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https://watermark.silverchair.com/dxn049.pdf?token=AQECAHi208BE49Ooan9kkhW_Ercy7Dm3ZL_9Cf3qfKAc485ysgAAAkEwggI9BgkqhkiG9w0BBwagggIuMIICKgIBADCCAiMGCSqGSIb3DQEHATAeBglghkgBZQMEAS4wEQQM_09lACsN_IlSOtsdAgEQgIIB9MRmeFL7i08unmzagUWmzd4KCpo29Eb04EyupNNB1KGplvM7OGmbG780-AAw1mLUMWkCG7BpozXZNMkzZz4lma7dRMzcYMJGCOVYcSIxWO63sJwairOipqRczfWpp2CtgW62SEHpIWdNihoibqEDnxmAwh3FFySexyRZM7DfTcJw3GGbthyvNcZ8PuvPZ9Ua5wTGUExJlp8s-vYPgyAeJ1r3QL7I3-yDd6LkmEY3peWF8LdoPt-p9AACKZ9qGAvBuWq5BfyBT8EW7wIZTgOTR3bq7P22DJzgyoLEci4M0l_gTDeALcPCbgEwCYgtmTqBpk4XzIgAyxeVTDEoYXi7CjMcaooEB8HsdvrEVxPCVLfGppo0z6CAQJ8N0kkvKdZEpeOehvquYLa2GtJhPNScWMEUo0npwv7ysdt5ukZ-eyzgXbBEG_lgvAsOn487K8tUkil1uhEJSdpU1KM0koiFII3bw-r64DDZ3a2B1ype-sWq0zssr3_9h_KviVgdRujc1VrM59yvHAvPdgrV1utdunlG2GD7VD3rcDlJSMzunAnIGp3Hhe5zj5ksSXemYDgTbKOtFIgO-oVXEWVrQqUv0avzQ3WANrIB9HWErM5oYUiryLRY7m9fjedfZM4ikf9L28lxzR6YqzB5CTZ5YJseynslnK5V | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"To address a role of microbial flora, we studied germ-free mice (Fig. 3A). Serum IgA in germ-free mice was reported to be reduced (28). In keeping with this, serum IgA was significantly down-regulated in the germ-free mice used in this study, demonstrating the effectiveness of germ-free condition. Nonetheless, the rest of isotypes including IgG3 and IgG2b was not reduced. Compared with control mice, IgM and IgG3 were rather up-regulated. We next employed antibiotics treatment to deplete microbial flora. Mice were fed with antibiotics-containing water during 4–8 weeks of age. These mice were similar to germ-free mice in that serum IgA was significantly reduced, confirming the reduction of microbial flora (Fig. 3B). Despite the effective treatment with antibiotics, serum IgG3 was not decreased at all. Instead, IgG2b was significantly down-regulated by antibiotics treatment (Fig. 3B). The exact reason for IgG2b reduction is currently unknown. These results did not necessarily negate roles for microbial flora, but strongly suggested that microbial flora is dispensable for tonic B cell activation driven by TLR2, TLR4 and RP105/MD-1.\n\nRoles for RP105 in serum Ig titers of lupus-prone mice\n\nTLRs have been implicated in autoimmune diseases. Especially, in MRL/lpr mice, TLR7 was reported to deteriorate the autoimmune disease (5). MRL/lpr mice reared in a germ-free state were similar to those in conventional conditions with regard to lymphoproliferation and B cell autoimmunity (29), indicating that autoimmunity in MRL/lpr is independent of live, non-pathogenic microbes. This report suggests that B cells are excessively activated by non-microbial, environmental stimuli in MRL/lpr mice. It is possible that such excessive B cell activation is driven not only by TLR7 but also by TLR2, TLR4 and RP105. To address this possibility, we established RP105<sup>-/-</sup> MRL/lpr mice. We considered that RP105<sup>-/-</sup> mutation is more appropriate than TLR2<sup>-/-</sup>TLR4<sup>-/-</sup> double mutation. The lack of RP105 impairs TLR2/4 responses only in B cells (16), whereas the lack of TLR2/4 blunts all the TLR2/4 responses not only in B cells but also in dendritic cells, macrophages, endothelial cells or fibroblasts. It is difficult to discriminate the effect of TLR2/4 mutation in B cells from that in non-B cells. We also introduced RP105 deficiency into another type of lupus-prone mice, BWF1 mice. We studied the levels of serum Igs at 20 weeks of age and found that RP105<sup>-/-</sup> MRL/lpr mice were significantly lower than RP105<sup>+</sup> MRL/lpr mice in serum IgG3 and IgG2a. RP105<sup>-/-</sup> BWF1 mice were lower than RP105<sup>+</sup> BWF1 mice in serum IgG3 and IgG2b (Fig. 4).\n\nRoles for RP105 in autoimmunity in MRL/lpr\n\nRP105<sup>-/-</sup> mutation ameliorated mortality in the MRL/lpr strain (Fig. 5A). In contrast, the lack of RP105 did not influence mortality in BWF1 mice despite IgG3 reduction (Fig. 5A). Elevation of BUN, which correlated with renal dysfunction, was significantly improved in RP105<sup>-/-</sup> MRL/lpr mice, whereas no significant difference was detected between RP105<sup>-/-</sup> and RP105<sup>+</sup> BWF1 mice (Fig. 5B). We further examined glomerulonephritis in MRL/lpr mice. Despite the improvement in BUN accumulation (Fig. 5B), any significant change was not found in the intensity and extent of glomerular alterations when assessed at 18–19 weeks of age (Fig. 5C). MRL/lpr mice spontaneously develop systemic-necrotizing arteritis of small- and medium-sized muscular arteries, which is characterized by the infiltration of mononuclear and/or polynuclear leukocytes and by the destruction of the arterial wall (30). Notably, necrotizing arteritis in kidneys was observed less frequently in RP105<sup>-/-</sup> MRL/lpr than in RP105<sup>+</sup> MRL/lpr (Fig. 5D). Impaired renal perfusion may be responsible for deterioration of renal function revealed by elevated BUN.