspsWL158sdKHVXMbd4ASJIiP3Llzq3z4Qd2YSqzGHu3/1jLO8o8fP4GsUn7UqFGZRO2ssXzKg1E+dXc0CSfppryoiPpDI2AgEIivP02Kab06JFu0XGmnT58eyZInUytIAwtuA5MsUbkuXLAArcXqMEe2iN3d3+PGjetixRuBxmIZOyuWX1qPFy1ahL59+6ht9bkS7+CBA2pl3FMILAfiTdnKOSLbvG5v34IWaA74w4cPqQcKaI3gmat+ffuic6dOWLx4MfgABcves2c3msrWMFfZz549U2crp0+bhhbNm2PHju1GdYP1NU6cOMiZIyemiWWCFoQ7d27LluN42IS0EetMZW+xoTXpsbOzkNAUCBkypDkO+z1J0qSgXJg9LW6cnR/hnVgno0aLap7gDKJKYnv79m08fPgItOhaTsC0SiRJkhjcZXgi1gqLLNWtq1h9792/J2QwASh3ylM+eB8tejTQ2kR5MJlMiBo1Gt6/e49nT59JDP/9Iyl+KJb6UKFCwdHR0VwZtjdx4kR4LJPgY9lZMQd8vSGZdX7kjJSpUprxZ588EPIfO3YcML+vUdURFOJw9+4dw8t8fSR9+FYWFNGiRTf3GfsjRswYijTcvv3/NOzbmDFiqqNL78Uabc5E3wQpBKJEiYx8efPJ7sISMVTMBQ0f1A1ub91Qo0ZNb9tKcuv86BFSpvy/PDJi2LDhlJ9P+uDxY2e8ErIdPXp0ZXlkGsofxyxJ2G1ZBLN8K2srOAppNplMjKJkNYHsklCnU/8rT4sPWo9J/OLHTyAk8f9HOTguqO8ePniAd+/cVIqoUaPgy+cvoF7heFSe/vTBsf7y1UuQ9Bt61WQyieU2Kli326Ifvavay5evpJ8eIrlYcJmO8zN1Xtx48aT9Yc1JbGxsEE/8Hkj730p/mgO+3jx+/ETmV5dvyo8qBJhRjPLt7EKD1uxbN2/KHOzKIO00AkECgZ8mxVydc0I1mUwy6OzBweYdIlRos2bNAq1Ok2UrfM3adVi9Zi1KytY6LYaLZJvcSPdYJv/UqdPg4sVLmDFzpprMT544AVogypYrh1myZeYgVqzkyZJh/vwFWL58hVgfHI3kYPpYYgU8JdtjU6dOU2Rh2NBhQojuoWWr1mDZdJ27dAGV6fz5881pg/NNuHAO6NqtG0qXKQueBefxAirUpcuWIakQXO+w4ULG9fVrT1ul3sXz6vdOyCiVO+XFZPKY4BjHzs4WtD6+e/cO74U0cxIMYUG2GYcWExJbOn63dLRW8OyyreTjdQK2tbVVebJck8kEWqSY/wOxDlnm4V/379+7w8ra2kwKjHqEESsb20pn+BnXR0KIadVJkyaN4aVILHHgxG9l9f+hTYJtLVud7wVbc+SvN8SauHjtj1ChbPHl82czcWD0MGHsES9+PDwU8hNcH0glDkHdhQ4dRvRlK1SrXh086582TWqcPHlC9O8sH8f7E1m8ucjuUrp06fwEzztDH4Sy8WRUoQzjyxeRP+oDGR8izyR7lpmHDh0aHPMcP5b+vOc44LjxTh8wHeX+06fPjKrmEOoI6jSOBeXpTx/Eg3rQxiaUJzz4nVV6580Ypj/nM+7epRYrML+z/cSG7fKqD//f/k+M6skRF+/KDyX9w4hG+aFkER8zZiz1PMhjIdIM004jEBQQ+P/M6cfWUHl8ltU1B5yjU2SZ0P9vLbTM6vLly7gulmFu6ebLl1cRaFoFSLw4YPfv2yfWWxeVJGbMmJgwcQKiRouGjBkzIbpskX2WiZkWAxtZ4ZIUmUwmZSXgvX3YsLCc/LkNP2fuPEXkGM5jFSdPnUQs2YouXLiwKL9ICC+kmnk7idWBT+0/FiKOYP6PCpQWgJMnjoOWhezZs8vC5KKy1FPRegfPly8yocikZWVl7V1wgPazsjKp+lG21E0g/FD4S72thUzL5a/8mUwmNd5Y9hfpe+h/QRIB6lu+PYYGiZhiZMgl2+/UpZMmToJPZ1q/iD74IjLxN+Xxd4FvMok+kL/PMp/9rjz/dj5f/AF/Q49+kX7/2+398+XpEoIrAj9NikPJypGOhIpnvowVpE9A0uplECgrKytwBW8yiSbyKcFP+HMFHDFihG9ShhJCHUpWtkYAv9N6ZnwP7lcuXLp17aqezt62bTsWL1mKocOGYcOG9ep8N88T/k6MOOlSXiyVKbc7OaGGFisVy6KVh473hnNxcYGtWH3pDD+vV+ZDmTT8WQb9QotViXJn+Ae0K9tKZ1kvbkmzrXSW/t+7Z3vd3N4qq7sR78MHd2VRM84eG/7G1bv+ePv2rSLAHLdGPH0NHgiQAPN5jnDhwmH79h3q+ZBx48fjyJHDaNeuHTgOfycSSv7c3olh+Is527eytW8ymdR5VnpybPDoHe8NR71EvW5nZ2d4fXPl2LfUB4zAo1Z8Kwv1Db8HNPdZLNg82vFZDEJG3QO+Mj8AABAASURBVPid934dj2/fvFXPUjCt4VxfvUJou9BiyApheHm6slyWx6sR4Mb+kS9+LV+S6D+NQKBC4KdJccSIkZA6VSo1+fJcMB+O+l7LuR1PZcQ4nKTv3b2nJmqeo/S6LcY4v9O5uLiooxUkDHTOj53FOv0SbIOtbajfWVSgy4sTEs9f82xfrVq1lTWdE02JEv+gYKFC6ulinlX1qWE8I+xTmHf+4cM74IO7Ox49fASWzTi8Uh5sZXKLHTsWHGQy5pnZZxYPwn348AF8DRMt/E6yM8F0lo4TIxX29WvX1ENrRthbIXc868jdCe420P/N6zd4L9u2vPdvx2VhuHBh8VJk1LK9nMivXb2mjnp4116j3tzyNe7DhrWHnSwa7ty+jfcWZ375kJKbmxt4tMiIa1z5Rg+W9fDhA3N/cDLkw6zEK7bsshhxSUxePH9hfNXXIIoAX5F288ZNVK5cBZEjR1bH0PLnL4BixYqDD0LzqIRPTX/oxyNJ1AfChtWDbx8/flDZUv4eST4krXHixFH6gA+Rslzqb0aizLKOfPAz6tfzrvQ3HBeS9mHsQX3AtIY/F+N379xBNNmNpM6gP3UEz0vz3r+dwkMqwfmSbZRbNcdSX1rJIiF27Dj08tE9evRIhXFesw8TRj2/8/q1q/LjB9vP5wQs209/wzk4hAN10v17981kWvWH5GuSkNhf9QHr9urlK1U3I62+agSCAgI/TYpJZJs2a67eIHD61Cn1ntO9e/fKILyB1atXo2jRImJl2K6sjzFjxMCF8+fVa7Go1PhqKD4Ax0m2UOHCsJNVq1/AfPbsGag0OFi/l47HMZIkTgIqii2bN6u3KfAXufhDESTK+fLnQ9iw4b6XRZAPM5lMCGUTEpw43oqF0Wgw++mDu8ckZfhZXrmYsRELPNNZ+v/oPm7ceOohjjNnToNEjfHZnzt27kDCBAkQW5R+kqRJlJWSZ8kZTnfjxnVs37ZNPRVNYkw/pj965Ih6qwIfAuOT1XwnKuMynG7v3j24c+eueiCQ9WW73IVgW4ewFsLpyCj+6kyya5IkSRJw54KvxTMqw3eEbt++7etT6JENb/OVDyFy8WKJP8lB5ixZcE7GmrOzs4rLBcfu3btA4pEwYSLlx0XCeYnz/v17xIkbB3FkoiMRolWNEV68eC6LoR2II4QkVqzY9FKOeXFSDR8+vFjwQis//RH0ECChevv2Dd6IM1rHccOFqfHd65Xjj9ZXw/DhNdyn75QvvrGChpVXrzzI2yuxZO7ctRNRhOxSHyRMlAgkeNQHrAfzunv3Lrbv2A6+j5wPyrFunGM4bhhOK3f6DBnUKwQvX75EL+X279+njoalSpVa7TrRk2mtrExwdIwEk8lEL39zMWPGQuIkiXH2zBlwp4gV4RgnHo5OTogbNy69vnEODuHBnSDGZWDYsOGQLn0G9fpSvl2GfnQHDx7AuXNnkTpNapl37ZQBga+jMwwfLJ8PSp89e8a8I0C9sEv6I5LgE1f0N/NhP7wT/RHW3l6MS9/uzjKOdhqBwIiA1a9Umg9V9OzZC5EcHXHy5EkUKlgAyZMlBX/V7vq168rCEDNmTPXABpUUH9qwE8tstqxZwUm5eIkS6u0GJpPvFBGVX4L48cHzbqVLlUTiRAnVE8M+tSFs2LBo36G9kB8n9Yo2x0gRETtWTPBHRrJKHerUqePvStCnuv8tfx4p4Ct6okePoRY206dPw/r16zFgQH9QEdaqVctbRezo6ISYsWKBP+BBsmTU95lYdxfMn49p06aJQr4K58ePMW/efHFz1cONPMZQt159bNu+HZ07dwLfUdqhfTs1UTVv0VKR4SRJkqqH/oYNHYru3f/F6NGjwHemctLl+4dNJg95OX78GPLkyY3evXopgt2gQQPEF2LdokULDB8+DL1790KbNm1QuEhhZM6cRVXxy5cvePDgPuxs7UQuviWbKtJf/kiUKDHKlC2HUaNHo/u/3TBmzGj1gFNIGxt07NjJWxnlLgfx5y+BGfibTFaCaRe1+Gsr7R4/fhy6deuKWbNmoZJY/fhEO+NOkz4uKpjw7S02NqHQoGEj8AdVOnXqiKlTJqNDhw44KQtdLnopHwYcLi4vcP36NbC+oULZGt76GsQQ4MO1CWQc8Z3gUyZPwoYNG8Af8+Bxqtq160j/eyyuLJsdIUJEtRNhKY8MJ8FdtHCB0gfU+c+eP1cPSc+dOwfcjaB8NW3aTM0fHUVXT506Rf0K5n7+wqLIJY0v3OGg/M6cOVPJ87hxY9G2TWs15rt06QqTyP0dsf7Wq18PpUuVAhd1JpMJVapUEWKYHs2bNVO/rtmvX180atgQefLmRf78+WEyeegRvr3CZDIhatRoZj/W3T8c8WjevAW4sO0geEyR8chxuWvXLlC/cSHsXb24UI0lC9jjx4+rHR+TyYRKlSohQ8aMSq8PGezxi62NGjUCz4gXLFhItXXfvr2CRT6MHzdOdpfeg+W3ED184eJF0QPtYZTPHYL69RvAsK67iQHl1s0bSJo0WbA3LHnXH9ov8CJg9atVb9S4MWbOmIk2bduql7xXr15DEZgRI0eqVTwHcZMmTTBmzFgwbtWq1VCrdm3wvZV8EXvEiBFFGUVF1apVUaNmTfOg44NyFStWQt169cR6GFtVk4p39JgxaCz5MS7L4iCNEoXpq6n0trIFryJ//ShevARmzJyFli1bKnJevXp1UbqdMXnKVDWgGU2lryLl1/h/+fQPkO4PVCpZsuQYNnw4ypYrD7727r8Vy+EqVpsBAweJYuzobYmOshDKnTsP9snuwP3798xxSLpombh29Yp6FVPZMmVw/dpVXBIl+/Kli3pIkr9iN3jwYIQSQnbk8BHp/2iilMcjX758Kh8uZnh2sWvXbnj+7DnOnT2HrGIBnT9/gacJOVq06GjSpCn++ecfUM7ixo2LRYsWg+83vnz5MpwfOaszkHyHNuWMmXPb74BMuEnEGs0tRPr5t6Osk7z/2+1fPH/xQqxEZ5EpYybMnTsPiRMn9rZ6kSJFAt/1vHfPHty1eNVaqlSpZCKbiuTJU+DkiZPgUZHevfugsYxTjhWTyYSMMlE2btwEfF2VyWRCyZIlMVQWIDx+cvDQIfWjIWNkvBYqVMhT2STOL1xcpJ/yqgWvp0D9JcggQHI1eMhQVK1WHcdPnMDy5cvA1y92Ffns2bOnt+2MECEC+FpHPjh969YtT3EuXrqEq1cuI2HCBKgqRPWGLKwuXrgIwzpZWHYLR8p8waMQBw8eBK2PI0aMVHJpMpnUnNBIyFwvMcC8dnXFqVOnkCJlSvCHaVKkSKHK4rY/f2CCc4O9fVjlRzJNfVCufHlcv34dPBLAHwIaO3acLIidVBx+7Nq1Swh9bG8X/wz/246EfdSoUeroCt+1zPO/w0U/lylTVpFW7+pDUpwje3bw4XHjKCMNUtSZnEev37gBHlFr3KgxJkyYqPJmPuxr6oK8ef8/pqmHR48eg6hRoqj8bG1t1aKIepukmelu3LgJHmcrXaa02eJOf+00AoEdgV8mxVzJ8+zpgAEDwYcx6KhQS5UqpYgKAeLWTqXKlTFy5CiPOOPGq1f+GEQlXrx4YhHsgd4yeRsKjUq2c+fOGDx4iEzwyZmNctwiHzZsOMZJHr379AHjM/2/3bur9GG/KkQVWT64LV2wYEGQ4DHNuPET0L1HDySRLWuTySQxAJIplV7yIyFTnsHog4ouXbp06CG4jBVciRFJMn/i00asld5BQVyLFCkCvpaNE5kRJ3LkKOjXvz9GC6mydMSfJIzxSM5KliyF4SNGKHkYJASZ1gvmyXA6Kvl69etjrFgwxo0fj14iG14JIq1ZI2XyKCGkmOcPmS4eZUnawb5m2pYtW6kjPgyj47lE/mQ05YgkkH4BwTk4OKBO3brghM32UraT+vA6PNaXWBUQuX7r5qasvPSjM5lMyJQpk+oD5jNaFpG0mNFCz3D2ddGixdQY4KRJP056XDxyXI2X8cHxm08WKBzbDKdzk3L4q4D89byUKVPRS7sgigBlhGSzS5cuHvIoOoFjlYYLyop3zeb4y5M3L3g0yfJXzrhD2Ldvv2/0Acd8SlnAMS/qmEKFCmOIEHHK31DR7yTK9Gc4HfUyXxFHncKx3a9ff/B1hCaThw53lJ2rDh07ooXsElnKbYwYMdBVFtccV9QH7WUXhLqFedJxoU4iz7cjcc6hn387tps/VMK5j3hQF3PM0t+nuhH/XLlz4dPnz+DD0ka86NGjo0vXrmq+ZPuJkWU7kyVLhiGyIM6dJ4+ZcBM/EvNBMveOE30wfPgIdZ7cKJ+Gj9OnT4FHvyx/GMUoU181AoEZAavfWXlOvHQ+5cmBa29vbybLPsX7kT8JAYmVyeShEH8Un+FU9CRB36sf4wV3x0mPGLGvfoRF5syZxVqZC3t275atzLc/iv5NOMtgn/D6TeBXD6Ov2X9fvX54MZlMynpB5e418tGjR2Al4Xnz5gmQ1k6/tJcW3wIFCmDXrl3gGVDLthIv9iPzs/T/3j37waf+4BtmuDXbtl1bWJKK7+WnwwI/AtQHlAnfyFHatGmFPBXD9m1b8ebNaz83/nvyZ2TGelCuKd+G34+uJpOHPjBInWV8PmTMIx5FixX75XnJMt/fce8bPCzLSZUqtcJ/69YtsHy4zmQyqbZ5137L9F7vfSqfuoa45ZVFEK3xXtPp7xqBwIyA1d+vvC4xqCBApdlHrEAZxTL5LoC8zeFH2PJ1R13EchQvXvwfRQ3w4cSfFjOej3fz4aX+v6sR7u/d0aJlSxQuXESdRfxd+ep8gg4ClEdahWl1fPvWLVA0jMeLevbqjaTf2ZUJFA2RShL/nj17IV++/LJI/nP480dPqHNq164dIA0LAoX+0wj8NAKaFP80dDohEUiUKBHq1q0Hyy05+gdUx/OFJUqUUG97CKh19Eu94sePjwYNGiJSxEh+SebnuDzDyQdtaKXzc+LgmiAYtjt27Njgg3PGG2ICOgSlSpdGhQoVggy5o+WWR0giR/5zDxFzp4jP8yRJklQvkAO6gOv6+RkBTYr9DJlOoBHQCGgENAIaAY2ARkAjQASCktOkOCj1pm6LRkAjoBHQCGgENAIaAY3ATyGgSfFPwaYTaQSCAwK6jRoBjYBGQCOgEQg+CGhSHHz6WrdUI6AR0AhoBDQCGgGvCOjvGoGvCGhS/BUIfdEIaAQ0AhoBjYBGQCOgEQi+CGhSHHz7Pji0XLdRI6AR0AhoBDQCGgGNgK8Q0KTYVzDpSBoBjYBGQCOgEQioCOh6aQQ0Ar8DAU2KfweKOg+NgEZAI6AR0AhoBDQCGoFAjYAmxQG8+3T1NAIaAY2ARkAjoBHQCGgE/jwCmhT/eYx1CRoBjYBGQCPwfQR0qEZAI6AR8HcENCn29y7QFdAIaAQ0AhoBjYBGQCOgEfBvBP48KfbvFuryNQIaAY2ARkAjoBHQCGgENAI/QECT4h8ApIM1AhpGtwa5AAAQAElEQVQBjYBvENBxNAIaAY2ARiBwI6BJceDuP117jYBGQCOgEdAIaAQ0An8LgSBdjibFQbp7deM0AhoBjYBGQCOgEdAIaAR8g4Amxb5BScfRCAQHBHQbNQIaAY2ARkAjEIwR0KQ4GHe+brpGQCOgEdAIaASCGwK6vRoBnxDQpNgnZLS/RkAjoBHQCGgENAIaAY1AsEFAk+Jg09XBoaG6jRoBjYBGQCOgEdAIaAR+DoE/TopPnjiBeXPn4syZM/j06dPP1VKnCvQIvHv3Dp8/f/6j7fj48SPevXP7o2X4d+aurq7+XQVVPvuSfaq+6A+NgB8Q4Dzw/v17P6T4uagsx80tiOqDr5AENH3w5cuXrzXTF41A4ETgj5JiKr4hQ4agc+dOihQHToh0rX8VAWdnZ4waNRLHjh371ay+m/7gwQPo2LEjnjx5gqD47+DBg2jfvj0eP37s7827cuUyevXqiTt37vh7XXQFAhcCixYtwsKFC2QB++6PVvz48WNo27YNHj169EfL8a/MT4jBqV27dgGifbdv38bAgQNw9epV/4JDl6sR+C0I/BIpXrp0CRIlTICaNWvg4cOH31SIA2X/gf2IFSsWUqVKhSNHjiBDhvQqDdPxvnr1apg9ezZev379Tfpg6BGgm0yrS8eOHcz9V6J4MVy+fPm7dabl4NKlS9izZw9ChQql4tKCs2rVSmTKmEHllVFkYsaM6T+cJFl+p04dVRrKT/FixcC8VabyET58BKxfvx7Hjx+XbwH3j+0YN3YsUqdOpdqSRq59+/aBi4uLj5V2d3fH8uXLcP/ePYQJE8Ycb9WqVciZI4fKh5gMGzbME45XrlxB9mxZzeGMkyplSkyfPg0fPnww5+P1huVNnDjRnC5XrpzYvHmzORrrwPG8adNGs5++CV4IcKegR48eZhkpUrgQzp49+10Q3r59i6VLlsDN7R1ChAih4nLXYevWrciV00OO06RJjTFjRv9wTmD5XJhRpukKFyroyfgSLpwDNm7ciAMHDqhyAuoHjUezZ89ChvTpFJYpUyRHl86dQWOCT3Xm2F2/bh1u3rjhSR9s2rQJeXLnUvkQk759+gjWbuZsuIg1cGY4XYrkyTBixHCwHuaIXm5Y3pw5c5A8WVKVd7asWbBixXLz7q+dnZ3q+w0b1ntJqb9qBAIXAr9Eil+/foO7d+/iiViuPn366KnlJEPbtm3D82fPkDJlKsSOHVsIzEWcP3cOtOR9+vQJL54/x2YZxK1atkD37v/C1fWVpzz0l4CDwMuXL9G4USMhZsvRuk0bdBKl/Uq28kuUKK6UIfvbu9pSmW7cuAFJkyRBggQJwAlwnSjzf7t1Q5asWTFl6lSkS58eAwYMwGKxIPmUz6tXr9CkcWM1obZq3Rqdu3TB6zevUVyIOY/mMB0XXkWKFJF8FgZYWaLcT58+HWPGjkH16jUwfcYMlC1XDlMFh6lTp3gHofK7dOkitggp7SiLAhJSepIkt23TWhadMVG+QgXEiBkTJNejR48yT1YvXrzAA1mwxosfHxkzZVYugyxGYsaMBWtra2bzjePkOH78eAwfPgzVa9TAUCHaUaJEQYMG9bFr1y4Q61ixYqNUqVIYPWqUWK6dv8lDewRtBF6LEaNjhw6YKYvZps2aobuQ40+fP6OQEFMuSikj3iFAXfDw4QMUKVLYTIr37t2L9mLxTJw4sRoPuXLlwrhx4zBDxgnHi3f5sPzOnTph+rRpaNK0KXr07Alu3BcWYs4dKZafNGlSVJBxMXvWTFlwvvAumwDht3TpUhm3ffFPyZKq/bVq18biJYsxVnQEj4R5V8mbN29g8+ZNaCOW8LBhw6ooNAi0lLnUyckJFSpWRLx48TBs2FDJuw+MfKjHb8vuTiyZj/+vDzIiTpy45v5QmVl8UIfPnTsXA/r3Q6nSpTF6zBjEF11OKzX7k1hHjRoVJUqUwJTJk8VA9sAitb7VCAQuBKz+VHVJfFeLFcvW1hZZhfyECxfOXFSmTJmwes1abNu2HT169ETo0KHBVe/Vq9fMcfRNwEGARHb79u04dOggJk6chBYtWqJhw0aKyH2RiXD+vHmgZdG7Gr986aIst6lSpYadnS04mS2YPx8FChaU7bZByJ+/gCju4SherDgmT56EV69efpMNlS7LP3jwACaJ0m3ZspUQtIaYMmUqTBJ7nihso/x//vkHl8U6evPmTQkJeH+c5I8eOYx/SvyDZkIm8uTJi3bt2qNMmbJqJ8W7GjPNoUOHETZsONlxSW2Oki5dOqxbvwGLFi/B4MFDsGDBQrX43Llzp6ctVZKNyYIbt63pZs+eg6JFi8LKyvvhf/3aNaxbuwYtW7ZE7959ULZsOYwZM1asRMlAy9ObN29UHVh3WrOOyA6Q8tAfwQIBjscDYn3dvXsXxk+YoOS3du06mDRpMuzD2IPEiFZcr2BwsTVPdEWKFCkQLVp0FUyyNnPmDFkYp8PgIUOQR8YDj9xVrlwZ80VPPBfDiYpo8cHyqYu4QBsr5Ll9+w6oVau2lD8J4YQgTp40ybxbUlpI3A3RBZY7ShZZBYjb/fv2gguBVq1aI4+0n/q1Vq1ayurNse+1ktTHp06dBkwmpEmTFsa/lClTYOXKlVi+4j8MGjQYc+fNR7JkyUHdeU92mIx40aNHxwTpN+oCurlz54GLB58WyVzErBCrMBfI/fr1F/L7D0aNGo2sWbJi0MBBotM9nnPImjUbXorxZK8scoyy9FUjENgQ8H5W/IVWGEmptE6fPqUm6Xz583uySllZWyN8+PBqtVmmbFmlIEmWuK1spNfXgIPAx48flIU/cuTIyJ49m7liiRIlRvoMGXD//n1wW9QcYHFz+/ZtPJPdgqjRogoJs1Y7B3fu3EamjJnM234ODg7ImDEjaHl+/PiJRWqPW1oqzp8/B4/ys3t4ymeiRImQIUNG3Lt/z1x+7Nhx1DbgDdlW5OQp0QLen0xmr1xfmY8vUPYfPXoIR0dHb+vKhwd5hjeSYyQQKyNSggQJQYJhfI8YMSJixohpfP2pKzG7e++ubLm+Q/Zs/8c6WrRoyJwlCxhmHPOgdYhlHj923GyJ+qlCdaJAhQCJ7JXLl2SRFha5c+c21z2+7EZky5ZNjcc3sotjDvh681h2FHm8Io5YJWksoffLly64dPGijOMMMidEoJcYScLI94xw/+Du7S4EieKVy1dgbx/GU/nx4sUXA4xH+RxTzIz6wErG26VLl9UuFf0CnJP6vZGFJhcNrBsXFCSxESJEEN5ropcnRwPAtatXpf32gll4cxhx5a6s4cE5NqbsHhnff/b6UHaauKubRUiwceSFuipT5kx45PxI9PtzlTUt1E4yRxw6eEjrA4WI/giMCFj9iUpzUB/Yvx8c6Lnz5AGVpU/l0Kp17dpVIQROivT4FE/7+x8CPP/3UEhbVCFG4cI5mCtCBZkyZUq1XebT0ReSYpPJBBIok8mktvLd3T8gimy3GZYJk8kEbue9c3PD3bvfPrhFeXr48JFK47X8VKlS4pEobR6vYMWomO3DhJE6PTQfIaB/QHEhQ4ZElSpVcfjQIfTr2xcvxbLC4w5Xxbpds2Ytb6v59q0bHjx4oI6fEHNvI4knF5UPHtxHFJmYHBz+vzNDgkBr7p49u3HCF+etHzx4iFC2oRDJgqTTqpwkSRLwqJSzTIRSnEzIDogjBOfWrVtqIYLg9S/Yttbd3R0PZDxSPhwc/k/KOJ7TpksL50eP8OKFyzf4ODs7K/lJkjSJLJA9ph6O69dCCKOJ5Zhjg4lMJhNozaRFlLJFP0vnUf5DRIwUCQ7elM8H63hsiGkiSZyIESPJwv2eELUP9ApwjuOe479P717ggnPC+HFKP1BPGJhYVprtvy+GABLeUF+f07AMN+6pNxmPxgQSbEt/HjGhPjh29Kjh7eOVfWSSXaXIkZ3MJJ36gItykuUHopuYOJzsBseLGw80SFAX0U87jUBgQ8BDM/3mWlP5nTx5Up09rFixolkBGsUclK23YsWKImbMGGjapDEiRIiI5i1aIE6cOEYUfQ1ACHz58kUI5mfVjyaTZ8sFlTbPEn7+/MXbGvNBvLD29uDExAi08nzBF9k58Cx6IUJYK3lhOONZOpb/+fMnSWNtVspGuFH+ly+flRcVczgHBzg7PzZbYlVAAPkwmUwoXLgwevXuDZ4Jjh0rJtauWYPhI0aIlSurt7UkqX369Cm+t7gkbsuXL5fJ/z6qVa8hVqSwKi9OmrRA9e7VC40aNkTp0qWUtX//vn3eWs6+SF9//vxZ4Wxl5bmvQ4QIKXLwyZwudOgwspiJhSdSN9ZRFag/ggUCHI8kRnSWDVbj8dMnfPk6Hi3DuENEOY0XL57Zm9/5xdrasz5Q30UWjXDGMdwX8aeMWllZKZ1k+PPK8j9blM/zttxheSw7UO/evWeUAOeyZs2KQYOHqPP6cWLHwrTp09F/wAClJ0wmz2OQlefOEYl/7Fixvmk/w+mI2/r163Dt2jXUr18fDqIT6U98Qso4HtC/v9IHZcuVRdq0abB16xY1thnHq2Ne9CPevBqOOvuz6otPysvOzk7pg6fPnsIwUqgA/RHIEQhe1fesiX5D26mw+FAQB2MKsSKmSZPmm1zDiCUvilizQssgChEiBHgOlOTZxsbmm7jaQyMQlBDg+Dh16hT40FymTJnVA4NxxboyauRI0HLzM23lpMVzfFOmTFYP7/F8opFP2rRpcfz4CVyS7Wa6JUuXIaSMuVGjR4Hn/o14+qoR0Aj4DwIXLlzAhvXrkTRZMqUP0sqcOWH8ePUgHcm/X2vFNLQET5kyBWXKlkWhQoXMWfDhw6PHjpn1wapVqxHZyQkjhg/3dpfOnFDfaASCCQK/nRR/+OCutmgfP36MkiVLgg8HecUySdKkGDJ0KEaOGiXhYcEVLZ+k5Vk1r3H194CDgOsr12+2yXnejNYYWiR9W9MPHz7g9es3Yk36v3WZ24YhQoYUi8b/t2O95kfrA62elv58s4JH+baW3gH23tXVFaNGjoCtrS3GjB2Lrl27YZxMgBEjRkSvnj1lYrrrp7qTZJ88eUI9Gc4HWPv262c+q+1dRrRKVahYCTzWQuuzd3Hox+1PHtvgveGePHksFmh7yd/e8NLXYIzAa9fX5gfaDBju37+vdLqtrZ3h9cMr9T7zIpkzIr8SXWMymRA+fATD65vr69fel28fNqyML7tv4gdED+oz6gPX164YMWKk0gcTJk4Cn5fgG3muX7/u52pfvnwZ/fr1VTtLAwYMlDEb1sc8MmTIgJq1aoOW5/v3fX5rBOv55s1bT/nwWRFah8OGDefJX3/RCARmBKx+d+W5bb127TqlGAsWLOht9iRQUaJERbFixdUrn0ig582bp85TeZtAe/orAuyvCOEdhLDdkW2xl+a6kDhdv3YdUaNEUf1tDvByw7Plr155vG7PydERnz5+xKOHD0ALJ6Pyev/efdgJUYwVKya9PDnuMY52GgAAEABJREFUIIQPHx737t71VP67d+9w7eo18HVhJMZMxLJeuvy/jvQLSI7vDT51+jSyZs2mzk2aTCZ1VrhY8eJ4/OQJjLOQ3tXZOLtnGcYzyd2EWEeNGhV8Z6zl2UHLeJb3nMhIQHg20dKf9yaTCZEiRsCrly/x9On/H3pk3Bs3boIP2ESJEplRFSF67PxY3euP4INAyJAhQDnjw6EvX/7/7DDH4+VLl9WzIeFFX/iECBfSRpiTk6M6qkMyTXJMf8rmo4cPYW0dArFjx6aXJxdSFs8RIoQXHfJI5owX5jCjfO5CMpwBb9++hXdvsGBYQHA3rt/AgQMH1YPHcePGVVjwrHCJf/4BF9DfW7jymCIXxZbtYHs7dewIa2tr0Qc9lW60DPfunvrgi9gnOMa95sf4jpEiwU1wfPzY2WzIoGHj9u07oF6OFi0qoymDSQDVB6p++kMj4BsEfjsp5hsnLl++hKJFiyJ58hTfrQMHbt26dRE1WjScli1lHrv4bgId6C8IUGlmypxFJiAX7NixQ6y8r9VDlFu2bFavacueI4dYI+y9rRsfzuK5M77BghFix4kD+h06fFhZJ0isr12/hg0bNyBN2rTqTSRUzocPH1LHCUiYWX7mzJnxUogaXy9ECxHJL8vna9py5MhpLp/xhdfJZBAZnDxZZkBykSM7wUoqeOv2LTXpkQiwPQ/ESmMymcAFgNf62tvbKzLKSd8yjJNi6VKlpC9eo32HDrCzC60IAIk1MSS5IJEmKSDOnDBJSBYtWoikSZKqM/2cBPmQD88UEl+TyYSkso0bPkIE7Nm9W9WR6fjrWVulv4sWK4ZIkRxVNXiulBYkLnRYR+WpP4I8AjY2oZAuXXq8d3fHli1bzPpg166d2L59G3LnyYtwFg/kGoDEjh1HkTVLOY4ePYbklQ7Hjh+TRfddUE75sO36DeuRIGECxIoVCxwj3A3ZtXOn3H9QY4Tlf/j4AVu3bjWXz1fEbd+xHXny/r986oMvn78IUXcS63EooyoB5uoU2VHaExK3bt0U/eYi7fuoMKA+4Ni08eZIoa1Y4aPKIpj4M47RmCeyqC5frhxuSl7//ttdLVyoC+g4TqkPOP5p4XVze6ve2MM0fCVenLhxlGXZZDLh9q1b4O8HGIQ8QcKEiBY9Ovbv368W7dQHfBvQ5k0bkS9fPsE2iqoC82c5jqIfwoULp/z0h0YgsCFg9TsrTOW1ft16dfg/i1jC7Ox+vIUVM2YsWSVnVJP5vLnzlFL4nXXSef0eBPLnz4+q1aqp99S2b9cWHTq0R69evcSvOkqWLOVjIQkTJlIT4S1RtFSatmINbtykKbgt2LZNa/Tq2QMd2rdX/c73DzOjFy+eY+jQoWjerJmaKOiXN28+KUvK79sX7aT8jixflV8N/BEJxqG7c+e2kMQ3iBs3niqXfgHJRYsWHSWFyC5fthxdunTG2DFjFKYkAdWr10DSpEm/qS7P4POHT3j20M3NTYUTy3Fjx+LIkcNwcXFBp06dUKVKZeUaNmyAffv2KRz4wzg1qldHj+7/4t9/u4EkOpSQmqaCLckt81mydAkaNmiAc+c8fo2M2NWrVw+rV69GyxbN0a1bV3Tt2gXJkicH36WqKiAfJOVXr14B30DC3QTx0n/BBIEsWbKgRo0aGDhwINrKOO7UqSN69ugB/mhElSpVvEUhRowY4I/InDxxwtNDsM2bt1AyzHHdu1dPtG3bFpQt+vPhLlpMeca2SZMmePLkqcqbi+QaNWqC7zRuI+V3lvK5U1KuXHkZA1VVHH7cu3dX7XhQD4UIEZJeAco5OjqhYqXK2LZ9O/hjKGNGj0b//v3Uj3eULl0GqVOn/qa+HGvxEyQE38XOBTUjcBzPmjUTe/fuwQdZrPDHsAx9ULdObfB4IsksrchVKldGdyHN3f/9F/+UKIF3bu/Uu+e5AGFe69atRf369XDo4EGQdPPtFQ0aNMS+vXvRsmULpUs6ib5xihwFbdq0ZRLluLNEw1aatGlkgW6n/PSHRiCwIfBLpDhXrpzqF8natWsvq9KIoFVq586doPJLkyb1N7+QkzNnLnP8iBEjKqw44Xfs1Fn5lylTRvnpj4CHQIQIEdC9ew/1gv3UadIghewC9O7dG4MHD1ZWTJ9qzCfN48aJq86Z00LESa5AgQLgy9+LFy+ByFGiomLFShg9ajR4vo35hBMrU/PmzTF4yFCzxYnl0/oxZMgQpJHyk0n5vXr2kklxKJycnJhMuTVr1qhXiSUTa6fJ9O2T2yqSP37Qes0fG+APFbAdnMwSJkqIntKW1q1beVszLi75UN7dO3eEuJ4zx+EDqpOnTAF/XbC6EF/DVahQEXHEIk/r7QAhLdWqVwMt9HHjxkXr1q0xSibe7Nmzq8Ur+4Nn/0cK/kmTJlN5c+FSrVp10C+bxIsj/de4cWOMHj1GWe5UJPnYtWuX2jLNkzfPN2NdgvVfEEaAbzNo17Y9Ro0chXTpM8juT1J06dJVyUiUKFG8bTnJFXcQD3/dJTIiZc2aVY3/cmLldHKKjFKyyKZ+yJUrlzpOECZMaNSpWw/Dhg+XXYpIKlk4sUSSPLP89FJ+4iRJ0LlzF4yRRWZUsaKqSPKxatUqhJGdlrRp0yp5F68A99eqVSsMGzYcWQQHklCSU2LZQXZ/qC9YYUtH63H69OnA16GdOXPaHFSwQEFMnDQZ3YTsGrqA10pCghMlSowwYcKgd58+qFO3LuLGi4c4cWKjabOm6pkG6mTqAmaWX/TzaMExQ8aMCn+WV7ZsWaUP8ubNixgxY6JO7TrS16PV2WemoTsoJPqVqysKFy6i9QEB0S5QIvBLpJgDrbYMjsJFiqgBt2/fXnBlnlQISfz4CdSAskSFDw8wfpGv8RnGIxR8QIj+PFcZIkQIemsXABHgREircBOx9NLSWKZM2e+eJWYTQocODRKr42IdchGLJv2oZEmA64hybtOmDWrWrAnKDGWB4SSB+fMXAH821FIeLMvnr8GVEUVtnCVmOlqY+RR3Bpkko0WLRq8A6fjuVJIDEs3W0n7+OmB+scT79MCKyWRSCwG+F3bJksWqTZzAsmbLBo4br46WugQJPMZfkiRJxaJXE7S6tWjRAjVr1RICk8RMEEwmk+SdFiQkrJfKXD7Yb3ny5AHr1rJlS1SuXEUtdiVI/b158xrcuk6TNi2SfiXTKkB/BBsEwoYLi+JiaWwiFlwuYsuVLw+OUZ8A4PimnPE4z+nT/ydzHOOpxCJaq1ZtcDzUrlNHWUjpz7xsZGcjZ86csiNVEjYWxwk49jlneJTfAuW9lP/ypQtWrVwJHrWI7c3ZZOYdEBwx4xsiONZaiz6gXihcuLAYmiJ4Wz2TyaTGXIwYMcGfiGYk6gP+kFItGd9e9QEXuIaRgHqBRJn6s3mLlqhTpy74A0DsG+ZDlyxZcnBhbalDuVDmQrp+/QZqt4i7hjR4mEwehgfuYO2WRTKPZaVKlQr6n0YgsCLwS6TYstE8S3Tk8BHElFVkLrEIG5Zgyzj63isCgfM7FSidb2rPiY1WCMa/efOGpyQmk0lZFEwmD8XqKfA7X5gXndco/LWsFy9eqGMW3GL0Gh7QvltZWatzz1ZWPx6GccTyy0mfxyKePfPYQvZLe6ytrWFt7fcFJ+vGPjSZTJ6Ku3PnLm7evIkuXbqYz3N7iqC/BBsEKCOUL980OEuWrOqXEc+ePSO7DO88JTGZTGo8mEyeZc1TJG+++FT+pUuXcO/+fTRoUD9QbOezHbQMW1lZe9NKz14krKXLlMERsbo/efLYc6AvvlmLPuC49kVUT1GsRFcxncnkuY94VlkdiWvXVnb3wnlKo79oBAITAla/q7IkIf3698feffvRSLZaOXB+V946n8CNAB+s69Cho1g+PI7M/KnW2Iexx/iJE0GryJ8qwz/zrS27MrT2fvr02T+rocqm5ah79+7Inj2H+q4/NALfRcAisFOnzsiWLTv4xgML799+GyZ0GEyaNEmszml+e94BIcMKFSqgbbt2CAj6gPN/q9ZtkC9f/oAAja6DRuCnEfhtpJg14HYWz3dytcvv2mkEiAAVZt68eZE8eXJ+/WOO24clipdQ1qY/Vog/ZszdFz5cxLOZ/lgNVTS3TkuU+AfsW+WhPzQCvkQgadKkoD7gwsqXSX4qWkrZxi9VqrSnIxc/lVEATRQ+fHj1Yz1RLc5Q+1dV+RxR8eLF9a6Rf3WALve3IfCrpPi3VURnpBHQCGgENAIaAY2ARkAjoBHwLwQ0KfYv5HW5GgGNQCBCQFdVI6AR0AhoBII6ApoUB/Ue1u3TCGgENAIaAY2ARkAj4BsEgnkcTYqDuQDo5msENAIaAY2ARkAjoBHQCACaFGsp0AgEDwR0KzUCGgGNgEZAI6AR+A4CmhR/BxwdpBHQCGgENAIaAY1AYEJA11Uj8PMIaFL889jplBoBjYBGQCOgEdAIaAQ0AkEEAU2Kg0hHBodm6DZqBDQCGgGNgEZAI6AR+FMIaFL8p5DV+WoENAIaAY2ARsDvCOgUGgGNgD8hoEmxPwGvi9UIaAQ0AhoBjYBGQCOgEQg4CGhS/Df7QpelEdAIaAQ0AhoBjYBGQCMQIBHQpDhAdouulEZAI6ARCLwI6JprBDQCGoHAiIAmxYGx13SdNQIaAY2ARkAjoBHQCGgEfisCfiTFv7VsnZlGQCOgEdAIaAQ0AhoBjYBGIEAgoElxgOgGXQmNgEYgQCGgK6MR0AhoBDQCwQ4BTYqDXZfrBmsENAIaAY2ARkAjoBEANAaeEdCk2DMe+ptGQCOgEdAIaAQ0AhoBjUAwRECT4mDY6brJwQEB3UaNgEZAI6AR0AhoBPyCgCbFfkFLx9UIaAQ0AhoBjYBGIOAgoGuiEfiNCGhS/BvB1Fn5jMDr16/x8eNHnyP8hhB3d3e4urr+hpwCbhZPnz4NEJVjX75+HbSxDhBAB8FKfPjwAW/evPnjLWM5rq6v/ng5/lnAs2fP/LN4c9mfPn2SPn2NL1++mP30jUYgMCKgSXFg7LVAVuc7d+6gfft22Llrp19q7ue4mzZtQvny5XDv3j0/pw0MCTZsWI+KFSsEiPadPn0atWrVwuXLlwMDdN7W8eXLl3j79q23Yd/zfPHiBUi4fIrDMOb9+fNnn6IEa/9Ro0ZizJjRQqL+LDHetWsX/vnnH9y+fTtI4r1z5w6UK1cWt27d8vf2UQ80atQIJ0+e9Pe6/EwF3r17pwwqfiX1z58/B9N+r0wuGF6+dAGv34unwwIGAr9Eirdv34YokZ1gG8pGuchynzdvHvTv3x83btzwJASnTp1C6tSpVDwjPq8RI4TH9OnTcOHCeSRKmAAO4cKib58+eP/+vULopUxc1apWQWg7W0yePFn5ef2gIFM4e/XsqfLPmjULzp076zWa/v4LCBDjx48fo0aN6mCfRYoYAenTpcX+/fs99bPXIpjuwoULuH/vPmLFjKWC3dzcMG3aVMSJHQuRnRzFPzg9qugAABAASURBVAYGDhwA9rWK4M0H83ny+Alq1qxhLj+dl/KTJ0+uJojDhw8FaIsFZbX7v/8iRvRoqv3R5dq0aRM8fPjQm5Z7eBGz1atWI2qUqHB0dFSeHCMcExw34R3CIUxoO7Rv1w4kbSqCfJw7d07hzLCw9mFAR8zHCikheZMo3v69evUKvXr1BPN1coyExIkSYt68eWZrf8yYMRWhXLNmdYDGGl7+cWJavXo1MmZID+ouynKOHNlx9OhR+ERiKXv3799H9+7/Kv0SLWoUOInc9ujRHewXFsE4JAb16tVVGDNv6sMZM2aYdRnj0cJ+8OBB5MieTeU1evQoegdKRytlgwb1zeMxdaqU2LFjx3f1AWVz+7btiB49BmxtbVW7KceLFi1E4sSJ1Hggvt26dsWPdkVYfqOGDRFB5pBIkSKC5W/fvt1cfqJEidSY2rVrV4CW0VevXmHokCFqnHJsRo0SGbVlwck5VAHkzQeJ2KaNmwT7iIgSJYqKwZ2yOXPmIIngyHHLMd+kcWMQJxVBPq5fv4748eIqXUFdQEdd3qd3L09yKlE9/XGnb9iwoaAuoGMekyZONBNC1uHTp89Yu3aNj+PIU4YB4MsXsWpzcc+FBfFiu6LK2F6+fPl3F71cSM+ePVvpxOjRooL4lS5dWgwEl8xyxrzZf82bN1NYR4kcGZGFH40ZM8aMGSGgPjhz5gwKFiig9EH//v3orZ0/ImD1K2Xfvn1HERkHBwdkzJgRqVKmxHPZzhk8aCAKFSwAChc7nWU8efIYz2TrN2TIkEibNi1y5MihXLZs2URBRkeiRIlRvUYNNTA3bdqIK1euKAE7ePAAtm3bhiRJkiBfvrzMypPjJHfo0CE0qF8PI0eO8BSmv/w+BEjYGjZsgNu3bmHa9OmYNXsOkqdIAS5Y9u7d66MipKLeuHEDUqVOhdixY6sJa8nixZgyZQqaNW+BjWLdbSSKe9GiRbLomWQmXV5rzvIbNWqIm7LYmjptOmaL8k8h5VepUhl79uxR5SdMmBDly5XDsqVLPRFDr3n553fK67Rp00AZHzhoMDZv2YrevXvjwP4DmDhxgo9VO3PmNA4dOog2bduYycTmzZtkjC1DterVMWjwYFSpWhUzZs7A8OHD1DhiZtymDh0mDGrVro32HToo17pNG2TJkhXW1taM8o1zdXVVeWxYvx4jRo7Civ/+wz8lS6GnkMClgi3bwEmwfPkKmDxpkliu736TR0DyIIFw+2oR3i4L+cYiR0+ePEHhIkWQPXt2cGJs26a1TGqXva02idwgWbSNGT1a5Dg1ihUvLouTKILRcHTp0hmU8Zs3b6CFTIALFyxA5syZUbBQIYSysUHzZk3Nck1ywkmxerWqOH78uLdlBRZPLpDbihydFmPHRJGB+dLuTNLuypUrYeuWLWo8eteWFSuW483bN8ifP79Z/pScDR+BatWqqfHQVhZ2m0S2uWAgtt7l80TmEy4AT548gUlS/gJVfhZUFX2wZfNmVX7cuHFRs2ZNLFwwH0+kv73LJyD4LVy4EPOljl26dlPtHzZ8OC5evIBx48b6SM44P+7fvw8tWraAnZ2dasbu3btUWytUrIjBQrJr1aqNpUuXoGfPHubFGwmdlbU1qgrWhj5o07Yd8uTJC87NKiMvH1z4cfG9dMkS9OnbF6vXrFW6ZpQs6ObOnQvqg0iRIqF06VKYJ99v377lJYeA85V8xEV2elijs2fPKnnZIQupHDlyCr/Ihw/u7mjZojlWCDFmuxjPq1u2bCk6dmivvLkTkSZNGmzftlUZJDjGGXD//j0VZ9bMmciQIQMKFy4ii2V7dOncSfTGMNAg4eLigqkyD5YXa/++fXuZTLsAgMAvkWKj/snEQsfJk0Rp8pSp4CTNVX7nTh1x4MABI5q62tvbq4HFuHRTpk5D3rz51ICsXbsO4sePj0uXLmHLls2gRW38uHFqgi9btqyQqjgqD8sPCte6dWvh+vo1atepYxnk7/dBpQK0oHGrjpYwKmySoVKlSmHAgAFwcAiPNatXKWLgXXufPXsK7hIkS5oMoUKFAi2QK1f+hyJCSFq0aCEKIyPailL+p8Q/WL5smQr3mg/L37Vrl8jFRbD8ChUqoKSQtAEDBiJC+AhYtWqllO+xs5BPJtsbN2/i2rVrXrMJEN8/ffooW4wnkDdfPpQvXx7p0qVDlSpVkSt3bpkIL3pbRyryw4cPI1y4cGpxaETKnDkLZs2ajT59+qJp02YYPHgIEiZIiENiiSRpMeLFihULHTt2RO/efZT799/uyJI1K6ysvB/+tCbt3rULTZs1Q/369ZE7dx5069ZN+ioDJk6YYN72zpIlC0ig98tugVFWQLq+ffsGK1euRGeZiKiHeAZ60MCBIivuoK6ZM2cuZgp+yZImxaXLlwX/C95WnzsdPJoTNWpUWbhMxPz582VB1xzhwobF2jVr8ODBA2zdulWR68SJk2DK1KmYO3ceyojOYoa0nnIX5OrVKxg4oD9IxjlRMiwwOo5HGiK4mBg+YoSS32LFiis5jBkjJhYvWezJGma0kf3BBXEy0QVOTk7K27ASZ5Hdvdat26jx0LJlK1SqVAm0hL548VzFs/xg+RwPp06dxNBhw8DxU7RoMfTt2weU9UWLF5nLL1iwEO6Llf/8+XOWWQSo+8Oys5UpUyZpR2XV/vKy2CxarJjSYWyr18p++vQJXIyYTFZIliyZOTht2nTKYEG92KRJU/QX