\n\nMRL/lpr mice develop severe splenomegaly and lymphadenopathy due to accumulation of lymphocytes expressing an activated phenotype in these organs (31). The weight of lymphoid organs including spleen, mesenteric lymph nodes and axillary lymph nodes was examined at 19 weeks of age. We found that splenomegaly and lymphadenopathy were both significantly reduced in the absence of RP105 in MRL/lpr mice (Fig. 6A and B). Due to unknown reason, axillary lymph nodes were most apparent in difference between RP105<sup>-/-</sup> MRL/lpr and RP105<sup>+</sup> MRL/lpr mice (Fig. 6B). We next examined lymphocyte subpopulation in the spleen. Decreases in the percentages of CD4<sup>+</sup> T cells and CD8<sup>+</sup> T cells were significantly improved, whereas no significant difference was observed in the percentages of CD4<sup>-</sup>CD8<sup>-</sup> double-negative T cells (DNTCs) and B cells (Fig. 6C)."} | 89c39b2cbc575002289a6ce8802a4e1c246140ce-5 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://watermark.silverchair.com/dxn049.pdf?token=AQECAHi208BE49Ooan9kkhW_Ercy7Dm3ZL_9Cf3qfKAc485ysgAAAkEwggI9BgkqhkiG9w0BBwagggIuMIICKgIBADCCAiMGCSqGSIb3DQEHATAeBglghkgBZQMEAS4wEQQM_09lACsN_IlSOtsdAgEQgIIB9MRmeFL7i08unmzagUWmzd4KCpo29Eb04EyupNNB1KGplvM7OGmbG780-AAw1mLUMWkCG7BpozXZNMkzZz4lma7dRMzcYMJGCOVYcSIxWO63sJwairOipqRczfWpp2CtgW62SEHpIWdNihoibqEDnxmAwh3FFySexyRZM7DfTcJw3GGbthyvNcZ8PuvPZ9Ua5wTGUExJlp8s-vYPgyAeJ1r3QL7I3-yDd6LkmEY3peWF8LdoPt-p9AACKZ9qGAvBuWq5BfyBT8EW7wIZTgOTR3bq7P22DJzgyoLEci4M0l_gTDeALcPCbgEwCYgtmTqBpk4XzIgAyxeVTDEoYXi7CjMcaooEB8HsdvrEVxPCVLfGppo0z6CAQJ8N0kkvKdZEpeOehvquYLa2GtJhPNScWMEUo0npwv7ysdt5ukZ-eyzgXbBEG_lgvAsOn487K8tUkil1uhEJSdpU1KM0koiFII3bw-r64DDZ3a2B1ype-sWq0zssr3_9h_KviVgdRujc1VrM59yvHAvPdgrV1utdunlG2GD7VD3rcDlJSMzunAnIGp3Hhe5zj5ksSXemYDgTbKOtFIgO-oVXEWVrQqUv0avzQ3WANrIB9HWErM5oYUiryLRY7m9fjedfZM4ikf9L28lxzR6YqzB5CTZ5YJseynslnK5V | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"RP105 deficiency seemed to decrease the total number of DNTC without influencing the percentage of DNTC in spleen, as revealed by ameliorated splenomegaly (Fig. 6A and B). Activation status of splenic B cells was analyzed by cell surface staining of CD44 and CD69, which did not reveal any difference in the absence or presence of RP105 (Fig. 6D). In contrast, CD44+/CD4+ activated T cells in mesenteric lymph nodes were significantly decreased in the absence of RP105 in MRL/lpr mice (Fig. 6E).\n\n**Auto-antibody production is not altered by the lack of RP105**\n\nWe finally studied auto-antibody production against DNA and chromatin. Unexpectedly, we could not find any significant difference between RP105−/− and RP105+/+ MRL/lpr mice (Fig. 7). Kikuchi et al. (32) reported that the transgenic mice expressing IgG3 against IgG2a RF developed necrotizing arteritis in small- and medium-sized arteries of the kidney. We therefore determined the serum levels of IgG3 anti-IgG2a RF by ELISA (Fig. 8). We could not find any reduction in the IgG3 anti-IgG2a RF activity regardless of improvement in necrotizing arteritis in RP105−/− MRL/lpr mice. Although RP105 was likely to have a pathogenic role in necrotizing arteritis formation in the kidneys of MRL/lpr mice, IgG3 anti-IgG2a RF did not seem to be involved in the RP105-dependent arteritis.\n\n**Discussion**\n\nThe present study demonstrated that B cells are constitutively activated by pathogen sensors including TLR2, TLR4 and RP105/MD-1. Continuous B cell activation leads to the induction of the c3 germ line transcript and production of serum IgG3. In our previous study (16), we showed that antigen-specific, T-independent Ig production driven by TLR2/4 ligands is all dependent on RP105. A role for RP105/MD-1 in serum Ig production seems, however, to be more specific for IgG3 than that in T-independent B cell."} | 89c39b2cbc575002289a6ce8802a4e1c246140ce-6 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://watermark.silverchair.com/dxn049.pdf?token=AQECAHi208BE49Ooan9kkhW_Ercy7Dm3ZL_9Cf3qfKAc485ysgAAAkEwggI9BgkqhkiG9w0BBwagggIuMIICKgIBADCCAiMGCSqGSIb3DQEHATAeBglghkgBZQMEAS4wEQQM_09lACsN_IlSOtsdAgEQgIIB9MRmeFL7i08unmzagUWmzd4KCpo29Eb04EyupNNB1KGplvM7OGmbG780-AAw1mLUMWkCG7BpozXZNMkzZz4lma7dRMzcYMJGCOVYcSIxWO63sJwairOipqRczfWpp2CtgW62SEHpIWdNihoibqEDnxmAwh3FFySexyRZM7DfTcJw3GGbthyvNcZ8PuvPZ9Ua5wTGUExJlp8s-vYPgyAeJ1r3QL7I3-yDd6LkmEY3peWF8LdoPt-p9AACKZ9qGAvBuWq5BfyBT8EW7wIZTgOTR3bq7P22DJzgyoLEci4M0l_gTDeALcPCbgEwCYgtmTqBpk4XzIgAyxeVTDEoYXi7CjMcaooEB8HsdvrEVxPCVLfGppo0z6CAQJ8N0kkvKdZEpeOehvquYLa2GtJhPNScWMEUo0npwv7ysdt5ukZ-eyzgXbBEG_lgvAsOn487K8tUkil1uhEJSdpU1KM0koiFII3bw-r64DDZ3a2B1ype-sWq0zssr3_9h_KviVgdRujc1VrM59yvHAvPdgrV1utdunlG2GD7VD3rcDlJSMzunAnIGp3Hhe5zj5ksSXemYDgTbKOtFIgO-oVXEWVrQqUv0avzQ3WANrIB9HWErM5oYUiryLRY7m9fjedfZM4ikf9L28lxzR6YqzB5CTZ5YJseynslnK5V | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"assays for AID (Mm 00507774_m1) (Applied Biosystems), while IgG3 and IgG2b expression were quantified by using the sets of specific primers in Universal Probe Library (Roche Diagnostics). Primer sequences were as follows: for IgG3 sense, gatagtcatgaagcagcttcaa and anti-sense, tgtgtgtctatatgtgtgcctga; for IgG2b sense, ggccaagtcagaccgtca and anti-sense, aggacaggggttgattgttg. Each sample was normalized by mouse hypoxanthine guanine phosphoribosyl transferase (HPRT) expression (Mm 00446968_m1).