/ZwqVWocFH1AGTUicqepffv2Shf0Fp3Qo0cPpY980gdMywU45/VGjRqrhWTHjp2QO1duTJcdP44r5k1dxkUM5Z3fA5JjvQ4c2I8O0u65Qty5OFgicnrn7l1kE8PcdNnRmSNjNk/evKBOOyDGOMbx2gaGTRILOQ0KXEzMm78AI0eNRpy4cXFMFrq0DrPPqBM5RuLFi4dJk6dg3vx5iheFEKPgFlk0Uq5vykJ6mBgw8ouVOGfOnF6L0t/9CQGr31GurZCdGDGiC2mNLQMmG9q374D0sjp69OiRrFwXqEkIX/9RmDi50GpIx23Y0KFDq9A4ceKAg5nC+N+K/zB79izs3r0bXIlVrFTZbCFTkb9+kGi1bt1aTUIkGV+99eU3IsCFBwkxt+5TpEhpzjlWrNhIKbsDD2TbnxZJc4DFDXcTqEiiCKFg3z9//kxIxEOVztg+DSOWzBQpU+D1mzdwdna2SO1xy/KvXL6EKLJNmDJlKg9P+eQEmFK2bGlFfvPmrfhAyeCnjx9x584dZS1SngHqwwS298H9B2brDS0Gt27dVDsm3lWVlpobN27CUYhEuHAO5igcR8TA8OCCkxYbW7Ec+WT1MeL6dOW2332xchDz1KlTm6Mx31Sp0+DBwwdqscoAbjVGiBgR586dV5YP+gUEx7pvE8tN6VKllfV26ZKluCfE6NEjZ1yVxVJYIbPUTxEiRAB1Tvr06fFWZO/uHe8t3rR8PRfrErfjM2TIKP1nL+QlPcKHD4/HYoFk+E1ZiLGf0qVPJwuXpIgouHA3jHg4ix50eemC1ILfASEo3br9C+5qMCwwOpKy69evgTuEbBMA1Yzo0aMLLunUkQWOeeVp8fH48ROFf+w4sc26/NWrl7h+/QZSil5hvzA6LZ88CvXhg7vk9YhenpxH+dfVItFz+TGQNp3n8mPHjqUs0iyD6TxlFEC+sN3Ue66ur1WNqEuvXb0m2+2RYTKZlJ/lBwneTdEX4RzCiQxGMAdxoRE7dhzzd+oZjlvqWRvZtTAH+PHG2fkRXF+9Qioh2NThTB5eZD9lqlR4Iru/T554PPzL8km4T5085WnOZ3z/dDSQtGjeHDVkR22KWGbPnT+PlzIeb8iu42dZYKST8R9XSG3kyJGVtZhywoUAeYjXet8XPXJb5hbqYi5sKascy0llYf3q5UtQF3z48AE3b94Cj5wQo5QyRzo4hJfduSzg7pGz6KFnsqPOBc0W2SmkUYO7nl7L0t/9BwGr31+sSSaa2MgggsaJmdtAbm4ehIVlUeCooI4dOwa6Gzeuq2MSDONKtWatWsgrVrQTJ47jX7FOcRCWKl0GnJBMpm8VhMlkEuURBdGiRQPTMx/tfi8Cbm5uQlYfI3KUyKACN3In3ilTpcQjmfS9mwQZj2TP2soKJHD8/uDBQ3wUaykVEPuWfiaTSVl43kk59+59S0y4/e38mOVH+ab81KKYPcp/xayEjESSOOHwUKx3lDXlGYA+OCbq128AWh/btG4thOC6WNh646mQK1phvKsqlfODB/fVGCDm3sWhHxU98Y4RI4YQhrD0Uu6FELoNGzaA236bNm6UCeElaH1WgV4+SIofidIOZWsrWEY0h5pMJiF7SfBE+uGJbF0zIGzYcEgQPwFuywT9/v07evmro5zw2YQqlSujVMmSoCWRhHeDtLl27dp4+vSJwpkyTH1hVDae7E7RunNTLDeGn3ElHnxwk6Q5UeLEZh3DBRpJBxdgXDA+EHnjZEhrmdFH3PViPhwbT4QQcvGfJElSIdVh6B1oHUmZsyxeI0aKCBJjoyFsd9p0aeEs+oCyaPgb10ePHir5IRkwmUzK+4Hog3ciO1GiRkGIECGUHz/YP+yTO3du86sn51H+Y3BBZlm+yWRC2rQe5bu4vFBpwstOkqOjk1iL74nMf1B+Ae2D4/6JjKu2bVor63C/fn1l1+Ki7NI0UDuoXuvr7v4elMnYsWN7wsxrPO7KUaZjyGIlQoTw5mCS7s2bNyt9wKMrXJT7pA+Y6OHDR7CytoajYyQzSTeZTEiQIL46psZ+ZbwwYexlsZcILJNzBv38y3EskqB2kh2yVGJwoe6LGjUalq9Yjqmyk0MZeiTGHMqYpTxyMcYx/0zI/itZsHmtP+enF8+fw8nRUfRjBBVsK7qSOpd5URewbOrr9+/fy0IiFTguGNHoLzfhQzTk2NraKZ1OYwbDtQsYCHyfFP9kHUOECCkEKqq3A5YDkA9nlCpVEnQkBlxRGUVxouF2bYivCpITSa5cOb3Ny0ijrwEXgZtiQWOfWk5ef7K2VDD2Ye3xTBTX9xT9n6zD9/I2mUzq/D3PTe7atRO5cubAzp07wa1jLvy8S0tS7OLiAu6qeBdOPxLCmTNnquMntWvXRujQHsSLFstUsnDgdt5///0HPgTLs/nc9qfyZtqfdbSSkMy8cHkJw1L/s3n9ajoSfz68mF4shRcvXkSNGjWwdt165UhUfzV/nf7XEXggCwfmQgLB699w1D3hI4SX3Y0XeP/e/W8U6ecyaGXs3KWrLOJOIbfMdTxG1qx5M6QTgm8ymb7Jj2SLpC2a7L4ZhMtrJMZZvHgRSL6aNG0Ke3uPRTL1cObMmXH48GFQHwwZMljt7i5etEjw+bWFra2QQ+oDF7GYWs7pXuv2p7+T8PKYTp7cubFw4QKUlAXyhIkTsXXbNpQo8c+fLl7nH8gR+COkmBY6rrJ49YoPlVTnzp0xfvwE5dp36CgTeGhzNE7+hw8dMm/1HZhtAAAQAElEQVTHkhDs27dPvgdMhWauuL7RCPgCAVoT+ODo6lWrULVqVYwdNx5FChfBhAkTZJJa4Yscvo1C8s9z9QsXLkQHsYzwoVcjFon2zJmzsGjRYuV4di5BggSYMWM6noh12ogX2K+urq9w6PAh1Yxo0aOhVu064Pam8vDFh46iEfAvBPiQ1RIhsMWLl1D6oHLlKuADWguE0Hk3h/6onkyzc+cOzJ07F82bt1APtBtpaK2cMWOm0gXUCTxTnyljRkwXfcCjbka8wHylPjx/4bw62sFjI+UrVBADXOlAv0MTmPskMNXd6k9UllabC+c9zhlGixYdNjahzMVwNVm0aFGUK1dOuTx58qgzX0YEvoWAFrRChQqhTdu2snp9j/Xr18uWzC0jir76EwIvnr+Am5ubp9JpCY4QIaKnhY2nCN58cReLzUuxLpIgGsEkaCFtbGSLzsnw+ub6/Nnzb8rnQ3URIkSAnd3/F1bfJAxAHi/FisKH1fh6wu49eoIPDfbt108IXHr14CKfKvdLdbnVt3v3LgwcMEDlxUkwVChbH7NInDgxChQogEey/c2HYX2KSEuPccbRiMOtQ4fw4WXLPLzhFWCu0aPHwPDhI5AtW3YcEStYndq1UL9ePdy9e/ebOnKhzYd4jQAeBeA9z73z6pPjlrUR9vKli9JN/M6jFLzSXb16lRfljHx5FCV8eAflF5Q+XF64yA6B53cN8/xmeNEH3Er3bVs/uH8A8yKZM9Kwf0xWVnByimx4fXOlAYVHASwDPMqPIATI3tI7wN5Tn44ZPQbRokdHz1691Bju1bu3envJqFGjwDck+LXyfCNHzx491PlYvmnGVrbpfcqDC+RiQsY5Zz969AjUJ97FdXvrJrtQrp7CHzx4KBZoe1D/e5fGv/zs7OzQoEFD1KpZC48fP1YP11UoX169xcpyzjHqx+dPjHtDX/CIlbHbZoRZXmkNN/Qjd9z41i2GWz7jwe88t8wrHc9eU8Z5hC5ixEj08g+ny/wBAr+NFFPY2OGccPiKLL5yiGdGm7doLoTFzlM1Pn/+ol7jwvifP382DzSew+H7U21lG6ZipUpo164dOGiPHT2KJUuWmJ8o9pSZfOFAZl68yldIhuohK+atvuuPX0LAzs4WUSI7CcG4gxcWT4PzzNr1a9cRLVpUhA3r/SREGSDBMs74RY8WTeryRZ3xY5/JF9kF+IA7d+7CPkwYxIwZg15m+eAXykPkyJFBUmZZPq2DHuVHk/LDMipcXV1B8m5l9e22o4rgzx8kvdeuXwNfQRg2rEed+YBK9hw5VJt5DMJrFU0mkzrLd+fOHU9BlHf68Z2uuXLlUuOFWHmK5M2XzzL+TCaTDJMvKvSzjEGejWV+JpMJfIDuzevXMqE4q3B+cPK+cf2GyEFk8H2bht9DmRiJtclkope/OR63ypo1K3bs3AmeIY4XLz74zlS+X7lundogQf0fe1cBmNXNRc9raXEoXry4DddtwNBtyARnMAOG63AdMGCKy/7hDsPdNlwGFCvuWrxIcYf/npT37WtpsVJo6S3kSTwnyc3JTV4+EqxE0o4oo0hwqVGi4f5ukjgvrzQm/5cvXzZ7vUm4LMtC8uQphGTFhK/gTzfidPz4cSEJV5E4SRKkTZtO+kAyuLm748D+A6YNEtNdu3aZ+KgYsAdBtnm6GQe5MC6+8y6vEeK/u5ST/ZF7SS9duujIM/v5gf37wXOGuUzvcHj84OLiap5s4sEXyg53dzf4+p4wcoB2rBOea+7u5gZ+KEc74kbDZ6afROQR9y4/mf4BSd8THh4e9Go+drrgdwHhoY2aDAW5HD58GDt37USG9BmEXMYzrsw7J3ds0+x3xjLQxQInDKdOnzbjnO3ENkRMmjdrDu6Nbdu2HeLEiWM7h3h/+PABXKzA8oB1wPgYiHV0585tnD1z2iEz7ty5g+PHjiFB/PigO/1RdlEeWJbkTwzt3oSxLMvwhv/9+Sd279kLnuSxefMmfPpJeRTInw/c9xszZix4yljk4uKCQzKGUSawH/K8cuKePEVKQ/ghfwHj3CHp11fByXf8BAnMJM6eRHDMoXImTty4RhaQ9CaTSQ4nwxyfrogihFgeOLDftHHubabMl6hN/THdR3wRQ3/m/ZFtI5b6/7Ui8EpIMbVOU6ZMxYjhw9Ggfj00a9pEGtA18IOiAgUKBirQbelM8+fNM37pf8yY0dIoD5nGMmLECJyWjp5XlnOKFi2KxImToHmLFoYQzJw5AxyIAkUmLxSUW7ZsNvHxWCSxArUMPIpp8uRJZuCinZqXR4Cax8JCujgj5nmgx48fExJ7QpbnxoJHHZUsWUomPjGCTYAfMbCjc58XPSRLnhz58uc35IVn71Kw8KgcEpiismpA4kIBxR9YGDtmjNHG8YQRHllDQc3jsP5Lfxx27NwBHrsU4/EJJvTDdJKKwKNw4nN4Mly+jCl59fbeiOMyqJB4nTp5Elu3bhUMo4sW9kmNIskztZH82Mu5LNQiVaxQwXyMU7ZcORw5ctTsSyQZoxaNmC/95x/4bNtm9hayb3Er0oQJ41GwQAEhHKnMIMf9hTxGjPsPLcsC6yxFypRgH+Kgffr0KfCs6eXLl6Fa9epCOAIG7wcP7psf8PD09HQMIM75exPPlmWhSJGimDlrFoaPGAked7TNxwc8Uo0D1aeffApiM3HiBEyeNAmDBg2Ct7c3uK8zZ86cBo9WrVoiW9Ys6NuntykCP97KmDETeMj+Lz//bCboEydONHKG8XGLCs87TiiD5Zo1qzFw4ADTN3iCDiMoVaoU4gt5oFyizJsoaR87dpxO5rziUaNGyX0z7LZrHMLxhf2K51yTnI4dOxbHjh0VUusL7mHlMVRlRPMYK1asJ0rg5eUF96hRA2mXKeM/KFYM6/7913x4zckL5TnlPU8F8PRMamQAzx4mTpQNTD+/jCskHdwiYKc/Zcpf4Fne7At2+myjDx48QFKJh3LkiUy9YQt+JxBfVrpI2g4dOmRIPGXi1i1bzAoqCXLQLEYXTSj3ZZOEOrvxKNNKlSri+o3roFKJJyX4SNvfKTKSq0L37t0Fj0vbInGzr1MecKsizxrPniMHMsoqkmVZ4FF7tDv6+MNTKqYyZc4MfqxLYsewPO97yZLF+OzzCtK2A7SexJn1k1TkQdy4cZyz9saeU6dOjf/970/zbQG/M7gpK519+vQxK5vFixUH2/DfUo6hQqBHCv+YP3++UbBQyWC3oU6dOiJbtqzo3r07iDvDnZEJwojhw8x5xjxreLesjHPbGmUn4ywg8pUfOG7cuAH9+vbFBJG5POOdk4mPPv5IuE1iI4fGjRsL9qGDBwJWmHZs3262tnFMvHfv3svipuFCgUCoSDEHa6a9b+9edOncCc2bNzODD4/J+fHHH9Hlhy6wBVF0Wd7mrOy6aPJ69epp/NI/zw1ctWql+dqWh4Ozw3/26WeiMUzJqFFOBns2tkOyLMlBzFg6Xdhwpk2bZuLr07u3caH2jOeRUtPsG8zyqfGklxdC4L333sf3LVthwvjxaFC/Pho0qC+ddyQ6dOwEbnUJKbKMQibc3aOCM2ZqJKLJKkDjxo1hyT/WD3/coFOnTuCA2bBhIxPNtWtXQeIwePAgx3YJak6Y/sQJE0z6DSV9TqI6duyIDz/80ITj5eDBA7KicAs8JsfV1ZVW4cpQy1q7Th2QPDSVyWOzZk3RvEVzbBPi2kw0PBTiQTPMffg8tWD3nj0y2bxqnEmgiBFPW6DWk9riOrVrgYZx8lxe+uHHNA0bNkSjRmIaNkDd775D1ixZ5L0xOOBSK8EBjn2H/YaRpxAtCc+K3bN7D+rXqwuG5y9uffLpp6hduw69GMO+Rbzz5M7jOGLLOISDC2UTt6ZMnDgJvUUucJBi22vdpjU++uhjbNm8Gfwxmo4d2iNb1qzmR03Spk1rSDFxYxHuC5ninW2pgWCYSgbYAQP6g1sz/l23DjVr1jThGC+3gbFe+UMpPUT2sY/4+Z1Hy1atzd5xap8OiKaIMq99u3bgYMm4+VFVC6n/KU9ZCaO/8Gb48SLPaeWPHNQXecD+yB/RaNe+PXiGeXD5TZEihTnBhCt/JAe2nwYNGiJhgoToIHVBecAztWOLhpNbgdiHSbT4ox9cRbTPxM2VKxdatPges2bOlDZaT9poA3OGdBvRjn722ed21EbhQm1y5iyZzeTR4RBOHtgHeR44z8luTlnQrJkZy1auXCHts64Q1QxP5JTtLZPI1aMyCebKBT2QkBILkmAu5XP7RJ3H8qCRyFX2cbbrhQvmG6waSXumTPjmm2/MyT/EkhNvxvXvurXgr9ftl1UPKjQSSN00adIUZ86ehQkncqRnjx549733wLpnGBoSxX379iK/EMJoT9myQb+v07Dv8Szi/gMGYujQYaguE3vykgoVK4A/asT2xbZHeewWJYr02VYiIz4ykxLmk7jxToyjyfjFbZ1c2Vvy99/gL7wOEJnw3rvvonXr1kbbb1kW8ucvgO/4a4syGf7ll59BuXtEVgUaNmoMKgs5seOkg7KAPwSyYsVyJiGrW/PQonlzjB49Glx5MZZ6ea0IhIoU8wcYvDdthrNZtXoNxowdi/oUdAkTOQrDo5F4Jp+zXz6vXrMWFStWQpo0aTB12nSsWbsu4JBraZwMTE3B6DFjRZOwHrVq16ZVIBM1qrsRjowrqFm+fIVZRgkUQF9eCgHOmutKJ58+fQY6ChFuJ4PPX5P/EnLV6KlLdNxjlSFDemwWbf7Nm7dgWRZ41usf//sDffr0FcFRz2jrSFwyiqaCmUsgQphubA/28h/T/04I3fQZkr6QaA5+/FCEA6fth2FniDu10ZkyZTZp0S48GVfXKKhduw6Y9w5C6CtVqgxODoYNG44aNb4INqtRRbtGUndGVlFInumJZKGZkOiN3pswd958sI/Yhh+xchCg9rxHz57mxySaNW0G+id+v/72O/iDO5ZlgfHUrVsP3HKQUzSlkD93WR7nvv9xMgHq2esncECk1vWHH7oiYcKE4iPgP1dmXFxdzQ+PcMIbYBu+rh4eHmYlIYtMBCzLEjmTFsNkRWuZyIbZc+Zi8ZIlmPzXFEPkOOCxHD179sKqVauFPARM0mhfrVo1LFy4CNQ4Mxx/ifH33n3g5eVlCsx0vv++JaiJX7BwoWim5ptfa+zSpQs8RXNGT1QWBJVRfF+/foP5ARvWF/1FBMO8UvM2Y+YsdOnyg0wO2og2bKK05VYgFsGVgdpyngTAozipxbT9ZMuWDf0HDMAAIS2163yHfv36m+ccor2kH/bvrt26i/Z/NigbaMf0OSmZIaS4i7TLVq04YZ8A3p3Tp3YugbTZHDlyhkt5wLLUqFETkyZNRtdu3cCPwpo2bWraaK1ataV/RqGXQIaEKnee3Lh27Rq2bNls3NhuOSlbv2EjFkg7tWUB738O/RNczYsmRLVT5y6izBiF5i1agOlMmToV/QV3TnIYByOrrrw7QQAAEABJREFUVv0LkPBRW2pZljn5iZO+kSNHgb+U10BI9v/+HAr2E2pOGYZmzZo1uCvazVKlSku+XWkVrgzbDMtk/5oiVyV79OgJcpb58xdg/oKFps9STvJ8Zzvz7MOUB61lgkvZSC4zfvwE8IPpWbNnmzD8YPGDD4o5ys1JeQPhQCtWrARl61xZHV+4aDF6yGTCxixz5iygHKIMcDYbNnqja9duTx1X7bzp/dUjECpSTGGVQwSXs+Hgw2VKdlzn7LJBciB29stnHmxNYclGlFU0NhSQfLbDsqNyyZl+g9OiWZYLkspSOd2DGsYVTWZ2dlx6Dx0CJGcZhLjy19e45JlJltQoJJ4WK/F/v3ARbPfxMcvN9Esi5inLmVwBKFOmDHLnzmMGO8uy6GyEMMkGNXSsf2MpF5N+hoxmebyYLLlmDpL++fPnwO0CBWVp1d6zJcHC3X+uhqRNlw6FBZeyZcuCWniW11006sFl1rIsc94lNZXcPkLtjWVZZikvaJvnO/tRPFmSZVwU7rTjL/2VKFnSxEM7ywrAmn6oIcqUKZPZvsF3GvZf9rtChQqZlQAe6+bcL7lPbsXy5Xjv3fci3MST5eUkg8S/WLHiRlNGbRLLTcNy8xf/PB+TWdqxHbM9FiteAgyXJ0/eJ7a6cOKWNWs2Q0BKl/4Q2bK9EwhTykDWRVBDbCkznds60wzvxl0mT8SkcOHCKF68uNl2wz4aUr5ZPmpxb92+DZ5Db/ujfeLEiZEnTx6wP+TNm9csL9OefigvAibXGRykg/ZMP1269NKPmH4JcHxxTp9bBhYuWICCBQuC+DJMeDTMcxpRClEOsPyFRS5wTzzbXEj55TcJ6UXZMGnSJLO6YVn8FsDT9O+g7YvtkJNZy7KMJpPtrZjITxLlnDIRpqy0rP/kAf1mFsLG9mynz/5BTX8Bka1UhjGc8+SDWs01q1eDq0aZRS7b4V72/rrCxY0bF8SrVOnSMnkuJZr5TI7VbTsPyZIlB+VBclnpsCzLtEESW65elilTVtpfEcNB2E7h9Mf+TixKlCgpq5kfmXS46md74ThAjsL0nQ3rh+09aHx2OL2HLQKhIsVhmzWN/W1AgB2bAya1t8ePHwvTInEvrYeHB6pVrxYul0pDU3gStK+//hpHjxwBl+VDE9erCMuPHrl1qW27tuFu68SrKJ/GETYIUAlC4nfs2DHH1qiwSQngR3/cw1xbVhhJoMMqnTcRL4lrddHonj51Cvzg8U3kwTlN7oO+cfMmWrZqGWgi6OxHnxWBiICAkuKIUEsRPI/UgvBLaC+vNGFaEq/UXhg8ZIhZIg/ThN5Q5Nxm1FmW46M+5ci115W1hAkToVv3H5ErV+7XlaSm85YgwP3qH39cxmjcwrJI1OzxI6uMGTOFZTJvLO6PP/4YXbt1l0lp9DeWBzthrkxRxhcq9K5tpXdFIEIioKQ4QlZbxMo0l+KpIeKSUFjmPG26dOB+ZS71hWU6bypuLmdy3xqX/N5UHux0kyRJAm5/Yd3adnpXBJ4HAS49Ux6EtfaW2+0KFChgtmM9T75eqZ/XEBmX4rnXl4T0NST31CS4JYvbXp625eOpEaijIhBOEFBSHE4qQrOhCCgCioAioAgoAoqAIvDmEFBS/GLYq29FQBFQBBQBRUARUAQUgbcQASXFb2GlapEUAUVAEQgdAhpaEVAEFIHIh4CS4shX51piRUARUAQUAUVAEVAEFIEgCCgpDgKIvioCioAioAgoAoqAIqAIRD4ElBRHvjrXEisCkQEBLaMioAgoAoqAIvBCCCgpfiG41LMioAgoAoqAIqAIKALhBQHNx6tEQEnxq0RT41IEFAFFQBFQBBQBRUARiJAIKCmOkNWmmY4MCGgZFQFFQBFQBBQBReD1IaCk+PVhrSkpAoqAIqAIKAKKQGAE9E0RCDcIKCkON1WhGVEEFAFFQBFQBBQBRUAReFMIKCl+U8hHhnS1jIqAIqAIKAKKgCKgCEQQBJQUR5CK0mwqAoqAIqAIhE8ENFeKgCLwdiCgpPjtqEcthSKgCCgCioAioAgoAopAKBBQUvxU8NRREVAEFAFFQBFQBBQBRSAyIKCkODLUspZREVAEFIGnIaBuioAioAgoAlBSrI1AEVAEFAFFQBFQBBQBReCtR+BZBVRS/CyE1F0RUAQUAUVAEVAEFAFF4K1HQEnxW1/FWkBFIDIgoGVUBBQBRUARUARCh4CS4tDhp6GfEwF/f3/cu3fvOX2/nLfbt2/j8uVLLxc4goQ6ffp0uMgp69Lf/3K4yItmImIhcPfuXVy9ejXMM33nzh1cunQxzNN5kwmEF3lw//59XLnij0ePHr1JOCJH2lrKMEUgVKT44cOHIBG5desWaPhMQcQOErRz0C/d6M/ZMAz9053Pt2/fAt+dS00hyjBB7W0/HKDp7mwY14MHD2wven9FCNh1QaxZn6y3Z0V98OBBfPXVl1i4cIHDK+uGdcR4eA+pbh0BHj/cu3fXtDWGC5r+rFkzUaBAARw+fPix7/B7Y3lZbpaD93syYQjaZ4LmfuLECShSpDCOHj3qcHLGkXExHoejPLB+GD/dbMN3pi/OT/1PP85hmJYdYNMmb5QuXRrbtm2zrfQeCRFge7PbSND+GBIcHTq0R/fu3XDt2jWHF7YttkvGxTvbnsPxKQ9PS3/x4kXIlSsX9u/f/5QYwocTy8tyB5T/llEgPEsezJ49C++//x4oX+1SOOPIuIiP7cY747TToTvNbRm/g/qj36CGeaR/GsbBtGw/u3btwmeffYa1a9fYVnpXBCIkAqEixRQ6yZMnQzyPuMbwmZ20adMmWLJkCW7evOkAZevWLSKgchp/tn/ekyX1xJgxo81A/967hZAoYUJQaN64ccOE9fM7j0oVKyBJ4kT4a/JkY+d8YQdt26b1E/F6JkmMuXPnOHvV51AgQHK1detWVKjwOfLlzYMC+fOhYIH8mDhxoiGpIUXNcNt9fODu5o7s72Q33s6fP4+ePXsgr8RTvHgx0y5atWwJX19f4x7chfGY9D9/nL6kzfQnTJjgSL9IkaKIEycOVq5cAWeBHVx8b8qOg9KhQ4fQuFFDFCpYACVKFEf+fHlRs2YN7N69O8RsUdO+YMEClCtbDsmTJzf+zpw5g86dOyNP7lzIljUL2JdqffstDhw4YNx54WCVMUN6pJB+msYrNWiyZM6EEcOHyeQzeM0983jkyBE0adIY2bO/gyKF3zd19esvvziITObMWeDllUb65CQzgDMtNZEHAfbHnTt3okqVyqb9sS3nF5kwcuSIQHI/KCLs49u2bsN7776HmDFjGme27X79+qLg4/6QM0d2NGzYIBDZMx6dLkx/l6RfrWqVgPQLFQTTHzFiBOyxo0CBgkicODEWLVoobf2+U+jw9ejrewJtZAwjhkYe5M+PSpUqYtOmTSFqXjmh+Pvvv1GqZCmkSpXKFIhytVfPnsibJ7eRB+zzX1Svhj17/pMrlD2ZM2VE8mRJjSygPMiYMQP69P4dd+/eMfEEvVAenBTZ3K5tW7BuPihaxGDe9YcfcPFigCY+TZo0yJAhI6ZPmyby4G7QKPRdEYgwCISKFJ89ew43rl+Hp6cnKlWuLB25Ejw8PDBRiEqd2rUweNAg6WgBHeTy5cu4euUKokaLhvKffIKvv/nGmJpffoksWbLCy8sLtWrXlg51D8uWLgMHc3bGZUuXYt26dciZKxcKi5YsKLIkP5ckbnd3d2TOnFkEY35jcufOg9ixYwf1ru8vicDhw4dA4kpMh8vAM2LkKJQtVw5t27YRDfDCEEkoNct///M3cubMgaTJkpn6nTBhPJYtW2YI3YQJE9GhQ0d4e29Ev379HO0laDYPi/a3detWZiAdNnwERo4ciXLly4MTogXz55v0U6RIIYN0FcybN0+E9YWgUYSLd7bX8ePH4ZCU59fffgMnFT//8iv8/PykTCNCzKOPzzbs3bMHdevVBds6PW7fvh2XZXm4U+cuGDLkD7Rt1w6LRDs2SPrddemX9MNJY8JEidBeMO7brz9omG7xEiXh6hqFXp4w7Kv9pS6Oikb6f//7H8aMHYd69eph9OhRGPrnn6YO48ePL/29osn/sWPHoH+RC4ETJ06gc6dOENaGocOGY9To0dIeKqGdtMHp06eb/hgcIlOm/AUXFwvvvf++3AOGH/qfOXMmmjVrZtpT9x97gOStT+/ejglv0Lh8haR16dIZD2S1cuiwYRg1ajQqyxjUoX07MD72s6RJk+IbGWdmSdznzp0LGkW4eZ86dRo2btyIbt27m/JTDjL/I0YMN30tuIzu27cX7P+169RG1KhRjZe9e/fgzJnT0tc7YMgf/0OHjh2xZu1a/PzzL47tKtTwxpDJSOs2bY0soDz4/ffeRpZGieJm4gl6uXHjOv6Ufu+z3Qd9+/bDuPHj0ax5c8wRpRPHeGqZ48aNi09kXJ89e7apu6BxBH7XN0Ug/CLg8iqylj59enQSAfnbb79jxIiRMuttY4TZbzLoL1y4MFAS1A60aPE9fhO/ND179jJL3q6urqhWrbpopnKIhuAAFsvs/uzZsxgwcKDI3UeoWKECkiVLHigu55dYsWLhxx49pMNOMGbM2LGytFTY2Ys+vyQCFNCrVq4CNRHdunXDe++9L1qdgvj++5aibUiDlSuWh0hmz549A2p00mfIYMjcFX9/LFm8BGXLlEGFChXBtlOtWjUzUWI8V69eeSKXTH/16tU4LwNbt+4/Sr2+L22mINiO0qZNh+Um/QAtR8GChXDy5ElZMj3wRDzhwYJl4YSvQIECKFy4CJj/okWLIlu2d0LUlN+7dxfeMmjGiRMXqVN7wf4rLBrcX6Uf1axZE2XKlhXtWiNklQnmDhm8Ll78b1KQUFZfqHmqUaMGaKpWrYZMmTLBsiw7qkB3EpItsrJTX4hw6dIf4p133kGtWrXxfuHCmDp1imgCbxj/OXLkNORn1aqV5l0vkQMBamm9vb1x/PhxI3PZfvPmzScrC03xjrTjJTIx4za4oGhwH/GMGTOQUdpevHjxjDMnbbNnzUKRIkVA+c/+ULFiRVSuVFk0pd64HMw3Akx/0yZvcDLWXYhk0aIfIG/evJJ+E7yTPbsZO+z03xWN9AXRZpJAmgTD4WWr9LUcOXKgWLHiRh5QvrI8Z2QliIqhoFnmNgafbT5wdXFFmjRpHc758uUHJ9hfffU1yoh8rVevPnLnyi3k2QccS22PcWQ1jSt+lAU01aoHjLsuLi62l0D3kydPYa2Q65oiPyhnMssqEdMoKVrq2bNn4fr1a8Z/lixZ4OLqisWLF5t3vSgCERGB4HvBC5YkSpQoZtmaWmIvLy/UrvOdEKf3TGfhcgpnp3aULjIQk8ByZknDDurm5macudTVvEVzM9BSczBwwABskyX7goUKoUrVqoZUGY/BXNihkyRJgpQpU5rlJC4pRY8ePRifavWiCNy7dw9HjhwGNS8pUwYs1TGORKKBzPrw3vsAABAASURBVCBLb2dkxYCaSdoFNb4nfHHr9m0kSeIJVxGYl2SQu3DhAtKlz+Coz2iyepAuXTrcuHlTNB1ngkZhtCVM31NWJFivtgemn1GWAs+a9AOIWsqUKfDo4SOcPnUKHDxtv+HlbrfTffv2gRME5otarP2i+Umb9r8Bjva2uXXrNnyF6CdOktj0M9s+VqzYYB+y36lBZpv3EMIRPXoM29rciYVtjEUIFw7CZ0XbRAzTyITD9sZ+mjFjJpw7fx4XLlw01p6eSUCN8aGDh0KcFBmPenmrECApO37sKEhsvbzSOMqWIEECZMmaBWfPnRfN5DWHvf3ASfVJacfsw+zztOfHWSdP+prJMdsu7diO06RNg3v37+PUqdO0CmQePLhvCHnAePNf+vHjS/oyKTwrk+crV66aMJQHbqIB9RXN9oNw+o0Jt0MdPnTIrBYx0/6iOODWlJQyllFe0M7ZcPXNVzDziOdhVmZtNyqcPDw87FdwXI0RI4bxE0uURg4HeXgoMvKhaNlp5PWp//38zoOTl7QiD+z8MK0MGdLj4qVLOCf1zQgSJUpotj/u37cf3F9OOzWKQERDwCUsMkzhmD17DkN6fH1PSAe57UiGnYV7obiETLNs6T+B9nt9+uln+OTTT0VbfFCW0/siRoyYqFSpEpImTeaII7gHkrI2bdqgapXKshzfHosWLRLBHCAYg/Ovds+PACc1Fy9dRvwE8c32BeeQ1DheuOCHG4/3gDu78fmwkGl3mfRwwsJ3CtCHjx4ifvx4sAUs7ZPKUufdO3dwVlYH+O5s2GYuifCNL4MuhbGzW2bROgWkf91Yx4sXXwaBuDgtxI6Dt7EMRxcOVA3qN8C9u/fQoEEDzBItWefOnQSPBPLeMNicEluSfGIdrIfHliQXBw8eMFpgktjH1gbTYbLE/Ntvv5otTdSycU+i7e58Jyn2E9IbNVpUIdxx4PyXVkj7JdG62V/0x4wZS8hMBhw/cRy2Zs7Zvz6/nQhwknxR+mNcj7gISrayZcuGiyIPrl17UvaePn0abD9Zs2Z1AEN5QPLLMYOTZtshkUy4HwlpOyP92Laz73el71y8eAlx4gaXflZJ/wLs9OPG9ZAJeRKcPHXyVU7c7Ky8knt9kQcsS/NmTUFlULt2bc2EvmGDhobYBk2E8pCTCy9RQDljFtQfsdsrk+0smTPDmSyTdI8aOUJWa38FFU/r16/HlStXggZ3vJ8/7wfXKK7wEBJuWf+tLnFyQ+0/5S89c6zOkCEjjh0/5lhNor0aRSAiIRAmpJia43jx4xvNYFAwSF779e2Dnj16GDN8+PBApJn7oyhYLSug80WN6g4uy7iKljFoXHynfRZZznlHls046+UHQuzotb795ql7NBlWTdgjwIGQGqCgg2dYpcy0oot2hJqi8KoZyiSDFPffcR91mzatzZ75woULm8E7OFw4Kbl2/br5aCg4d9pxcOL+X5LamjW/hK2Jo7apTp06osFJBFcXV2z03oivv/4akyZNDDWRjRo1KuLLROnateuiSfpv4sv8qFEEgiJgkycS3qBuYfXOfhArdixRkFwDyXxYpROaeEkuK1WqjD179oDfaCxZvBgFCxZCqtSpg4323r27uCLa5ISiJLCsgHEyqEdOpMeOHYtr167hu7p1RbkUsHLE1bZGjRrB0zOpkQc+Pj7gyUAjZBzm2Bw0nhd5p4af8oDx3Lx560WCql9FINwgECakmBq6SxcvBNIA2yXmcu/AQYMwc9ZsY3759VdEd1rqvSiaqBXLV5gtFAzDzv3P338HIs60t000WXqvW68exo0bb8zESZPN3sqbt25hzJgxuHz5su312Xf1oQiEMQIk6n/9NRk0XX74wWiKmzRpCn5UM2zY0JdKnYMkSe78+fPRp28/cFJpR5QsWTI0b94Cbdq2NaavuJcoUQJTp0wBNUC2P70rAorAm0FgzpzZGD58GBo3bgKuHP3wQ1fpn39h0MCBwY6hz8olx1/GOW3aNPz008/InTu3IwgnJM2aNTeygDKhb79+qCwrsdOnTzNbUhwe9UERiKQIhAkppkZgx44dZmbu5ZVGtFbRHfBSi5wxY0bw4x2aNGnSOi2jP8Kff/4P69f/a/YQ//b77yYOHu+2f3/wH05ZlgUuvXFpl4ZLcx9++CESJkiIc+fOBbtH1ZEZfXhuBARmnD93/oltEnv37kWiRImfWEZ1jviReQm4WpYlGsrb4PInNfvGSS7UKPNkkqQhbpOxTPrUQoh3x/89j9PnUr7DMhw/cBvIqJGjzEeG/BAme/Yc+P7778GPi/r27Qv2m5CyTy1wUDfa8bSN33/7DS1btjRbjdjHgvqz3zko5s6dB/5XrkgdXLStHXfLCtA8Xb1yFf7+gZdUDx8+hAQJE0p/S+jwz/QdL/oQYRAIfUYtXPDjNoVrgaLiXtiEIg9ix44TyN75xfn3HSzLMtsaGBcnjLa/8+fPw3JxeerH1RcvPJk+P2JNmCgR4sSJa0cVru+UZ38MGYIPPvjAnOhAeVC/QQPUltWd4SOGY9OmTSHmP0CiPum8Zs1qdOnSxZy8wQ/pokQJ+GbnSZ9AfFnRzZe/AKjZJebB9WdLRMKN6zdw+dJlOLsfP34cVHIlkvq243Z2t+30rghEJAReCSlmR+A+p5s3b5oPsv766y9wWSZuXA80b9HccWQMgaFf7gmjXxpu4LfJEQnW6FGjzDLx559/Lss6XyF/gQLm/FbuP6bWmHE4G6bLzsklZtrzvmPnDvj7XxZinCDEJWn6VfN8CMSIEQNc4uOeVZ4mYYfi/t8DMllJnSolYssSpW3vfGfYG7L07+/vb6xTid9osux+7NhRM+GhJdvAwQMHEc/DAylSJDeCl3VNQ3duiWAap06dlInOWVoZw/T5UQfdYj8+fo/Lhf6X/eHu7hbi6Qom8Bu6+Pr64tz5c+BgYu+p5rJj+gwZntivbWfR1dUVblGiPHE6BUnEqpUr8esvv+K7777D119/YwcJ8c7+x8kiV1i4/YEe2YeIm90PWUd37tzGSd8TdDbmyhV/7Nu7D6lTpZJJUCJjx3o7e+Ys3NyigHk0lnp56xFgu2Gf4wdYp0+fcpTXz88Pe3bvljaSEh7Slx0Ojx/Y5vhIOcI7TcqUKRBH+u7Ro0ccq4F37twxx3pRdqSS9sY2y7ZGAskw/6Xvh6Dp797F9FNJ+nHpFQxz8cJFuLu5OSlfjFO4uHBvMD+iJV62PIgifZ0KnrghEHsXF1eRb+5S9tNm7zEe/7H/btiwAe3btUfVqlXBvcqM67FziLezZ86Y+Oz6uXv3Lq5dvepYrQ2og4c4IfKAdcGIKC8oe5MlTYqkST1pZZQdRh5EccPzpGsC6UURCFsEXjj2V0KKuY/3l59/Qfv27cBjnH7+6SdDbLhfkjNf51yRCPNsQ/ql+UFmtDzeh2SWZyFy+0TBggXx7rvvIV68+GjWrJnpsNSGOf8ogR0nSQbPz+3YoT26dv0BnTp1xPBhw0yHrlChomgMQtZY2HHo/ekIkLQVK1bc1APP0NyyZQv4S2Z9+/YBierHZcrKxCdasJHw47CHohpivdNDkiSeKPpBMfMh5NKlS3HgwH5wqW/+/HkoU7YcPDzigQKXkyMeRM9Bjel/8Dh9alOZvo/PNvMhJr/CZjhboHNAffDgvgjqpELW3JhkuDIcYEj++cM3W7duMdravXv3YMXy5aKBTQBPT88n8sv92J4y+ATdCrRcwtSvX0/qxQ3JU6TA8uXLMG/eXPBIJJIFYj5gQH/Bdw542gX3LI4fNw7Tp01F8eLFzUktHEi5PYkH8fMoNsuykCVLVnNs1ljxu379ejMpHWee/8W3tWrJBCi2ySO3bfj7+yN5suSyUhDT2Onl7UeAhKeQyOe4Qnz79OmDzZs3gUeeDR48CPv278fnFSqAE9mgSLDtk+hytcR2o4xn/125apU575wfirJv8KzhokWLgscJkhBPnjwJPXr8KMoOf0O4Cr37rowP8UB5QG3qjh3bMWTIYPD83goVK0r6AXtoSfDuyAQvabKkIqOi2smGm3vKlClNn1++bBk2btxg5AH7IWVjzJgxRFOe7Im8RosWDcmSpwCJq01S6Ynn+der+50oG+4io6zGUmNMebBo0UIcO3YMxJFaaR6Lt1dW2CgPJk2ahFGjRuLd9941YSzLAn+Vjj8KtFNWexk/V3O5ujR16lSsWbMGDMvzpnkUZo2aNWWMDZiA3Lt3T+rnsuQtmUNGMF9qFIGIhECoSDGXXlhYElNqcocNHWo+FigjJGnM2LFo2Kixg5jEihVbZuqupmOyQ9EvzciRI7Br1074CMnhjzDEjMnTJirDJgckYzzD0vfEiWA/nIsTJw6oFf7jjz9EY/YL2OnZOTt06AgeMO4mGgLmUU3oEMiXLx9++7031v/7L77+6kt89WVNLP3nH/w5dBhYPyHFnjlzFsSIHh3UKjx48EAInDuaNm0Knk/cpnUrVK1SxXxwWap0afMDEYzn1q2bWLFyhfmBD5I22vHcTm6noSaE6X8pwphkjqcqOKfPtsSBMFOmzNLeQtW8mewrN+wz7USTc/LkKdSpXRvly5XFV199Jdrj8+je/UezShI00VixYiFr1mzYvWsXbELBNr5o0SKzD5CEt0vnzmjSuLEx7du1xYYNG4U8uJolT37NXq1aVVSvXs1MGsuX/8TsX2S8HPR4KP+CBfNx5coVk3RSIeDsP3fv3AU/WOWvYg0fPhwtvm8pGqhqxg8vhw8fAUlMAZnERo0ajVavz2hKbxQBbn3r1esn7Ni+XeTBV6hZswbmzpmDYcOGo1Sp0sHmjcc5UkmyUbSZnLDZnurXr4+CBQqCEzPKg44dOiBP7jzgXnsXFxfRIN/Bv+vWgf2d+2UZjv2hp6TP7RLffC3p16iBObNnG3lUuvSH9GIMfyWSk8ns72SX/hDF2IWnC8e7Ll1+wPUbN9CgQQMjD774orohnh07dTIT16D5jSakOFvWrDh69Cj8/M4bZ+LCSTIVVFw57da1q5EFlAmtWrXCyhUrjDykkqFTxw6oLvKA/ZoKpeLFS6B16zZmKwUj448EzZ07F34XLvDVTD5atW4tE99YaCCTcIYd0L+/rEx9LeYb44eXEyeOm3zzo2HmkXZqFIGIhoBLaDL8+eef47YMnM7m1OkzmDBxIj766ONAy8Hvysyey0TOfvl86bK/LP3WRaFC7+KQDLJ+stRV/YsvTAdm3qgpmD1nLm7cvIXBg4fQKpDh2cZLly3Heb8L2LtvP/bLMvzxE77gr/kkSpQokF99eXkEqK0tX748Nm/ZitVr1gppXWWeacflzJBiJsHKIgJ80+ZNZj+yZVmGEA8fPsKEnzV7jrnzgxB7IpREtMkzZszERm9v0UIEaPqZfrlykv7mLSb95StWmnDlheA5C+DJkycjTdq0yJAhQ7jcPsFB/nPRpPGXpqgdmzhpMpaJlmjevPlCJkoFCyOEECUsAAAQAElEQVTLXrBgAaNF4okV9MTJHrVk7EPsM2zztvHZvsPsUXZ3j4pu3btj9+49WLLkbzFLwP7Zo2dPo0m3LMtse+jcuYvpN/nz5wf/XF1dza9Czps/32C8cNFibBbcmzRpEqhPL1y4ALFlUspB0LIsBlUTSRBg+ystE1nvTZux7t/10oaXg7KBx2cGpyUmLNwyVKFiBbPK5CtL8bSjoba0/4ABJvyMmbPMnT/aRM0y3Xke8oiRo7B1m4/RHNOO6ZcqVUq0q94m/X+WLjPh+Kt2zulPmDAeXEV5J3v2cCkPWBZ+A7N8+QrR0K4F5QGPLGV//eSTTx3jIP3Zhpr6XLlzm8nCBplg0J52XYUIX79xExcvXYYtC3jfs2cvuMJDOc1fvdyzdx+I16LFi3H6zBn06dvXbI+zrIA+3LhJUxw9dgysX8uyTB744yJTpkw1GM+bv8DcOblnneLx33JZuYoiSqiSJUuZMI+t9RZKBDT460XA5fUmF3apUWOcJk0apE6dOuwS0ZjNwMIPGznhIMF7FiTu7u4oVqwY9suy6vnz5wJ551Iq68yZ1AbyEMyLZVlmmwEnQ0HTp6Zigyz3f/BBMaPdCCZ4uLKKHz8BuHfQwyPeM/PFLQ3Zc+TA+HHjZXn03jP9O3sgyeWEI2mIHzE6+w78TG1yihQpjIbf2eWCaJHWrV2LsrIqRHdnN32OXAiQtPIccrazZ5W8bNlycI8aFd7em2CvAtlhSGbZH3i37Z7nzvTZvoOmz61dK4SolSxR0kGmnye+N+WHcoDlp1x4Vh7oj8R4kiiguGr0LP/O7pSblJ/JkiU38tzZ7VnPMWUll5MVEmxnv/7+l0HZS6x1DHZGRp8jGgIuES3Dmt+IhQAFcJEiRZFdNDU8YSIsc89tBFzW5QoGNSdhmVbo436xGDgRqVPnO9y8dVOWTP1eLHAY+GZdchWn6eM9/2GQhEb5FiLAX66sVq06eGQnvyMJyyJye0+GjBnxRY0ajm18YZne64zbw8MDX375FR48fAjnj59fZx6c0zp/3s9sr2gsq0lBCbOzP31WBMI7AkqKw3sNvQX548+Ytm/fATly5AzT0uTNmw+DBg8B0wvThN5Q5Fwu5odN8ePHf0M5+C9Zaqp++vkX83HOf7b6pAg8GwGelFKt+hcIa/LEiTg/3n5bNZfcttSvX3/Rgr/5bYJcLeryQ1eR8TmebABqowhEIASUFEegyoqoWeWyJpc3qd0IyzJQm0rhTO10WKbzpuImiUibNh1eZLtJWOXV3lbBug2rNDTetxMB7kOlPAjrtsNtFfy4722VB9yaljZtWrzodpOwaFXcCkfZy73eYRG/xqkIvC4ElBS/LqTfvnS0RIqAIqAIKAKKgCKgCLw1CCgpfmuqUguiCCgCioAi8OoR0BgVAUUgsiCgpDiy1LSWUxFQBBQBRUARUAQUAUUgRAQiNSkOERV1UAQUAUVAEVAEFAFFQBGIVAgoKY5U1a2FVQQUgUiIgBZZEVAEFAFF4DkQUFL8HCCpF0VAEVAEFAFFQBFQBBSB8IxA6POmpDj0GGoMioAioAgoAoqAIqAIKAIRHAElxRG8AjX7ikBkQEDLqAgoAoqAIqAIhDUCSorDGmGNXxFQBBQBRUARUAQUgWcjoD7eMAJKit9wBWjyioAioAgoAoqAIqAIKAJvHgElxW++DjQHkQEBLaMioAgoAoqAIqAIhGsElBSH6+rRzCkCioAioAgoAhEHAc2pIhCREVBSHJFrT/OuCCgCioAioAgoAoqAIvBKEFBS/EpgjAyRaBkVAUVAEVAEFAFFQBF4exFQUvz21q2WTBFQBBQBReBFEVD/ioAiEGkRUFIcaateC64IKAKKgCKgCCgCioAiYCMQmUixXWa9KwKKgCKgCCgCioAioAgoAoEQUFIcCA59UQQUAUUgoiOg+VcEFAFFQBF4GQSUFL8MahpGEVAEFAFFQBFQBBQBReDNIRAGKSspDgNQNconEbhw4QLu3r37pMMrtLl58yb8/M6/whjDX1RHjx4NF5liXV644Bcu8qKZiFgI3L59G5cuXQrzTDOd8+fPhXk6bzKB8CIP7t27h4sXL+DRo0dvEg5NWxEINQKhIsVXrlyBt/dG/PvvOmO8N27Erl27cPr0Kdy/fz9Q5m7cuIFt27YZf7Z/3jds2IBz586C7ps2bcKG9etx8uRJR+d68OABDhw4YMKdOX06UJzOLw8fPjThGOf27dtBguTszk57/PhxrF27BosWLcS6dWtx5swZZy/6/AwEiPHBgwdNXRBnH59tT+AcXBS7d+/Gt99+g+XLl4N/FJx+fn7SdrxNXGw3p6VuGT/dQzJ0D5o+243t/59//sG7774Lpmfbhcc727Svry/Y9okj70ePHHmizzjnnWUfOnQoPv3kE9PObTfiuHnzZoMj42Ibp1/bnf2A/YputmF6p0+dcvQx26/z/dHDRyYdOwzTuHjxosPLjh07UL58eaxZs9ph9wofNKoIgADb2eHDhx1tb9u2rbh+/fpTc86236plS/Tp08fIfHqmPCBJZhtje9soY4LviROgX7qHZJj+kSNO6W8NnP7q1auRL18+M+6EFEd4sGc5OLZtlPGT5ecYeOjQoacqEYjZxIkTUa5sWRw7dsxRDPbRLVv+kwdHRK4wftsDJwo2zkyLZr2MuSdkbHT2Z/u370yP4yX9Mgxlyvnz5x0y5ODBA6hWrRoWL15kB9G7IhAhEQgVKV6xYjk+/PBDlChe3JgPP/oQlStVRIMGDfC/P/7A5cuXHaDs2LEdVatWMf5s/7yXLfMx5s2bB39/f7Ru1RKlSpVEz549QMLNwGfOnEbdut+hfLly2LBxA62eMOzoS5cuReNGDU389evXA4Wl7ZEEfdHChaj7XR2UKlkSFT7/HGU+/hiNxL+PEDvbn95DRoADFOvp22++RpcuXdC9e3d8/dVX+P3330zdhRSS4Thxih07NrJly2a8UbvRuXMnNGvaBEMGD0ZDqYfvv2+BPXv2GPfgLoxn/vz5MOl37owfg0n//fffR/LkyUHBzElQcPG8aTsOLhyUmjVrCmLwh/STdm3b4DtpmxxsQsofye/8+fOkD1WFp6en8bZnz240b94M39WpLVg2RYUKFUwbJ+k1HuSyf/9+VKzwOSpXroyvvvzSGPonRsRUvDzxn4PjZhlYm0r9tBQC07t3bxNvp04dwYGQATJlymTqc8zo0bh9+xat1EQiBNh2OAllf+zYoQN69ewpffMb9OjR46laYCo4OKEqWrQookePbhA7I8qJHj/+iCZNGoP9obHcm0r/2LJli4N0GY9OF6ZPmf/tN9/ApN+rl5l4/yjxkGDTKwlx+vTpMXv2rKcSTPp9k4aT+JYy9rVv386Uv6P0s1q1vgXLx74YXN5YxiVCQD/7/DMj8+iH2LZp3Rq1a9VC82bNTJ+v9e23WLlyJew/TporVqyAShUrGllAmVBb0po+Y3qIk3LKLCq7WrdqhRYtmqN/v37gGNuubVtwcs+4U6f2Qo4cOUGifuvWTVqpeS4E1FN4QyBUpPjSpcu4fesW0qRNi5bSYTqIcMwrM3PO0Lt164rOnTrJgHnblJkahJuiLY4RIwYaNmyI7iK8aLr88AMKFXoXSZMmRX0h0ySwq1etNrP7R7IUQyK2TTQAhQoVEn+FTFzOFy7jcmBu0rgRKKSd3exnEoM+ffuIVmsNGjdpgpGjRiF/gQJYsngxfhJheuPGddur3kNAgAMZiWgh0cQOHz4Cw4YNM1gOGjgQU6dODVGg3r17B8uXLUPu3LmROHFiMziNGjUSFM69+/RF/wEDjdaIGo5ffv7Z0V6CZmPnzh2GCBeUdjB8xEgMHTYcTZo2BdP/66+/TPoJEyZE9erVsVQ0xjZ5CxrPm37nYD59+jRYlmXK3b//APQTEy9efIwfPz7E7G3dugXU7n5R4wtEiRLF+Dt37hyI64iRIzFOwg4aNBg+skrCuuEkk57YP1KmSoXBg4dgytRpxowbPwHlRePs6upKL08YYjdo4ABEixYNY8aMxZAhf+CHrt2wauVKsI4YJyc5FWVgZf88dOjwE3GoxduNwIED+/HzTz8he44cRp7+KasY38sE6s8//4fRMlEKaVI6ceIExIkTWzS4eeHiEjD8TJgwHlROkND2l74wcOAgQ4Z//eUXhzY5KJrUTP7y80/I9s47GDFyFP78c6gZg4YNG4pR0h+Yfvz48VFLCCLl/GlZvQwaR3h5nz1rFoz8k/Ky/IMGDUL6dOkxadJEI9eCy+fevXtALT3lnZubm/HC7UyZs2QG5ePYceNNv6VyaKD0ZcZPT+y7xKX/gAFGFlAmTJw0SeTmF7DjoT9nQwXVn//7H27J5HeYyN1BIkt69uwlq8I70UvGzzt37iBmzJgoX76ckfX79u1zDq7PikCEQiBAKoUyy6ll0G3QoCHatm0ng+gY9JOZpGVZIPmZPHlSoNhJir/59lvjl/5btPge74hgo4D87LPPzfI3O/KCBfNlFnoCnJW6u7ujYqVKSJQocaC4+MKZ9GnRJpcpWw6ThRzRztk8fPgAPrKst0eW8AsIEe7WrTtq1KiJr7762nTkvdKBL1y46BxEn4MgwInK2jVrwIGmTZs2SCuTIGoGvvzyKyFlebBFtIokv0GCmVduhdm7dy+8vNIYoXvp0iWsWb0Gn8jSe8GCBaVOE6Fw4SL49JNPQeJ79eoVE875EpD+Wkn/rrSbto/TT42aNb9E3rz5AqWfPXsOnBWy+DSts3PcYfUcUrwkxZykZcv2DjJkyAgSeWqzPGVS6Lyy4hyeg463tzfixvWAp2dSh1OxYsXRunUbIRj5kTVrNhmUyiNXzlw4KISFONseY8WKhVy5coq/fMbkyZNHJihJDDG3/TjfD8nS7YEDB0V7/R0yZ85sJqxlZZm2VKnSWL58mRCVgEkk8+8eNapotP5xDq7PbzkCbMObvDeZ1TwqQtIJgUuZMpWsYlRD4fcLY+OG9bhzJ0AZ4gzF5cuXMHfOHNPuY8eOY5xuiKKEpLVEiRL44INipj9QLlSsWAlHjx6Bv/9l48/5wvQ3b9osbv5o37492H9SpkyJKlWqmvTXS/pcPWQYai+vXrsmMmIrX8Ol2SET/owZMyJLlqym/GnSpEXKVCkNvlQMBc005fC2bdtkcuyGZMmSO5zfffc9tGnTFhznsmbNio9lNTRf/vxm+yEnunj8F00muzlkMkNNOk2ePHklnmQhygPKcB8fH9T44gtkz54dSZIkkRXdUhJ/GaxbuwbXr18zMTPfMUXWcKJsLPSiCERABF4JKWa5XVws06nc3NxRVghqsWLFaI1FCxfhlmiTzYtcHom5f/+BCM07xtx32nvM2WbLVq1BLdS8uXPRtWtXIca+KF68BD4RzZatIZMoHP/ZwX/8sQcGyMzXw8PDYW8/3Je0Tp0+jdsym/Xy8jJxW5YlxCoNosny3QU/P1DjlBRs3wAAEABJREFUZvvX+5MIULvge9JXBGdSxBViZvtgfaVNl9bgd+1aAFGy3ez7iRO+eCga/yRJEhvN0MWLF4wQpTC3NZWs1+Qpkosm4rbZx2qHte/37t0Ve194CnEMKf2rVwMEc/LkyeAmmtRzZ88+c0+iHf/rvLPMHJA2bfIWTcsuowni1qJdMjDmlwEsuLyw/5w5cxZJkyUFCa7tx7IC+pz9zgki68pTiHOcOHFsa4PD1atXDYm4JgTB4RDMAwfhc+fOyoDrKhOW/yahUYX8eqVJgwsXLuD8eT8TMlGiREgk2vkTJ06Yvmws9fLWI3BfZPYp0bwmSJAA8eLFd5SXCo8MGTPg3Pnz0taenNyeF3s/aT+pvVLDXRQdDHjp0kXTplKkSCltLmAFhH2EK4f3HzzACZEf9Ods7PTjiSY4uPSZjr+/vwmSLFkyxBA5f0bGAIYzluHsQmK6a+dOcDWIedy/f5/53iJnzpwgFkGzyz5+WsqTMFFCo3W33S0rsDxgX757564hsfHixbO9gXKCEwViRLngcAjhgR8rPnhwH0lErliWZXyx/lKlToXL/v6gbKIlNdBJZDXw+LHjsCcltFejCEQkBF4ZKXYutIeHB7KK5orLMRxgnbWIt27eNEvvJLw01CY7axWKFy+OCrIse/LUKUyWZR0SrypVqiBRMFpi5zRDeqYAoNbs3t27MvtO5fBGYUry9EAE70WnD4gcHvTBgQCF8JUrVxEnblzHPkDbMXXq1DIA+gea+NhuvB86dBAkVElEu8D3S5cugyQ5Ttw4hiTTjoYaU9ZRcHVx9+49XBFSFzeY9L0ep2/va/XwiIe40v64esABhnGHJ8MJQK1atUHcuCevV6+eZktCgQIF8fXX3wSbVWrTzshqSKZMmYJ1ty337dsL4p03X144k2Jqen75+We0ad0KHUSzNmHCBPgJQbHDOd85kPr7X4Gbu7sQ8Jhw/kuePLnRXtnafBJ0aglP+vo+1weXznHpc8RFgP2KS+qxYscCibBzSbiKdMXfX9rDDWdr88x2ePXKFWTJksW880J5QPIb1yNuIAIYL54HHj18KIQ5YAJGv7YJSP+qtM9npx83blwkFtlDEn9XxgA7jvB056plrly50b1bN/M9zQ9duog2PQPq1PnOMVFwzi/Hy1MnTyKNKHlcXILfAkX/lAV79+4BNe/xnEgxZWzv339/LA/aYfToUSDJZpjgzOXL/nBxdRWFUiyj+LL9eHp6yqrRDZH/l40Vx+r06TPIROaEKD6uGzu9KAIRDYEwIcWu0oFixY4dSMjZwNy6fRtLlizG348Nv2Z98OCh7WyEAAkUBSItGVeixIng4hImWWUSaoJD4BXZUQBHFYIVLVr0VxTj06MhAafhqQucED3d95txpfaKxGD37l2YOWOG0Qpx1SIowbBzx8Gc2mIPIfu2XdA7ceZqCQem6tWrOzRxmTNnBk+t+K5uPVSr/gXiCEno0rkT/hz6Z6gHLk56Y8eJjZu3bpu94kHzpO+KgDMCJNJ8J1Hl/XUYajSji6b45s1bZlXmdaT5omlQIZAjZ04cPHgQs2bOxLp168C+xUlncHFxUsCJMie+lhWguQ3qz18mJkOHDgMnuZyEUybSTxpZ7Rk5chTq129g5EHiJJ7o1rUr+vXrG+jDePp9UcMJP+UB9x7fkZXZFw2v/hWB8IBAmDDNe/fu4dzZM7h37/4TZYwvM9YZM2bCe9NmY0aMGBlI23Du3DksXLAQNqHhB3pzZs8WTeTNJ+JSC0UgoiHAlYnBgwdh9KhRGDtunOkDAwcNxvhxY/HTT71eqjgcgP73xxCsWrUKkyb/hbRp0zniIQEpVqy42QNYqlQpdO/eHd/WqoVFCxeCJ1o4POqDIhBJEXjTxR41aiT69u0DfnjMcXHixEmYP28e+LE6x9IXzR/DTJwwHvwuZ+y48eB+ZTsOEu1ixYo55AFPEuIJM8uWLsXx48dtb3pXBCItAmFCin1lOXXrtm0yM7+HfPnyy5J7DAfAlmXJLDiKGDdjOLu0HdmZecQXl4Fr16mDESNHGm3zipUrsXnzFgdRtv0/z92ymJ6b0TTv3r3bEcfJk75mH2S0aNGQMmWK54kq0vqhlt7NLQpOnToF5z1onLjwVAru/6PWIiSASAQfPLhvnN3c3Mx+M05+Hjx4YOyozThx4oTZ480Pdoyl08VF6pDt5NTJJ9PfvmMHmH7sxx/uME5qUpyCh6vHM2fOiDZoFnjSSunSH5qtJRUrVkSDhg0xZcoUEM+QMkzyG9SNfWbEiOGYLhrn33/vjbx58wb1EuidKy/Jk6fAHVlKpjYpkKO8WBb7SxT4X/bHxYuXxCbgP+uI/ZJL0YkTJzGWrH9qsc2LXiINApZlyYqeG86eOYsrV/wd5WZ72Lp1KzyTJoWHRzyHfdAH5zZDecBtU9yXavdbtrXTp8/AxdUVqVN7BQ0OWx6cO3sOV/z9He5Mf9vWbfD0TOpI38iDYJQzjkBv+IErPBPGj8cXsrpTsWIFIw9Kf/ghWrdpg0WLFsm4tznEHDrjaHtieadM+cusDpHw8phKywpem8wwlO3JU6QEV2svX74MYk97Z8M64rcIfn4XHO70d+jQYXBbRtKkyYx34h9cnoyjXhSBCILAKyHF7Az80IqdimetUhPGDwe4B7Fe/XqOpVxiws7EpSz6pbly5YqQ5wDCtHnzZkybOtWcu/jpp5+Cp1Hwq+RDhw5h/PhxIS73siMyrtu37zAJQ3yvX79u/JNM8St5krZdO3eBx8Xcvn0bW7ZswY2bN5E+QwYjRE1AvQSLAJf106VLZ44EO3HiuMPPsWPHQEzTp09v9ps5HJweKDS59E+hSuvUqVMhTuzYOCRLhaw32nE1YMf2HeBHGilSpDD1d+niRSFlF+mM6DFiwKR/+pRoM44ZO16Y/k4hxQHpx6YVbkqd3rh+XSZi0UGBbyzD0eXy5Uu4JCaqe1RHrthGPT094WzncJQHDkrRZPLGiYS8Ov6TRIyXAXW8aIOaN2su/eUzh1tID+yr/JCH/YFaI/oj/vw4ifFZlgUvLy8ZJO/j8OFDdDaGWmWfbT7IlDEjEidObOxI0i9euIjokjd3dzdjp5e3HwEuxadLm1b65wUcPXLEUWAqGraKXM0g8oArFA6Hxw/2xNW5HadKlRL8YPPQwQOyGnjL+KR85vjBNpoqVSpDxDiB40ee9MATT+z0jxx1Tv+kkesZMqSHh4cHvZo4OcZEjx5NiHwUYxeeLjxd47yfH6JGjQbLChiOOXFNLBNPyt3g8urqGsWsrvKjRfZn2w/7L8dPnthUt149VKtWHYzLdg/pTmVRjJgxEDdOHFiWZWQo64gTbobx8kptsKM8sNO7LAR6u48P0qZJI0oJT3ozW6goDyiruG3FWOpFEYhgCAT0wlBmeufOnagv5LdK5UqoW7cuxo4ZYzptr59+Qvr0GQLFTk1j61YtQb80NWvUwN9//2027P8xZLAhsu++9x7y5y8gRCu2OQs3VsyYWLJkCZhOoMjkhcRqzJjRJr6uP3QRG+DI4cNo+f33+Prrr8CPOwoWLADu4fT1PYHasnRc4fPPMVK00HeEHH/7zbfgV7MmoF6CRYCkrVSp0ojr4YGOHTtKfS3BsmVLwR9zuHHjOj799DPR+rsHGzZDhozgh3VXr14z7gkSJMTHZcpi1uzZ4HF9PIWBms4FCxegStWq5uMZDoC/9/4dDRvUNx9xMP2SJUuJViJ+oPT54xck25w82UL41q2bsgJwF8lEe8FwJtFwdEmVKjW4Z37SpIkGw9OnT4O/ZDVr5ixZsUgJ7vkLml2SV2rDOVA5u/F8Zu4PJiG9cPGCtOkRGCJ9aOTIEeaDu6tXr6J+vbrguacbN24wvzzWvVs38GSX8uXKw56A8NzkOrVrS//aYaLPnDkLcuXObcLNnTsH69atNcu7Pj7b0KhxE0SPHrA//M6d2yCZZjwxYsQ0YfXyBhB4zUmSaL1fuDCSJkuGdu3bgz8Es2LFCnSTtsXjEKsKGSNxDpotrsjFFuLF1RLbLVas2KhUuTL+keX7sWPHGM3ouHFjMXXqFJQVORE3blwzJvzxxxDTlv38zhui9x5/qEcm0JRHixYtxMqVK/Djj91x5uwZVP/iC9jp8wNcyqjkyZIHUs7Y6b/pe8qUKZE6dWrMmjXTbHegPOBxa9OmTQVP90gvE4ygeSTpTC5lp5aZSibbfd68uWjfvt1jYnsLxJPyYNiwYeakG05+mzZpYs5H37BhvciDf9GzRw9MnDAepWXVKuPjD3mJZ61a34r7OjMhSZ3aC++/XxijR4/GzJkzwLBUfK0VuVBXyLfd9+/evSPy4BxSiuY5VqxYdrb0rghEKARCRYoTP9YYcdbovXEj1q5dawRYnTp1sHLVKpmpVjMCjIjEjethnjn7pJaWfmmoWT4tGkB2NApWdibOcCkQGK5gwUL48KOPcO7sWbAj0s7ZcOZ6WEgw4/Lx8TFO7Pxcxlu3bp3JT8aMmfDzL7+CnZ4D+4oVy8GTJ6ZNn4Evv/oK4VGjaAoSji48S3r8+AkgMatUsSI+/+wzHNi/H4uX/I18+fKFmFP+il2smLGwe/cusyJA8tq8eXN8LHXK0xf4q4b8Erphg4aoXbuOiefevbvmbM3TsoQaJUqABpLpjxOtKE9NsNPft3cvlvz9j0yg8ptwvLBtPXhwH1mzZTPtjXbhyVD71fv33pCRC9WqVkWWzJlQrlxZuEZxxeAhQ8xEEEH+2Cdy5sgpWvmdZtChMyeD7HMcGLnC0q1rV7SVJVcaEl9v703mHO6cOXOZL9r5S44fybLsgAH90bx5CzPZjC7kloMqJ47sQ4AF/rFf9+r1EzhY82xS1tWM6dMlf39IXsvRizFcdTkoGr7CRYo4SIhx0Mtbj0AGWWEbNmw4+ONNVYTUfvpJeWyRlb5ly5ajsBDm4ADghDBvnrz418jlgEky/dWtWw81RDnCX8UrUbwYePpC1arVzI/zUDZTA0pFh6/vSdjygGSRH5LdvXMHVatUwSfly4P9YenSZZJ+EUZrDMcBaoo5yYsSJfxpit1lxWjAgIHwiBfPKGwoD0qWKA6Oqf369TfnFpuCOF1IinNkz4GjR46CYyed7t27h61btprvBHbv3o0fu3dzyIMfunTGmtWrwXCU1b1F4VC6VCl89GFp8x1DvXr1hUy3NwoJxnX2zBmR7Qfw8PEH8JyYdOrUCbly5cJ3MrYz7OhRo9C9+4+oXLkKgxhz6NBh86ukJUqWcEycjYNeFIFXhMDriMYlNImUF0F0+85dOJvjx0+gr3TmNGnSwrL+i75AgQI4IULN2S+fL132x3ff1UVJ0QSePHUa5877oWzZso5s8cxikjH6nTz5L4e9/cCO/uuvvwXKA/3SnDt3HiRllmWZX8PbsWMneGbxMcnjzl27zY8dUOjacek9ZAQsyzIHt2/YsBGsJ9blps1bkEm0C5YVQOnD6CEAABAASURBVKaCC00tfO48ubF50yZQq0s/tOMkxffkKew/cBBHjx1H02bNHII0SRJPzJgxE2tl8CQhZBjLskBivN4p/c0yCGTOnBmWFZA+B89JkyYhS9ZswWpcGc+bNpZlmV9TJHk44euLPXv3gX2G5WVZgssfB/P8BfKbfcDLly83Xtzd3TFw0CDT7nn6w42bt2Ab1g1Jhqurq2h2G8vAeQZs80ePHcPVa9fRsFEjM0AyIvrp3LmL5GMvcot2mHY01GBNmjQZ5/0u4LAMvnv37Tf9xbICsH7w4AHmzZuHFKLpYt9mGDWRBwHLssD2umbtOpGpAe1rm892IyMsK6CNBEUjRowYshpUxWxhI4Gy3SnjO3bsZNoo2xnbb6fOnR0TRG7BGjFyFLxFhvCZ4SzLMrJn1eo1OH3mrAnL9HkGuGUFpE95MHbsWFApwrwyXHg0WbNmFS3xQhw/8VgenDiBhQsXIU+ePA7Z5pxv9lmeVuHmFkVWm5YZJzc3N/To2dPIgKDy4KyMg+zzlCPffPstTsk4S4yPHD1m/HP/MuvGRCSXxk2a4pAomoqXKOFIP2nSpOAkhHEdFPJ74OAh1KxZUyYpARMNKqeWLv0HCRImDDQpkej0vyIQoRD4j7VGqGy/fGa5fO/J/ZtRo758JJE4pGVZoOaAg9PzTCgorIsXL45jx4/jzJnTgZDjhIbHk5HgBXJ4yotlhZz+kSOHjbbqo48+NHl8SjThwilOnLhm/zxJwbMylClTZqMRnzx5Mrjn8ln+nd05iHLlJWHCRM7Wz/XMwZKaYw6ozgHOnz8HHqdYVbTd7E/Obi/+rCEiMgJx4sQxS/3PIw8++uhjoxXltilOrJzLzS0P/A6Fd2f7Zz2z/7B9s507++X3D2vXrEG58uUixBY5loPljyNywbkcwT17eXmhYKFCmDZtGm45/ThWcH6D2rGeKL+5l9uyAiYQQf2E9M7VJfZ3ynVnP1yx2rhhAz779FNwO5Wzmz4rAhEJAZeIlFnNa8RDgAKYPz/6wQcf4LysAoRlCQ6LBqNMmbIoU6ZMuNw6EZqyxxHi0bBhI/BjGD8/v9BE9UrCnjt3DtTKcZUn6AD5ShLQSN5KBKhxZJvh9p8Xndy9KCDHZQWK30JUrFjprZMHXEH79tta5qPXs2fPvig0r9w/SXG69OnxXd16UHnwFHjVKdwjoKQ43FdRxM9gkiRJwOXRokWLhmlhuPd80ODBeBmNaJhm7BVFXrBgQYwcNTpcaGJy5MiJ3r37gNssXlHxNJpIggCX3evXb2D2vIdlkT8oVgxDhw0zH7aGZTpvKu5cuXJhlMgDL9Eav6k82OnyVJqffvrZ/BKfbad3RSAiIqCkOCLWWgTMM5ffqTUOy6xz+ZTphGUaIcT9WqwtyzJaGMt6sSXPsMgc6/JtxjosMNM4AxB4XW3ndaUTUKrXf7Ws8CMPLBcXs7/Yst68bIL+KQKhQEBJcSjA06CKgCKgCCgCikDkQUBLqgi83QgoKX6761dLpwgoAoqAIqAIKAKKgCLwHAgoKX4OkCKDFy2jIqAIKAKKgCKgCCgCkRkBJcWRufa17IqAIqAIRC4EtLSKgCKgCISIgJLiEKFRB0VAEVAEFAFFQBFQBBSByILA20OKI0uNaTkVAUVAEVAEFAFFQBFQBF45AkqKXzmkGqEioAgoAmGHgMasCCgCioAiEDYIKCkOG1w1VkVAEVAEFAFFQBFQBBSBl0PgjYRSUvxGYNdEFQFFQBFQBBQBRUARUATCEwJKisNTbWheFIHIgICWURFQBBQBRUARCIcIKCkOh5WiWVIEFAFFQBFQBBSBiI2A5j7iIaCkOOLVmeZYEVAEFAFFQBFQBBQBReAVI6Ck+BUDqtFFBgS0jIqAIqAIKAKKgCLwtiGgpPhtq1EtjyKgCCgCioAi8CoQ0DgUgUiGgJLiSFbhWlxFQBFQBBQBRUARUAQUgScReC5SPGHCeESL6q7m7cFA61LrUtuAtgFtA9oGtA1EkjYwdcqUJxmg2jyBgMsTNsFYZM6cBU2aNlWjGGgb0DagbUDbQARqAzpu6ditbYBtIEPGjMGwO7UKisBzkeJ8+fKhd+8+ahQDbQPaBrQNaBvQNqBtQNtABGsDuXPnDsr/9D0YBJ6LFAcT7o1baQYUAUVAEVAEFAFFQBFQBBSBV4VAmJPiu3fvPldeb9++jb179+DSpUvP5f9FPV2/fg179uzB9evXXzSo+g/nCNy/fx/Hjh3DmTNnwnlONXuKwAsjoAEUAUVAEVAEXhMCoSLFV69exdixYzB48GCHGTJkCJYsWQKSXJLQvn36YPfu3c8szsGDB1Dm448xa9bMZ/p9GQ8bNmzEh6VLwdt748sE1zDhGIGLFy+idetW6NevbzjOpWZNEVAEFAFFQBFQBIJHIHzYhooUUzP3ww8/YOSI4Vi8aGGAWbwIO3fuALV3+/btw5y5c3Di+PE3XloPj7hwjRLljefjZTJAbTvx/fPP/5nJRkhxcJIyoH8/mZQsxoMHD0Ly9kL2jx49go/PNgwZMlg1sS+EnHpWBBQBRUARUAQUgYiEQKhIMYmXq6sr6tarj6nTphkzZcpUNG3aDDFjxsQnn3yCv//+B6U//PCNYxI1ajR4eHggUaLEiGh/Dx8+xOo1azBzxsynkt27d+9g1KhRog3fBIZ5FeUkKT544ACm/DUFly9ffhVRahyRDAEtriKgCCgCioAiEBEQCBUpZgEty0LUqO6IESPmYxND3qPCsizcuXNHCJo3bt26Ra+gxnPv3r2YOHEiRo8eBZ9t257QfNKPj48PeDbylClTzF5Rkm8TgVy4J3j9+vUYO2YMxo0dg+3i98aNG+IS8P/ChQvY5O2NI0eOgOfyTZs21aQfRbTE8eLFg7u7u/FITfZx0WBPnTrVaLpXr16Na9euGregF6Z/8uRJzJs7F8OGDcXcOXPAsLQnaTxx4gSYJzsftN+/fx+2bdtqouL72TNnsG7dWgwd+ifGjB6NjRs3mHwZD48vDL9jxw7jPmHCBNHQ+oB2O8WO2vZr165h8eLFWCN59ff3fxwq4Hb+/HlsWL8BN2/exFEp+6JFi7Br164AR7neu3cPhw4dwjQp7wjR7P/zzz84d+6cuAT8Jx4nThx3uK9auRLUPFPbv2v3brMXm+lya8zp06cDAgW5Mq/Lly83+8I3SB2NGjUSkydNMlgx/iDezSvJO/NJvPhsLOXC7TerV68CcTf4nT2Lf/9dZ/Bj2yHeLKt4feI/09q+fXsgzTbrac+e3fAW3BmfHYh59vbeKG1prGlTrDO2Mdtd74qAIqAIKAKKwHMgoF7eAgRcwrIMmzdvQs0aXxgyw3T+/vtvfFmzBlauWC6EcRt+/vlnkFDSzTaLFi5El86dsGzpUvTp3RtVKlcyfunOj/B69eqJtm3bYNMmb2zavBm169QGtxXwQzr6Wbx4Eb78siaaNG6EmbNmYsniJUKsfJEiRQp06tgJyZMnozcT5zdff4UFC+Zj585dGD58mNj5GDfnC4mat5Dshg0aYNLkSbBJfaOGDYW0bjMa2a1bt6BB/XqYN2+uCXrw4EG0a9cOJJC0IPkcMGCAEOph2L9vH1YJ2Wsg8Y0bN5bOxpCIDRw4AJUrVcRaIc+rV61ErW+/BUnmipUrsFfCnRViOGf2LMnzAiG0Z004+8JJwHwpC4ns7t27MHPmDJDo052Tk3nz5hnslyxZjF1S3j59eqNpkybw9fWlF5BEMr358+cb95EjR2LLli1C5Ndh/b//4sIFP9H6/23iPXBgvwkT9EIcWL/tpH5+++03rF2zFoMGDZR0axqCTmIaNAwJ7KRJE6VuOoLls91JVOvVrSt52Aw/Pz8Tz9A/hxr81orWvHGjhjJ5GGV7D3TnHuOePX4Uzfp0hz0nW4MHDUajRo0M2acDNd+//PILWrRoIZOUjdi8ZTNq16oN1gNxpB81ioAioAgoAoqAIhA5EAg1KaYGkiRl+PDhQiyHm+V7Eqyg8NHf/PnzhJSmQO8+fdG//wD07dvXkFVnvzdu3ES37t0xUAhMv/79zJL9qlWrzLYBao5nz56N7t1/RD8JzzhqCYmZMWMG9u//j6iRhGbPnh39+vUHyVnKlKkQO3Zss40jVqzYJq6NGzbgwcOH4PnL/fr3N35z5szpnBXzTG0ktcMpU6WU/PYz/kjmXaO4YuzYseD2keLFi5u4//jjD5AQTxJNeOxYsfDNN9+YOOLEiY2aX34ZUGbJE/NdqlQpzJ8332jT6Wnt2rWiHZ+Azp27YODAQRgg5n9//ol33smGhg0boYSkkS5dOvzeuw+6duuGDBkCH8RdoEABdOnSBYkSJcJHH31s8llXSCXjPnr0iNGwVqhYycTL8hLDvfv2itZ+gsFjkxD/e/fuS/y9Bdv+6NuvH/LkyWPK8LWUgxh26NgRffv2Q5EiRRltsObKlSu4c/cufpIJz8BBgzB48BDcv38Ps2fNekIzzgiowS9YsBAOHT7s+CCTbYVa7/jxE+Ddd9+TuouFGjVqSL76oa/g10/q/uOPy2DhwkVPrDQwzuc1/Khz4sQJ6Na1G/rLpIX10lgmCjNnzjQk3hGPPigCioAioAgoAorAW49AqEkxNXDTpk1D61YtjenQvh3+EY0wNYDO6JH8xI0b12j+VgnJpQY2uWhvY8SI4ewNVapWETKWV4hQbOTKlRteXl6iTT4Obh3YvGkTcubIKUTpXbi5uRlCWq5sWeP31MlTRmvLyDJmzIgvhEQlTZoU8RMkQLRo0WjtMCSysWLHwqGDhzB9+jSzrSNhwoRg/hyeHj/4+/vj7JmzKFGiJJIkSWJsU6ZKhSKFi5jwJM1x43qgZs2aOHXypGhFa2D2nNn45JNPkThxgH8S8XfeeQfcvgH5437rZMmSi5b2hGgtrwhpvA9qkF1cXPDRxx+BmESPHh2FChVCmjRpHWWVoIglZJtu9Mt32/A9atSo5pVY0x8xonb2pGBjwUK5cuXMXm/LspAjRw4UyF8APtt8QBJKPA4LMeV2EtapjQfjYjyMmPli3okf34MzzEPFihWROXNmk9es2bIhS9asounea7Z2nD9/DseOHTPm3LmzYL6zZMlisFm5coWJ8vLlS0ZrW7VaVUPyY8aMhWzZ3gFJMj0wH8mSJcOpUycNfrR7UcMybtmyFTmy50DhIkUcGJcvXx4JhIz7igadbfRF41X/ioAioAhEVAQ034pAZEfAJbQAkCQNGDgQV65eM+bceT+0btMGJFPOcVuWhfbt26OIEJAWzZuDx69xqwOX9p39kYBZlmWsLMuCZbngkWh0b9++hePHj2H58mXIlzcvsosGlebTTz8xpDamkEXLskw4F1fXJ9I3Dk6XypWriPbxCwzo3x8FRcs6etRI+AsBdvJiHq9c8cc+0ai2ad1KCFR2k26e3LnArQ8kjpZlGX+5cuVG5SpVwT3BGTJkQNEPPjCknY4sI/fANmtEOc5mAAAMZElEQVTWVAh/bmTNkhm//fqL2S9M0kpN6ukzp5FESHQs0WQzzKsyjP/iBT/RfO5ExYoVTP6JW4H8+eDtvREkl5ZloUKFCobYDxk8CPnz5QP3HV++/HIf1jnXPQk0t66wDrmdpnDhwvjww9LGVK1SBdzqkFQmL3mlTletXGVWBo4cOWrs33vvPViWZep348aNaNGiuQO/Xr16mYnSo0cvh9SdO7fhe+I4uM87f77/2lPpUiWNRpsrCy8Xs4ZSBBQBRUARUAQUgYiIQKhJ8YsUOl68+Jg4aTIm//UXMgsxrFOnDril4nniILkiYeRS+4KFC7FCCJRtZs+eg2LFihkC9Txx0U8sIdF9+vbDAlmC//zzz9GnTx+MHDmCToGMu3tUJEniiQ4dO2LZ8uWB0h06bBiotWUAEvZtW7eCRO6IaFx5LB01jSSl3P/cXAgxCf+oUaMxQ5bna9Wq7dBgU1tK7eetWzeN1pbxvUoTNVp0cPvD0KHDAuWf+P3y66/mw0hqY3/7/XeDR+XKlc1kYZiUL7T5YPn5MRtxyp07D+bMmeMwxCKBaPJJQD/66COzb3nDhg3Y7rMNiURz7+XlBYbfunULiB/zwjAzZs7Cd3W/Mxp12r2McXFxBSdSuXLlwvwFCwPhMnfePDA/LqK5f5m4NYwioAgoAoqAIqAIRDwEXispJjyuosUtWLAgOnbshJQpUoAkiPbPMtGjx0CatGmw/8B+IY53QS2tbbjtgfE+K47g3LlPt2WrlqAGc/PmzU944ZaHGDGi4+TJk4gTJ06gdEn0GICkb+zYsXj46CGG/PEHuDeZ79Q8k9SdOHGC3kAiTBKWMWMmuLm7gaSZDm5u7mZvNZfsDx06SCtj7ty5g0MHDxqNs4dHPHM3DiFcuHUhQYKEgVxJ7BInTgxq2rldwcbMvrs/Po3DDpQ2bVp83/J7fFCsGEhGLctCbNFeEwPbz9Pu3IrBbS7MO/1x28vuXbuRPEVKkPxmyZIVtkmXPj29GJMjR054enqa0y/4gWBOIausV+J30tcXDx48xDfffAvilylTJkPknU+RMJEEuezcudNhc/DgAfgI2bYtWHdeXmlkFWAf7ojW2MaDdw8Pj2dibcejd0VAEQhHCGhWFAFFQBEIBQKvjRSfOnUKlWT5fvz4ceDRYH/9NRlHjx5FyZIlnyv7rq4u+P777yGqQ7Rt21aWvdeZfan8+K6lkDieCvFcEYmnK1euoGOHDqId7m3y8M/f/+Dff/9F0aJFxTXw/3jxPPDll19iimi3eSrBsWPHhFz5oGvXrujfvx9I2kjsZ8+ejQYNGoKEl9so+CHfvHlzjfY6vmjIuRWBH3Vx3y410vwY746QXqZmWRaKFy+BxKKR5sdxkydPwtSpU1C6dCmMGDnS7HdNljy52QLBDxrniSaT+WBYZxNLyGvyFMmxcOEC/CX5pT+658iRAyVKlDB5Hjt2jMGN5W3cuDH4zpMWunTpjN9//83gsXTpMvDjSU4ULMtCIiHVPOqOfhlncJMHpkNDUjxkyBCwTvghW40vqkucRwTbIg6tOv0FNSTu3Ns7bdpU8NQLfuQXNWo0g5+H4Mc6Iy5Hjhwxp06Mk0kIj20LGg/fOXnhFpbp06djwID+BovWrVubrRl0p3ERLXDjxo1Mnlq2bIlVq1YZXPiRXfNmzcw2GPpTowgoAoqAIqAIKAKRA4FQkWJqJkk+PESLGRxcMWPGBLV6JGs8FaFY8eLgzz5X+PwzIX1T8euvv+Hjj8uYoCRAGTJmhIdTXJZlwUuW0D2TJhVy5IJUqVKDS+f8iK9hg/ooX66sIbbJkyVHypQpTTzULqZNkxZRhVAZi2AuzFfBQgUxR4jsJ+XL4edffkaVqlXx1VdfP+Hb1TUKqn9RAzyVYJYs2zPNr7/6Els2bxKi94FoYG+bfc48TaJ06dIg2SK5/qJGTUydMlWI2CUUF0LaslUrLF+2DCz7dp/taCrEK3fu3I69z9TQ8iO3zKIF/alXL/Tq2ct8aEfyzUxxOb/oB8UwauQI/O+PIeC5xLR3NpZlCRltBRdXV/QWgrts2VLjHCtWLHTu8gP4EVn/fv0Nbjxijh+9lSxZynx8R+39gvnzQTx69eyBChUqGs0sI8icOTM+l/e/lyzBjz92l0nNf9psBPmjBrZ16za4eOGiOQ3jypWr+EXquVSp0lKHAfuvgwQxr5ZloWLFijKpyIgyZcuiQIGCDvuiRYugTZs2WC3E9bNPP8FGb2+DX968+QQ/V2NY/54yqWAg5qHF9y3xba1aGDliBAYPHoQaUof16tdH2nTp4Cr40F8K0V5z64S7mxuaNm1icPmpV0+ZnCRGmjRp6EWNIqAIKAKKgCKgCEQSBFxCU05uPVi8eAkqVaoUbDT58xfAqtVr8P7775sfzeAv3W3Zus3YrRZ7khY7YEYhxP/8szRQXCQ3w4XUcKtFtMcnSPCotXnz5uPf9RuwctVqeHtvQivRApL4MS6e+jBp8mSQrPM9OMMPwT777HOsXrPWxLFG7l2ENNpxBA3D/b7NmjXHho0bjf91/643+1CpzWQee/X6SbSsvUFCzrDUVP74449YsHChOTGBkwceq7Zm7ToTnnuRGd+06TOMO8PQkBhPmvwX6I/E77fffjeaTLrx5IvJUi6mPWfuPCGNBWj9hMmXLx9Wr16N9Rs2gkfS2R7ixYsnE4i+2LJ1q8kDyzJt2nSzbYMksXz5T4w9MWX6Xbt1M9tFGJ7bHkjO165bJxr6f1G9+he0DtZYloVs72TDhIkTJR9rDGYVKlQQ4holWP/Olnny5JX8bTP5Zn5tN3f3qKhbrx7s+ho5cpSQ2GbgryhyuwgNy8qJhx2Gmmcet7dOVgD4QyU8Vu57IcpTp05zlIt+2e5mz5mL9Y/b0+YtW9GpU2ez1YPuahSB14uApqYIKAKKgCLwphAIFSl+mUxTkxo/fnyzJeBlwtthSGC5/9N+f9k74yCxfd7w9E+S+Lz+nf25u7sLCY7vbPXEs2VZ8PDwcHyEF9QD0+YHe0Htnd+jRHEzH6FZloWgf8SfZQipzE9z48d4LEPQOIN7jxIlyjPLGly4p9kxbX6Y9zQ/Qd1ix44jE4sYQa2feOfqAcv+hINaKAKKgCKgCCgCisCrRSCcxvbaSXE4xUGz9YoQIOn28Ij3imLTaBQBRUARUAQUAUVAEXg9CCgpfj04R4pUihQpigsXL5mTPCJFgbWQwSGgdoqAIqAIKAKKQIREQElxhKw2zbQioAgoAoqAIqAIvDkENOW3EQElxW9jrWqZFAFFQBFQBBQBRUARUAReCAElxS8El3qODAhoGRUBRUARUAQUAUUg8iGgpDjy1bmWWBFQBBQBRUARUAQUAUUgCAJKioMAoq+KgCKgCCgCioAioAgoApEPASXFb2Oda5kUAUVAEVAEFAFFQBFQBF4IASXFLwSXelYEFAFFQBEILwhoPhQBRUAReJUIKCl+lWhqXIqAIqAIKAKKgCKgCCgCERKBcEqKIySWmmlFQBFQBBQBRUARUAQUgQiKgJLiCFpxmm1FQBF4CxDQIigCioAioAiEGwSUFIebqtCMKAKKgCKgCCgCioAi8PYhEFFKpKQ4otSU5lMRUAQUAUVAEVAEFAFFIMwQUFIcZtBqxIpAZEBAy6gIKAKKgCKgCLwdCCgpfjvqUUuhCCgCioAioAgoAmGFgMYbKRBQUhwpqlkLqQgoAoqAIqAIKAKKgCLwNASeixRfu3YNhw8fVqMYvI1tQMuk7VrbgLYBbQPaBt7qNnD9+vWncUF1e4zAc5HiOXNmI1vWLGoUA20D2ga0DWgb0DYQIduAjuGRmccsXLDgMe3T29MQeC5S/P5772PU6NFqFANtA9oGtA1oG9A2oG1A20AEawMFCxV8GhdUt8cIPBcpTpM2LWrUqKkmnGKgdaNtU9uAtgFtA9oGtA1oGwipDaRO7fWY9untaQg8Fyl+WgTqpggoAoqAIqAIvAYENAlFQBFQBMIUASXFYQqvRq4IKAKKgCKgCCgCioAiEBEQCB+kOCIgpXlUBBQBRUARUAQUAUVAEXhrEVBS/NZWrRZMEVAEwhsCmh9FQBFQBBSB8IuAkuLwWzeaM0VAEVAEFAFFQBFQBCIaAhE2v0qKI2zVacYVAUVAEVAEFAFFQBFQBF4VAkqKXxWSGo8iEBkQ0DIqAoqAIqAIKAJvKQJKit/SitViKQKKgCKgCCgCisDLIaChIicC/wcAAP//l0aV6wAAAAZJREFUAwBAP7UaZpEyeQAAAABJRU5ErkJggg==\" width=\"709\" height=\"366\"\u003e\u003c/p\u003e\u003cp\u003eControl/DEX 1 \u0026micro;g group: .001. (There was no significant difference between the control group and the 1 \u0026micro;g DEX dose. Although I/R was not applied, we can conclude that the 1 \u0026micro;g DEX was insufficient to correct the procedure-related ischemic damage.\u003c/p\u003e \u003cp\u003eControl/DEX 5 \u0026micro;g group:.022 (There was no significant difference between the control group and the 5 \u0026micro;g DEX dose. Although I/R was not applied, we can conclude that the 5 \u0026micro;g DEX was insufficient to correct the procedure-related ischemic damage.\u003c/p\u003e \u003cp\u003eControl/10 \u0026micro;g DEX group:.2 \u003cb\u003e(\u003c/b\u003eThe fact that the control group, that is, the group in which only mesentery samples were taken without I/R, was similar to the group in which 10 \u0026micro;g DEX was applied explains the protective effect of DEX).\u003c/p\u003e \u003cp\u003eThere is a significant difference between the I/R group, the control, and the 10 \u0026micro;g DEX group. Therefore, we can say that histopathologically sufficient protection from I/R injury is possible only with a dose of 10 \u0026micro;g DEX. The lower doses of 1 and 5 \u0026micro;g DEX seem to have an insufficient protective effect against I/R injury. The histopathological evaluation of mesentery tissue for I/R injury. A: Control group; Normal histology of mesentery (Grade 0), B: 10 \u0026micro;g DEX group; Mild edema and mild vascular congestion are observed (Grade 1), C: 5 \u0026micro;g DEX group; Moderately edema and moderately vascular congestion are observed (Grade 2), D: 1 \u0026micro;g DEX group; Severe edema and severe vascular congestion are observed, as well as mild hemorrhage and mild neutrophil-leukocyte infiltration (Grade 3), E: I/R group; Severe edema, severe vascular congestion, intense hemorrhage and intense neutrophil-leukocyte infiltration are observed (Grade 4). All slides are Hematoxylin-eosin with x200 magnification (Fig.\u0026nbsp;3. A, B, C, D, and E).\u003c/p\u003e \u003cp\u003e \u003c/p\u003e"},{"header":"Discussion","content":"\u003cp\u003eIn our study, DEX's anti-inflammatory and antioxidant effects were investigated in the mesenteric I/R injury model. Mesenteric I/R injury is a complex process in which both oxidative stress and inflammatory responses play an active role [\u003cspan additionalcitationids=\"CR3\" citationid=\"CR2\" class=\"CitationRef\"\u003e2\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR4\" class=\"CitationRef\"\u003e4\u003c/span\u003e]. Mesenteric I/R injury is a clinical state that causes serious damage to many organ systems, especially the intestinal tissue, and has a high mortality rate. The basic mechanisms of this pathology are based on inflammation, oxidative stress, and cellular apoptosis [\u003cspan additionalcitationids=\"CR4 CR5 CR6\" citationid=\"CR3\" class=\"CitationRef\"\u003e3\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR7\" class=\"CitationRef\"\u003e7\u003c/span\u003e]. Our study determined that a certain dosage of DEX has a protective effect on these processes. Our findings are largely consistent with those of similar studies in the literature and reveal the potential of the drug for use in clinical applications.