\n\nHistopathology\n\nKidneys were obtained from 18- to 19-week-old MRL mice, and histological sections were stained with either periodic acid-Schiff or hematoxylin–eosin (H&E). Glomerulonephritis was scored on a 0–4 scale based on the intensity and extent of histological changes. A grade 0 was given to kidneys without glomerular lesions. The 1+ lesions corresponded to minimal thickening of the mesangium, 2+ lesions contained noticeable increases in both mesangial and glomerular cellularity, 3+ lesions were characterized by the preceding conditions with superimposed inflammatory exudates and capsular adhesions and in 4+ lesions the glomerular architecture was obliterated in >70% of glomeruli and tubular cast formation was extensive. Grades 3 and 4 glomerulonephritis were considered to be significant contributors to clinical disease and/or death. Incidence of necrotizing arteritis of small- to medium-sized muscular arteries in kidneys was assessed by analyzing two independent sections of each animal. The infiltration of mononuclear and/or polynuclear inflammatory cells in association with the destruction of the arterial wall was considered positive for necrotizing arteritis. All histological examination was controlled by a renal pathologist in a blinded manner.\n\nStatistical analysis\n\nPaired data were evaluated by Student’s t-test. A value of \\( P < 0.05 \\) was considered statistically significant. Mortality assessments of MRL/lpr mice and BWF1 mice were evaluated by log-rank test. Incidence of renal vasculitis was evaluated by chi-square test.\n\nResults\n\nSerum IgG3 is dependent on TLR2, TLR4 and RP105/MD-1\n\nWe previously reported that RP105−/− B cells were impaired in responses to TLR2/TLR4 ligands (16). MD-1−/− B cells showed hyporesponsiveness to LPS and a TLR2/TLR1 ligand P3CSK4, which were indistinguishable from RP105−/− B cells. The analysis of serum Igs revealed that MD-1−/− mice were similar to RP105−/− mice in reduced serum IgG3, demonstrating a requirement for the RP105–MD-1 complex in serum IgG3 production (Fig. 1A). RP105 does not have a TLR-like signaling domain in the cytoplasmic region (13), and RP105-mediated B cell activation was not altered in MyD88−/− mice (16, 22). Considering that serum IgG3 was severely reduced in MyD88−/− mice as well (Fig. 1A), MyD88-dependent TLRs are likely to work in concert with RP105/MD-1 for IgG3 production (16, 23). Given the functional relationship between RP105 and TLR2/4 (16), TLR2/4 are most likely to contribute to serum IgG3 production. Mice lacking TLR2 or TLR4 were, however, not as low as MyD88−/− or RP105−/− mice (16). We, therefore, suspected that TLR2 and TLR4 were redundant for IgG3 production and established mice lacking both TLR2 and TLR4. TLR2−/−TLR4−/− mice were as low as MyD88−/− mice in serum IgG3 (Fig. 1A). Along this line, mice lacking TIRAP, an adaptor molecule required for signaling via TLR2 or TLR4 (24), were similar to TLR2−/−TLR4−/− mice in reduced serum IgG3 (T. Kobayashi, S. Akira, K. Miyake, unpublished data). No change was observed in a T-dependent isotype IgG1, whereas IgG2b was low in mice lacking RP105 or MD-1 but not in TLR2−/−TLR4−/− mice. IgG2c production was considerably impaired in MyD88−/− mice due to their defect in Th1 development (25).\n\nThese results clearly demonstrated that TLR2, TLR4 and RP105/MD-1 were critically involved in basal production of serum IgG3. Because serum IgG3 was reported to be low in TLR7−/−MRL/lpr mice (5), we also studied TLR7−/−C57BL/6 mice, which showed, however, no significant alteration in serum IgG3 (Fig. 1B). We also found that serum IgG2b production was dependent on RP105/MD-1 (Fig. 1A).\n\nImpaired expression of the IgG3 germ line transcript in RP105−/− and MD-1−/− mice\n\nSpecific reduction in serum IgG3 and IgG2b suggested that RP105−/− or MD-1−/− B cells have a defect in class switching from IgM to IgG3 or to IgG2b. Class switch recombination to IgG3 or IgG2b requires the germ line transcript for IgG3 or IgG2b and AID, a master regulator of class switch recombination (26, 27). To gain insight into a mechanism regulating serum IgG3 and IgG2b, we first examined expression of the germ line transcript for IgG3 and IgG2b. The germ line transcripts for IgG3 or IgG2b, but not for IgG1 or IgG2a, were reported to be detectable in splenic B cells without any activation (27). It has not been clarified whether these germ line transcripts are induced autonomously or non-autonomously. The latter possibility suggests that splenic B cells continuously respond to environmental stimulation including microbial flora. Interestingly, the IgG3 germ line transcript, which is constitutively expressed in wild-type mice, was almost completely abolished in mice lacking RP105, MD-1, MyD88 and TLR2−/−TLR4−/− without any significant change in mRNA for IgL chain (Fig. 2A), demonstrating that the IgG3 transcript expression is dependent on TLR2, TLR4 and RP105/MD-1. On the other hand, moderate down-regulation of the IgG2b transcript was observed in RP105−/− or MyD88−/− B cells. The changes of the IgG2b germ line transcript in MD-1−/− or TLR2−/−TLR4−/− mice were much less pronounced. The IgG2b germ line transcript seemed to be differently regulated in comparison to the IgG3 germ line transcript.\n\nConstitutive TLR signaling was able to induce the IgG3 germ line transcript but apparently not sufficient for AID induction, since AID was not constitutively expressed in splenic B cells (27). We studied AID induction in response to TLR ligands. Enriched B cells were stimulated with LPS, P3CSK4 or CpG for 2 days. AID mRNA was up-regulated by all the TLR ligands examined (Fig. 2B). AID induction in B cells lacking RP105 or MD-1 was partially impaired in response to LPS or P3CSK4 but not at all in response to CpG. Because the IgG3"} | 89c39b2cbc575002289a6ce8802a4e1c246140ce-3 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.lib.uchicago.edu/ead/rlg/ICU.SPCL.LINCOLNRT.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"| **Table of Contents** | |\n|------------------------|----------|\n| Descriptive Summary | 3 |\n| Information on Use | 3 |\n| Access | 3 |\n| Citation | 3 |\n| Biographical Note | 3 |\n| Scope Note | 4 |\n| Subject Headings | 4 |\n| INVENTORY | 4 |"} | 75a6877036076c07b2a6b287c666e5d77ca68346-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.lib.uchicago.edu/ead/rlg/ICU.SPCL.LINCOLNRT.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"• Certificate of Authentication of Official Records, February 23, 1884\n• Memo to Unknown re: Certificates of Authentication, March 24, 1884"} | 75a6877036076c07b2a6b287c666e5d77ca68346-5 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.lib.uchicago.edu/ead/rlg/ICU.SPCL.LINCOLNRT.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"War, a position which Lincoln held from 1881 to 1885 under Presidents Garfield and Chester A. Arthur. Lincoln’s next position was as the U.S. Ambassador to the United Kingdom from 1889-1893. After his service as Ambassador, Lincoln returned to his business practice as a lawyer.\n\nLater in life, Lincoln was the general counsel for the Pullman Palace Car Company under George Pullman. Upon Pullman’s death in 1897, Lincoln was named president of the company. Lincoln remained involved in the administration of the company until he stepped down from his position as chairman of the board in 1922. Lincoln died in his Vermont home on July 26, 1926, of a cerebral hemorrhage.\n\n**Scope Note**\n\nThe Robert Todd Lincoln collection contains two letters written by Lincoln and five documents signed by Lincoln as President James Garfield’s Secretary of War. One letter, dating from 1894 and addressed to “Mrs. Washburn,” is written on stationary from “The Temple, Chicago,” presumably the Masonic Temple Building. The other, written in 1896, is addressed simply to “Rufus,” and written on stationary from “60 Lake Shore Drive.” The remaining documents are on “War Department” stationary, with two displaying the official seal of the War Department. These documents date from 1881-1884 and are arranged in chronological order.\n\nThe collection was previously part of the Miscellaneous Manuscripts Collection.\n\n**Subject Headings**\n\n- Lincoln, Robert Todd, 1843-1926\n- United States. War Department\n\n**INVENTORY**\n\n**Box 1**\n\n**Folder 1**\n\nCorrespondence, 1894-1896\n\n- Letter from Robert Todd Lincoln to Mrs. Washburn, March 14, 1894\n- Letter from Robert Todd Lincoln to “Rufus,” August 18, 1896\n\n**Box 1**\n\n**Folder 2**\n\nWar Department documents, 1881-1884\n\n- Memo to U.S. Attorney General Isaac Wayne MacVeagh, May 5, 1881\n- Certificate of Authentication of Official Records, April 21, 1882\n- Memo to Martin Linn Clardy, U.S. Representative, March 5, 1883"} | 75a6877036076c07b2a6b287c666e5d77ca68346-4 | 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| determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.drake.edu/media/collegesschools/law/docs/general/Fall%202022%20Orientation%20Webpage%20Checklist-7.20.22.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Notify [email protected] if you would like to be served a vegetarian lunch option during orientation. You must notify Erin Bishop by July 29th.\n\nReview the Drake New Student Tech Checklist. It covers important information such as where to change your initial password.\n\nGet your Drake Card. The Student Services Center (SSC), located in the Olmsted Center is normally the location where Drake Cards will be printed and picked up. To encourage social distancing, we will be allowing photos to be emailed to [email protected], and pickup can be arranged at a time that is convenient for the cardholder, instructions can be found here. Please keep professionalism in mind when submitting photos as this will be your ID for all three years of law school. Please wait to visit the SSC until you are within two weeks of your semester start date to ensure that you have been built into the ID system. Check the current hours of operation before your visit.