\u003c/p\u003e \u003cp\u003eInflammation is another important pathological process during mesenteric I/R injury. With the onset of reperfusion, inflammatory cells, especially neutrophils, rapidly migrate to the tissues and cause the secretion of various cytokines. This inflammatory process causes further damage to the tissues, negatively affecting organ functions [\u003cspan additionalcitationids=\"CR5\" citationid=\"CR4\" class=\"CitationRef\"\u003e4\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR6\" class=\"CitationRef\"\u003e6\u003c/span\u003e]. DEX suppresses neutrophil activity, which contributes to the alleviation of the inflammatory process. DEX doses used in our study were determined by taking similar studies in the literature and the recommended dose ranges as examples [\u003cspan additionalcitationids=\"CR13 CR14\" citationid=\"CR12\" class=\"CitationRef\"\u003e12\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR15\" class=\"CitationRef\"\u003e15\u003c/span\u003e]. To our knowledge, no similar study comparing different doses of intraperitoneal DEX could be found in the current literature. One of the results in our study indicated a protective effect of DEX in rats with intestinal I/R injury by reducing the inflammatory response and oxidative stress. Consistent with the literature, inflammation and oxidative stress play an important role in the pathogenesis of intestinal I/R injury, and the reduction of inflammation and oxidative stress was associated with an enhancement in intestinal I/R injury [\u003cspan additionalcitationids=\"CR18 CR19\" citationid=\"CR17\" class=\"CitationRef\"\u003e17\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR20\" class=\"CitationRef\"\u003e20\u003c/span\u003e]. Similarly, Chen et al. reported that Dex reduced the inflammatory response and oxidative stress in rats with intestinal I/R injury and concurrent lung injury [\u003cspan citationid=\"CR21\" class=\"CitationRef\"\u003e21\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eChen et al. [\u003cspan citationid=\"CR22\" class=\"CitationRef\"\u003e22\u003c/span\u003e] conducted a spinal I/R injury study with 30 rats, comparing control, drug-free I/R injury, and low, medium, and high-dose DEX groups. They reported that DEX administered during the reperfusion phase had a protective effect against spinal I/R injury by reducing neutrophil infiltration. Furthermore, in the same study,[\u003cspan citationid=\"CR22\" class=\"CitationRef\"\u003e22\u003c/span\u003e] they reported that significantly less tissue edema was observed in the DEX-treated I/R injury group compared to the control and drug-free I/R injury groups in the same rat spinal I/R injury model. In our study, histopathological examination revealed a decrease in neutrophil-leukocyte infiltration in the DEX groups, with a significant difference between the I/R group, the control group, and the 10 \u0026micro;g DEX group. In our study, we found that the 10 \u0026micro;g DEX dose provided histopathologically sufficient protection against I/R injury, but lower doses (1 and 5 \u0026micro;g DEX groups) of DEX did not provide sufficient protection against I/R injury. The similarity between the control group, which received only mesenteric samples without I/R, and the group receiving 10 \u0026micro;g DEX demonstrates the protective properties of DEX.\u003c/p\u003e \u003cp\u003eIn a study conducted by Hu et al. [\u003cspan citationid=\"CR23\" class=\"CitationRef\"\u003e23\u003c/span\u003e] on 70 healthy adult male Wistar rats, low-dose bolus (10 \u0026micro;g /kg) DEX and high-dose bolus (100 \u0026micro;g/kg) DEX groups administered via the tail vein were compared with drug-free I/R injury and control groups. DEX decreased total oxidant status (MDA, MPO, LOOH) and raised total antioxidant status (CAT, SOD, GPX) in intestinal I/R injury in their study in rats. Hu et al.[\u003cspan citationid=\"CR23\" class=\"CitationRef\"\u003e23\u003c/span\u003e] examined the intestinal edema histopathologically and found it to be significantly reduced in DEX-treated groups. Zhang Q et al.[\u003cspan citationid=\"CR24\" class=\"CitationRef\"\u003e24\u003c/span\u003e] reported that they administered DEX intravenously at doses of 1 and 5 \u0026micro;g/kg/hour to prevent intestinal I/R injury in rats and that DEX reduces oxidative stress and protects against intestinal I/R injury in rats. These findings are consistent with the results of our study and confirm that DEX may have protective effects on oxidative stress. Histopathological evaluations showed a significant decrease in the scores that evaluated inflammation, edema, neutrophil-leukocyte infiltration, and hemorrhage in the DEX groups. These results suggest that DEX may protect against mesenteric I/R injury by suppressing oxidative stress.\u003c/p\u003e"},{"header":"Conclusion","content":"\u003cp\u003eWe demonstrated a significant difference between the I/R group, the control, and the 10 \u0026micro;g DEX group. Our study demonstrated that DEX effectively reduced mesenteric I/R injury and intestinal tissue damage scores. DEX administration decreased oxidative stress caused by mesenteric I/R injury, and in histopathological examinations, it was observed that neutrophil infiltration was suppressed and edema was reduced. In line with these results, it is seen that DEX provides effective protection against mesenteric I/R injury and prevents tissue damage by suppressing both oxidative stress and inflammatory response. However, large-scale studies are needed to fully understand the anti-inflammatory and antioxidant effects of DEX.\u003c/p\u003e"},{"header":"Abbreviations","content":"\u003cp\u003e\u003cstrong\u003eDEX: \u0026nbsp;dexmedetomidine\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eSMA: \u0026nbsp;superior mesenteric arteria\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eI/R: \u0026nbsp;ischemia/reperfusion\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCG: control group\u003c/strong\u003e\u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003eConsent for publication:\u0026nbsp;\u003c/strong\u003eNot applicable.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eEthics approval and consent to participate:\u003c/strong\u003e This study was approved by the Başkent University Experimental Animal Research Ethics Committee (Project no DA 24/26).\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eData Availability :\u003c/strong\u003eThe datasets used and/or analised during the current study are available from the corresponding outhor on reasonable request.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCompeting Interests:\u003c/strong\u003e The authors declare no competing interests.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eFund:\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThis study was approved by the Başkent University Experimental Animal Research Ethics Committee (Project no DA 24/26) and endorsed by the Başkent University Research Fund.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAuthor Contributions\u003c/strong\u003e :\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCorresponding auther Figen Leblebici:\u003c/strong\u003e Conception, Data Collection and Processing, Literature Review, Analysis, Writing\u003cstrong\u003e\u0026nbsp;. email: [email protected]\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eNedim \u0026Ccedil;ekmen:\u003c/strong\u003e Critical Review, Supervision.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eEzgi G\u0026uuml;neş T\u0026uuml;mer:\u003c/strong\u003e Data Collection and Processing.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAhmed Uslu:\u003c/strong\u003e Data Collection and Processing, Literature Review, Analysis.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eMerih Demirel Tepeoğlu:\u003c/strong\u003e Pathological tissue examination and evaluation.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eŞevval Aydınay:\u003c/strong\u003e Preparation for the experiment and application of anesthesia.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eMeri\u0026ccedil; Yavuz \u0026Ccedil;olak:\u0026nbsp;\u003c/strong\u003eThe perform statistical analysis.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAcknowledgements:\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eNone\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\u003cli\u003e\u003cspan\u003eBarzegar M, Kaur G, Gavins FNE, Wang Y, Boyer CJ, Alexander JS. Potential therapeutic roles of stem cells in ischemia\u0026ndash;reperfusion injury. Stem Cell Res. 2019;37:101421.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eTassopoulos A, Chalkias A, Papalois A, Iacovidou N, Xanthos T. The effect of antioxidant supplementation on bacterial translocation after intestinal ischemia and reperfusion. Redox Rep. 2017;22:1\u0026ndash;9.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eVollmar B, Menger MD. Intestinal ischemia/reperfusion: microcirculatory pathology and functional consequences. Langenbecks Arch Surg. 2011;396:13\u0026ndash;29.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eGrootjans J, Lenaerts K, Buurman WA, Dejong CH, Derikx JP. Life and death at the mucosal\u0026ndash;luminal interface: new perspectives on human intestinal ischemia\u0026ndash;reperfusion. World J Gastroenterol. 2016;22:2760\u0026ndash;70.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eClair DG, Beach JM. Mesenteric ischemia. N Engl J Med. 2016;374:959\u0026ndash;68.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eSchoots IG, Koffeman GI, Legemate DA, Levi M, van Gulik TM. Systematic review of survival after acute mesenteric ischaemia according to disease aetiology. Br J Surg. 2004;91:17\u0026ndash;27.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eLi G, Wang S, Fan Z. Oxidative Stress in Intestinal Ischemia-Reperfusion. Front Med (Lausanne). 2022;14:8.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eLi G, Zhou J, Wei J, Liu B. Dexmedetomidine Ameliorated Cognitive Dysfunction Induced by Intestinal Ischemia Reperfusion in Mice with Possible Relation to the Anti-inflammatory Effect Through the Locus Coeruleus Norepinephrine System. Neurochem Res. 2022;47(11):3440\u0026ndash;53.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eZhao S, Wu W, Lin X, Shen M, Yang Z, Yu S, Luo Y. Protective Effects of Dexmedetomidine in Vital Organ Injury: Crucial Roles of Autophagy. Cell Mol Biol Lett. 2022;27:34.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eChen Z-R, Hong Y, Wen S-H, Zhan Y-Q, Huang W-Q. Dexmedetomidine Pretreatment Protects Against Myocardial Ischemia/Reperfusion Injury by Activating STAT3 Signaling. Anesth Analg. 2023;137:426\u0026ndash;39.