\n\nSubmit your medical history form, learn how to here. Students are required to complete and submit this form to the University Health Center. It may be returned via mail, fax or delivered to the Student Health Center during orientation week. This form must be submitted by the start of fall classes on August 22nd but should be completed as soon as possible.\n\nSubmit your final transcript. If you have not yet done so, please send your final transcript, noting the date your bachelor’s degree was conferred, to LSAC or the Office of Admission at the address listed below. Students entering as part of a 3+3 program should send a transcript including Spring 2022 grades. If your LSAC CAS report did not include a final transcript and you have not already done so, please request a transcript be sent to the Drake Law School Office of Admission at 2608 Forest Avenue, Des Moines, IA 50311. We must receive your final transcript before October 15th, but you are encouraged to send it as soon as possible.\n\nLogin to my.drake.edu. To access the myDrake student portal you must first establish a password by going here. Log in with your student ID number and your default password which has been set to your birth date in the following format: MmmDD#YYYY (example: Jan01#1997). Click here for instructions and password guidelines.\n\nComplete the EVERFI Sexual Assault Prevention Course available on July 1st. You will receive an email from EVERFI with instructions. You can also find the course at MyDrake under Learning Resources and then Mandatory Student Training. This is required to be completed before the start of classes, if you do not complete the EVERFI course a hold will be placed on your account and you will not be able to register for the Spring course."} | fdeca113992f85c95056e951ec37040be01993aa-1 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.drake.edu/media/collegesschools/law/docs/general/Fall%202022%20Orientation%20Webpage%20Checklist-7.20.22.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Direct Deposit. Students borrowing student loans who wish to expedite the loan refund process may wish to set up direct deposit into your personal bank account. This process may be completed in myDrake. Click here for further information and instructions.\n\nRegister for the Fall 2022 Orientation TWEN page, instructions can be found here. Access and complete the readings for Orientation. The readings can be found starting on Monday, August 1st in “During Orientation Materials” tab on the TWEN page.\n\nPurchase books. When reviewing your class schedule in myDrake once we register you for classes, please note your CRN (Course Name) and course numbers to search for required books. Course materials and book information can be found here. Books may be purchased from any retailer or at the University Bookstore located on campus in the Olmsted Center. The first week of assignments and readings for the 1L courses are posted on the Fall 2022 Orientation TWEN page starting August 15th. Student loan refund checks will be available no earlier than August 22nd so please plan to use alternative funding for purchasing your law school books.\n\nLogin and create accounts for all software: Bloomberg, CALI, Lexis, Westlaw and TWEN. You will be sent an email with codes and passwords by July 29th. Directions for how to register for these resources can be found here. If you have any questions or need assistance please contact David Hanson, Collection Management and Metadata Librarian at [email protected] or 515-271-2077.\n\nRegister for the TWEN course pages for your Fall classes as they become available.\n\nLocate the Overview of Law Library Orientation Elements in “Before Orientation Materials” tab on the TWEN page and view the Law Library Orientation video. A tour of the Opperman Library will be given during Orientation.\n\nCheck your Drake email to RSVP to an optional Pre-Orientation Q & A Session with Assistant Dean for Student Services Erin Lee Schneider and Director of Admissions and Financial Aid Matt Johnson. This meeting will be held virtually via Microsoft Teams on Wednesday, August 10th at noon. It will be recorded and posted on the Fall 2022 Orientation TWEN for those who have schedule conflicts. You will receive the invitation in late July.\n\nComplete the virtual orientation sessions, which will be released August 1st, 2022, on the Fall 2022 Orientation TWEN page including:"} | fdeca113992f85c95056e951ec37040be01993aa-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.drake.edu/media/collegesschools/law/docs/general/Fall%202022%20Orientation%20Webpage%20Checklist-7.20.22.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"o A two part “Student Code of Conduct” by Associate Dean and Professor of Law Erin Lain. Upon completion of each video, you will be prompted to acknowledge that you viewed or listened to the video in its entirety.\n\no A multi-part “Intro to Law” course by Associate Dean and Professor of Law Erin Lain.\n\no “Avoiding Plagiarism” by Associate Dean for Information Resources and Technology and Director of the Drake Law Library John Edwards. After viewing this video complete the associated CALI assignment. The link can be found on the TWEN page. To complete the assignment, first you must register at cali.org using “DRAKEUstu62” as the key.\n\nThese are mandatory components of orientation and should be viewed prior to the first day of Orientation and can be found in the Before Orientation Materials tab in the Fall 2022 Orientation TWEN page. Your viewership and completion of these components will be tracked for attendance purposes.\n\n☐ Provide an updated mailing address with an effective date. If you have a new local address, please send the mailing address and effective start date to [email protected] so we may update your student record.\n\n☐ Watch the virtual tour of Cartwright Hall and the Drake Legal Clinic.\n\n☐ We will register you for classes in early August. Afterward, you will be able to view your schedule by logging into myDrake and selecting the “Self Service” icon. Under the Registration box, click on My Schedule. At “Select a Term”, click the drop-down menu, and choose Law Fall 2022 and submit. Self Service Instructions.\n\nDuring Orientation\n\nOrientation will be held on campus August 16th-19th.\n\n☐ Remember to bring your laptop and a refillable water bottle.\n\n☐ Dress appropriately (August 16th -18th wear business casual; August 19th business formal).\n\n o For ideas or suggestions on “business casual” vs. “business formal”, look up Student Bar Association on Facebook @ Drake University Law School Student Bar Association or find them on Instagram @ SB_Drakelawschool.\n\n o You can also visit the Career Development Office (CDO Opperman 181) and utilize the Suit Yourself Closet for free suits.\n\n☐ Park for free in Lot 1, located south of Forest Avenue along 25th Street. After August 19th, you will need to purchase a parking pass to park without receiving a ticket. Instructions on where to purchase parking passes can be found below.\n\n☐ Pick up your Orientation Welcome Packet at the top of the stairs in Cartwright Hall. Please refer to the campus map for directions to Cartwright Hall."} | fdeca113992f85c95056e951ec37040be01993aa-3 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://repository.lib.ncsu.edu/bitstream/1840.2/342/1/lado_1998_j_chem_phys_6441.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"where $\\beta = 1/k_B T$, with $k_B$ Boltzmann’s constant. This equation must be supplemented with an approximation for $b(r, \\sigma_1, \\sigma_2)$, the so-called bridge function, whose formal definition as an infinite series in density\\textsuperscript{15} offers only modest practical guidance. Most approximate closures for $c$ define $b$ implicitly.\n\nThe numerical evaluation of the OZ equation is simpler in Fourier transform representation, which deconvolutes the integral. Thus, in transform space, Eq. (3) becomes\n\n$$\\tilde{\\gamma}(k, \\sigma_1, \\sigma_2) = \\rho \\int_0^\\infty d\\sigma_3 \\tilde{c}(k, \\sigma_1, \\sigma_3) \\tilde{\\gamma}(k, \\sigma_3, \\sigma_2),$$\n\nwith one remaining integration. We note that the Fourier transform of a circularly symmetric function in two dimensions becomes a Hankel transform,\n\n$$\\tilde{w}(k) = 2\\pi \\int_0^\\infty dr \\, rw(r)J_0(kr),$$\n\nwhere $J_0(x)$ is the zeroth-order Bessel function; the inverse of (6) is\n\n$$w(r) = \\frac{1}{2\\pi} \\int_0^\\infty dk \\, k\\tilde{w}(k)J_0(kr).$$\n\nThe final integration in Eq. (5) can also be eliminated and the evaluation of the OZ equation reduced to algebra by now expanding all $\\sigma$-dependent functions in orthogonal polynomials $p_j(\\sigma)$, $j = 0, 1, 2, \\ldots$, defined such that\n\n$$\\int_0^\\infty d\\sigma f(\\sigma)p_i(\\sigma)p_j(\\sigma) = \\delta_{ij},$$\n\nwhere $\\delta_{ij}$ is the Kronecker delta. Then with\n\n$$\\tilde{\\gamma}_{ij}(k) = \\sum_{l} \\tilde{c}_{il}(k) \\tilde{\\gamma}_{lj}(k),$$\n\nor, in matrix notation,\n\n$$\\Gamma(k) = \\rho \\tilde{C}(k) + \\tilde{C}(k) \\tilde{\\Gamma}(k)[I - \\rho \\tilde{C}(k)]^{-1}.$$\n\nIn these equations $\\Gamma(k)$, $\\tilde{C}(k)$ are symmetric matrices with elements $\\tilde{\\gamma}_{ij}(k)$, $\\tilde{c}_{ij}(k)$ and $I$ is the unit matrix. Orthonormality allows the easy inversion of Eq. (9) as\n\n$$\\tilde{\\gamma}_{ij}(k) = \\int d\\sigma_1 d\\sigma_2 f(\\sigma_1)f(\\sigma_2) \\tilde{\\gamma}(k, \\sigma_1, \\sigma_2)p_i(\\sigma_1)p_j(\\sigma_2).$$\n\nSimilar expansions and inversions hold for functions in $r$ space.