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eGarcia-Alonso I, Velasco-Oraa X, Cearra I, Correcher SI, Medina CM, Alonso-Varona A, et al. Prophylactic Treatment of Intestinal Ischemia\u0026ndash;Reperfusion Injury Reduces Mucosal Damage and Improves Intestinal Absorption. J Inflamm Res. 2023;16:4141\u0026ndash;52.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eZhang XY, Liu ZM, Wen SH, Li YS, Li Y, Yao X, et al. Dexmedetomidine administration before, but not after, ischemia attenuates intestinal injury induced by intestinal ischemia\u0026ndash;reperfusion in rats. Anesthesiology. 2012;116:1035\u0026ndash;46.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eNguyen V, Tiemann D, Park E, Salehi A. Alpha-2 Agonists. Anesthesiol Clin. 2017;35:233\u0026ndash;45.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eWeerink MAS, Struys M, Hannivoort LN, Barends CRM, Absalom AR, Colin P. Clinical pharmacokinetics and pharmacodynamics of dexmedetomidine. Clin Pharmacokinet. 2017;56:893\u0026ndash;13.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eLankadeva YR, Shehabi Y, Deane AM, Plummer MP, Bellomo R, May CN. Emerging Benefits and Drawbacks of A2-Adrenoceptor Agonists in the Management of Sepsis and Critical Illness. Br J Pharmacol. 2021;178:1407\u0026ndash;25.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eSun Z, Zhao T, Lv S, Gao Y, Masters J, Weng H. Dexmedetomidine attenuates spinal cord ischemia\u0026ndash;reperfusion injury through both anti-inflammation and anti\u0026ndash;apoptosis mechanisms in rabbits. J Transl Med. 2018;16:209.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eZhang X, Zhou J, Hu Q, Liu Z, Chen Q, Wang W, et al. The role of Janus kinase/signal transducer and activator of transcription signalling on preventing intestinal ischemia/reperfusion injury with dexmedetomidine. J Nanosci Nanotechnol. 2020;20:3295\u0026ndash;302.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eFu C, Dai X, Yang Y, Lin M, Cai Y, Cai S. Dexmedetomidine attenuates lipopolysaccharide\u0026ndash;induced acute lung injury by inhibiting oxidative stress, mitochondrial dysfunction, and apoptosis in rats. Mol Med Rep. 2017;15:131\u0026ndash;8.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eXiao W, Wang W, Chen W, Sun L, Li X, Zhang C, et al. GDNF is involved in the barrier-inducing effect of enteric glial cells on intestinal epithelial cells under acute ischemia reperfusion stimulation. Mol Neurobiol. 2014;50:274\u0026ndash;89.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eJin C, Fu WL, Zhang DD, Xing WW, Xia WR, Wei Z, et al. The protective role of IL-1Ra on intestinal ischemia reperfusion injury by anti-oxidative stress via Nrf2/HO-1 pathway in rats. Biomed J. 2019;42:36\u0026ndash;45.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eChen Y, Bian W, Xu B. Pretreatment with dexmedetomidine alleviates lung injury in a rat model of intestinal ischemia reperfusion. Mol Med Rep. 2020;21:1233\u0026ndash;41.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eChen F, Wang D, Jiang Y, Ma H, Li X, Wang H. Dexmedetomidine postconditioning alleviates spinal cord ischemia-reperfusion injury in rats via inhibiting neutrophil infiltration, microglia activation, reactive gliosis, and CXCL13/CXCR5 axis activation. Int J Neurosci. 2023;133(1):1\u0026ndash;12.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eHu Q, Liu X, Liu Z, Liu Z, Zhang H, Zhang Q, et al. Dexmedetomidine reduces enteric glial cell injury induced by intestinal ischaemia-reperfusion injury through mitochondrial localization of TERT. J Cell Mol Med. 2022;26(9):2594\u0026ndash;606.\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eZhang Q, Liu XM, Hu Q, Liu ZR, Liu ZY, Zhang HG, et al. Dexmedetomidine inhibits mitochondria damage and apoptosis of enteric glial cells in experimental intestinal ischemia/reperfusion injury via SIRT3-dependent PINK1/HDAC3/p53 pathway. J Transl Med. 2021;19(1):463.\u003c/span\u003e\u003c/li\u003e\u003c/ol\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-anesthesiology","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":false,"externalIdentity":"bane","sideBox":"Learn more about [BMC Anesthesiology](http://bmcanesthesiol.biomedcentral.com/)","snPcode":"","submissionUrl":"https://www.editorialmanager.com/bane","title":"BMC Anesthesiology","twitterHandle":"BMC_series","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"em","reportingPortfolio":"BMC Series","inReviewEnabled":true,"inReviewRevisionsEnabled":true},"keywords":"Dexmedetomidine, Animal model, Mesenteric ischemia, Reperfusion, Anti-inflammatory agents, Antioxidants","lastPublishedDoi":"10.21203/rs.3.rs-8968259/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-8968259/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003ch2\u003eBackground\u003c/h2\u003e \u003cp\u003eOur study aimed to investigate the anti-inflammatory and antioxidant effects of intraperitoneal Dexmedetomidine (DEX) infusion at different doses in rats with mesenteric ischemia-reperfusion (I/R) injury.\u003c/p\u003e\u003ch2\u003eMethods\u003c/h2\u003e \u003cp\u003e40 rats were randomly divided into five groups (n\u0026thinsp;=\u0026thinsp;8). I/R was not produced in the first group (Group control). In the second group (Group I/R), the superior mesenteric artery was ligated for 30 minutes and reperfused for 60 minutes. DEX was not applied to groups 1 and 2. During the I/R procedure, DEX infusion was administered intraperitoneally at 1 \u0026micro;g/kg/h to group 3 (Group 1 \u0026micro;g DEX), 5 \u0026micro;g/kg/h to group 4 (Group 5 \u0026micro;g DEX), and 10 \u0026micro;g/kg/h to group 5 (Group 10 \u0026micro;g DEX). Intestinal mesentery samples were taken from the ileum for histopathological grading of I/R injury:\u003c/p\u003e\u003ch2\u003eResults\u003c/h2\u003e \u003cp\u003eWe found a significant difference between the I/R group, the control, and the 10 \u0026micro;g DEX group. Therefore, we can say that histopathologically sufficient protection from I/R injury is possible only with a dose of 10 \u0026micro;g DEX. Lower doses of 1 and 5 \u0026micro;g DEX seem to have an insufficient protective effect against I/R injury.\u003c/p\u003e\u003ch2\u003eConclusion\u003c/h2\u003e \u003cp\u003eOur study showed that DEX reduced intestinal tissue damage scores and oxidative stress caused by mesenteric I/R injury, and suppressed neutrophil infiltration and reduced edema in histopathological examinations. However, large-scale studies are needed to fully understand the anti-inflammatory and antioxidant effects of DEX.\u003c/p\u003e","manuscriptTitle":"Anti-Inflammatory And Antioxidant Effects Of Dexmedetomidine Infusion In Rats With Mesenteric Ischemia-Reperfusion Injury","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2026-03-12 10:28:46","doi":"10.21203/rs.3.rs-8968259/v1","editorialEvents":[{"type":"communityComments","content":0},{"type":"editorInvitedReview","content":"","date":"2026-05-16T13:08:33+00:00","index":"hide","fulltext":""},{"type":"editorInvitedReview","content":"","date":"2026-05-16T10:41:01+00:00","index":"hide","fulltext":""},{"type":"reviewerAgreed","content":"154688210317914144358496792635821800781","date":"2026-05-11T07:16:25+00:00","index":"hide","fulltext":""},{"type":"editorInvitedReview","content":"","date":"2026-05-08T07:52:52+00:00","index":"hide","fulltext":""},{"type":"reviewerAgreed","content":"113896174468971918751325363561697841990","date":"2026-05-08T07:44:33+00:00","index":"hide","fulltext":""},{"type":"editorInvitedReview","content":"","date":"2026-05-08T01:07:33+00:00","index":"hide","fulltext":""},{"type":"reviewerAgreed","content":"30479111918543837891401228568486635082","date":"2026-05-07T02:47:48+00:00","index":"hide","fulltext":""},{"type":"reviewerAgreed","content":"259854965313669662751153726380271275132","date":"2026-05-06T07:17:38+00:00","index":"hide","fulltext":""},{"type":"reviewerAgreed","content":"291784379994550784063299887903854347847","date":"2026-05-06T06:18:11+00:00","index":"hide","fulltext":""},{"type":"reviewersInvited","content":"","date":"2026-03-09T07:38:51+00:00","index":"","fulltext":""},{"type":"editorAssigned","content":"","date":"2026-03-09T07:37:18+00:00","index":"","fulltext":""},{"type":"editorInvited","content":"","date":"2026-03-05T12:45:29+00:00","index":"","fulltext":""},{"type":"checksComplete","content":"","date":"2026-03-03T17:32:40+00:00","index":"","fulltext":""},{"type":"submitted","content":"BMC Anesthesiology","date":"2026-03-03T10:52:52+00:00","index":"","fulltext":""}],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"bmc-anesthesiology","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":false,"externalIdentity":"bane","sideBox":"Learn more about [BMC Anesthesiology](http://bmcanesthesiol.biomedcentral.com/)","snPcode":"","submissionUrl":"https://www.editorialmanager.com/bane","title":"BMC Anesthesiology","twitterHandle":"BMC_series","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"em","reportingPortfolio":"BMC Series","inReviewEnabled":true,"inReviewRevisionsEnabled":true}}],"origin":"","ownerIdentity":"cf2ed191-ceab-4ab3-bc1d-64b6b75d3078","owner":[],"postedDate":"March 12th, 2026","published":true,"recentEditorialEvents":[{"type":"editorInvitedReview","content":"","date":"2026-05-16T13:08:33+00:00","index":62,"fulltext":""},{"type":"editorInvitedReview","content":"","date":"2026-05-16T10:41:01+00:00","index":61,"fulltext":""},{"type":"reviewerAgreed","content":"154688210317914144358496792635821800781","date":"2026-05-11T07:16:25+00:00","index":58,"fulltext":""},{"type":"editorInvitedReview","content":"","date":"2026-05-08T07:52:52+00:00","index":56,"fulltext":""},{"type":"reviewerAgreed","content":"113896174468971918751325363561697841990","date":"2026-05-08T07:44:33+00:00","index":55,"fulltext":""},{"type":"editorInvitedReview","content":"","date":"2026-05-08T01:07:33+00:00","index":54,"fulltext":""},{"type":"reviewerAgreed","content":"30479111918543837891401228568486635082","date":"2026-05-07T02:47:48+00:00","index":53,"fulltext":""},{"type":"reviewerAgreed","content":"259854965313669662751153726380271275132","date":"2026-05-06T07:17:38+00:00","index":51,"fulltext":""},{"type":"reviewerAgreed","content":"291784379994550784063299887903854347847","date":"2026-05-06T06:18:11+00:00","index":50,"fulltext":""}],"rejectedJournal":[],"revision":"","amendment":"","status":"under-review","subjectAreas":[],"tags":[],"updatedAt":"2026-03-12T10:28:46+00:00","versionOfRecord":[],"versionCreatedAt":"2026-03-12 10:28:46","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-8968259","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-8968259","identity":"rs-8968259","version":["v1"]},"buildId":"XKTyCvWXoU3ODBz1xrDgd","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}