\n\nWith the substitution of the $J_0$ transforms (6) and (7) for the corresponding sine transforms, these ingredients for a polydisperse fluid in two dimensions are identical to those of a polydisperse fluid in three dimensions\\textsuperscript{16} and can be solved with the same numerical procedures. The new feature, the Hankel transform, is evaluated using an orthogonality-preserving algorithm.\\textsuperscript{17}\n\nThe generalized pair distribution function\n\n$$g(r, \\sigma_1, \\sigma_2) = \\exp[-\\beta \\phi(r, \\sigma_1, \\sigma_2) + \\gamma(r, \\sigma_1, \\sigma_2) + b(r, \\sigma_1, \\sigma_2)]$$\n\nis finally constructed from the self-consistent solution of the (OZ + closure) equations for the coefficients $\\gamma_{ij}(r)$. The thermodynamic quantities then directly computable from $g$ are the internal energy $U$,\n\n$$\\frac{\\beta U}{N} = \\frac{1}{2 \\rho} \\int dr \\, d\\sigma \\, d\\sigma' f(\\sigma)f(\\sigma') \\times g(r, \\sigma, \\sigma') \\beta \\phi(r, \\sigma, \\sigma'),$$\n\nand the pressure $p$,\n\n$$\\frac{\\beta p}{\\rho} = 1 - \\frac{1}{4 \\rho} \\int dr \\, d\\sigma \\, d\\sigma' f(\\sigma)f(\\sigma') \\times g(r, \\sigma, \\sigma') \\frac{d \\beta \\phi(r, \\sigma, \\sigma')}{dr},$$\n\nIn addition, the isothermal compressibility $K_T$,\n\n$$\\frac{1}{\\rho k_B T K_T} = \\left[ \\frac{\\partial}{\\partial \\rho} \\left( \\frac{\\beta p}{\\rho} \\right) \\right]_T = -\\rho \\int dr \\, d\\sigma \\, d\\sigma' f(\\sigma)f(\\sigma')c(r, \\sigma, \\sigma') = 1 - \\rho \\tilde{c}(0),$$\n\nis obtained from the direct correlation function.\n\nPair functions of interest can be expressed directly in terms of the computed coefficients. In particular, the number-number pair distribution function and the number-number structure factor\\textsuperscript{18} are, respectively,\n\n$$g_{NN}(r) = \\int d\\sigma_1 d\\sigma_2 f(\\sigma_1)f(\\sigma_2)g(r, \\sigma_1, \\sigma_2) = g_{00}(r),$$\n\n$$S_{NN}(k) = \\int d\\sigma_1 d\\sigma_2 [f(\\sigma_1) \\delta(\\sigma_1 - \\sigma_2) + \\rho f(\\sigma_1)f(\\sigma_2) \\tilde{h}(k, \\sigma_1, \\sigma_2)] = 1 + \\rho \\tilde{h}_{00}(k).$$\n\nFurther, low order coefficients of $g(r, \\sigma_1, \\sigma_2)$ can be given a physical interpretation. Thus, local fluctuations in density and size may be expressed in normalized form as\n\n$$\\delta \\rho_0(r) = \\frac{1}{\\rho} \\sum_{j=1}^{N} \\alpha_j(r - r_j) - \\rho,$$\n\n$$\\delta \\rho_i(r) = \\frac{1}{\\bar{\\sigma}_i} \\sum_{j=1}^{N} \\sigma_j \\alpha_j(r - r_j) - \\bar{\\rho}.$$"} | 2c9d4586cabfa968bf33747d2359eec8470da204-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://repository.lib.ncsu.edu/bitstream/1840.2/342/1/lado_1998_j_chem_phys_6441.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Static structure of polydisperse colloidal monolayers\n\nF. Lado\nInstituto de Química Física Rocasolano, CSIC, Serrano 119, E-28006 Madrid, Spain\n\n(Received 8 December 1997; accepted 15 January 1998)\n\nA generalization of integral equation theory of simple liquids is used to study the structure and thermodynamics of a monolayer of spherical colloidal particles having a continuous distribution \\( f(\\sigma) \\) of diameters \\( \\sigma \\). The quasi-two-dimensional fluid is modeled using both a repulsive Yukawa potential to represent charged hard spheres (with attendant charge polydispersity) and a Lennard-Jones potential to represent soft spheres with an effective attractive well. The numerical solution of the integral equations makes essential use of polynomials that are orthogonal with weight function \\( f(\\sigma) \\), which is taken here to be a Schulz distribution. © 1998 American Institute of Physics. [S0021-9606(98)51715-1]\n\nI. INTRODUCTION\n\nColloidal particles, at the boundary of the microscopic and macroscopic worlds, provided the first direct evidence for the atomic hypothesis through Einstein’s 1905 explanation of Brownian motion and thereby gave credibility to the new techniques of statistical mechanics then being applied to the hypothetical atoms. It seems fitting that nearly a century later colloidal suspensions should also offer a visible model for the application of the most elementary statistical technique of all, namely counting, to determine a fluid structure akin to that of atoms. Digital video microscopy makes possible the direct measurement of the averaged structure of a colloidal fluid, a sort of real-world “molecular dynamics simulation.” For suspensions narrowly confined between parallel glass plates, the particles form a quasi-two-dimensional fluid. The direct measurement of the structure of a monolayer of charged polystyrene spheres of micrometer scale in a confined aqueous solution can then be made to yield an effective pair potential. Kepler and Fraden and Carbajal et al. found in this way a potential that is short ranged with a significant attractive component, in contrast to the essentially repulsive interaction between unconfined charged colloidal spheres, while Crocker and Grier determined a repulsive interaction with a notably smaller Debye-Hückel screening length than that of an unconfined suspension. From the theoretical side, two-dimensional models of colloidal fluids with repulsive potentials have been studied using both simulation and integral equations.\n\nAll of these calculations have been for monodisperse colloidal suspensions. In this paper, we use integral equations to study the effects of size and charge polydispersity on two-dimensional fluids. The effective potential that arises in confined suspensions being still uncertain, we use two familiar interaction models: (a) the repulsive part of the Derjaguin-Landau-Verwey-Overbeek (DLVO) interaction and (b) the Lennard-Jones 12-6 interaction.\n\nII. INTEGRAL EQUATION FORMALISM FOR A MONOLAYER OF POLYDISPERSE SPHERES\n\nWe consider a uniform monolayer of \\( N \\) polydisperse colloidal spheres occupying a plane area \\( A \\) at temperature \\( T \\). The density of particles at point \\( \\mathbf{r} \\) with diameter \\( \\sigma \\) is given by the one-body density function\n\n\\[\n\\rho^{(1)}(\\mathbf{r},\\sigma) = \\left( \\sum_{i=1}^{N} \\delta(\\mathbf{r}-\\mathbf{r}_i)\\delta(\\sigma-\\sigma_i) \\right) = \\rho f(\\sigma),\n\\]\n\nwhere \\( \\rho = N/A \\) and \\( f(\\sigma) \\) is the fixed distribution of particle diameters. The two-body density function\n\n\\[\n\\rho^{(2)}(\\mathbf{r},\\sigma,\\mathbf{r}',\\sigma') = \\left( \\sum_{i \\neq j} \\delta(\\mathbf{r}-\\mathbf{r}_i)\\delta(\\sigma-\\sigma_i)\\delta(\\mathbf{r}'-\\mathbf{r}_j)\\delta(\\sigma'-\\sigma_j) \\right)\n\\]\n\ndefines the generalized pair distribution function \\( g(\\mathbf{r},\\sigma,\\sigma') \\), which is the key quantity needed for a complete description of the structure and thermodynamics of the colloidal monolayer. In these expressions, \\( \\mathbf{r}_i \\) is the location of particle \\( i \\) in the plane and \\( \\sigma_i \\) its diameter; the angular brackets denote a canonical ensemble average.\n\nIn classical liquid state theory, the pair distribution function is obtained from the Ornstein-Zernike (OZ) equation combined with a closure relation. The first of these, generalized for polydispersity, reads\n\n\\[\n\\gamma(\\mathbf{r}_{12},\\sigma_1,\\sigma_2) = \\rho \\int d\\mathbf{r}_3 d\\sigma_3 f(\\sigma_3) \\left[ c(\\mathbf{r}_{13},\\sigma_1,\\sigma_3) + \\gamma(\\mathbf{r}_{13},\\sigma_1,\\sigma_3) c(\\mathbf{r}_{32},\\sigma_3,\\sigma_2) \\right]\n\\]\n\nfor the indirect correlation function \\( \\gamma = g - 1 - c \\), where \\( c \\) is the direct correlation function. The second, or closure, relation expresses \\( c \\) back in terms of \\( g \\) and the pair interaction \\( \\phi \\),\n\n\\[\nc(\\mathbf{r},\\sigma_1,\\sigma_2) = \\exp\\left[-\\beta \\phi(\\mathbf{r},\\sigma_1,\\sigma_2) + \\gamma(\\mathbf{r},\\sigma_1,\\sigma_2) \\right] + b(\\mathbf{r},\\sigma_1,\\sigma_2) \\left[ 1 - \\gamma(\\mathbf{r},\\sigma_1,\\sigma_2) \\right],\n\\]\n\nwhere \\( \\beta = 1/k_B T \\) and \\( b \\) is a bridge function."} | 2c9d4586cabfa968bf33747d2359eec8470da204-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://repository.lib.ncsu.edu/bitstream/1840.2/342/1/lado_1998_j_chem_phys_6441.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"which will be used to characterize the suspensions and define the parameter $a$. The orthonormal polynomials satisfying Eq. (8) for the Schulz distribution $f(\\sigma)$ are\n\n$$p_j(\\sigma) = \\left[\\frac{\\Gamma(j+1)\\Gamma(\\alpha+1)}{\\Gamma(j+\\alpha+1)}\\right]^{1/2} L_j^{(\\alpha)}\\left(\\frac{\\alpha+1}{\\sigma}\\right).$$ \\[33\\]\n\nwhere the $L_j^{(\\alpha)}(t)$ are the associated Laguerre polynomials.\n\nWe present first the results for the repulsive DLVO potential. Computed thermodynamic values are shown in Table I for $\\rho\\bar{\\sigma}^2 = 0.05, 0.10, 0.15$ and three Schulz distributions of increasing width, $s_\\sigma = 0.1, 0.2, 0.3$, as well as the monodisperse case, $s_\\sigma = 0$, for reference. These quantities are seen to be relatively insensitive to the charge dispersion for the highly charged particles of the present sample. The effect of increasing polydispersity on the number-number distribution function $g_{NN}(r)$ is seen in Fig. 1 for $\\rho\\bar{\\sigma}^2 = 0.15$. The general pattern of decreasing structure with increasing dispersion reproduces the behavior of polydisperse colloids in three dimensions.\\[19\\] This is further mirrored in the number-number structure factor $S_{NN}(k)$, shown in Fig. 2. The $g_{NN}$ and $S_{NN}$ curves for $s_\\sigma = 0.1$ are quite close to their monodisperse limits and are omitted in Figs. 1 and 2 for clarity. The functions $g_{00}(r)-1$, $g_{10}(r)$, and $g_{11}(r)$ for correlations of density-density, size-density, and size-size fluctuations, respectively, Eqs. (21)–(23), are shown in Fig. 3 for density $\\rho\\bar{\\sigma}^2 = 0.15$ and dispersion $s_\\sigma = 0.3$. We see, for example, that at the first peak of $g_{00}(r)$, which occurs at $r = 2.54\\bar{\\sigma}$, the size-size fluc-\n\n![Image of Figure 1]\n\n**FIG. 1.** The number-number pair distribution function $g_{NN}(r) = g_{00}(r)$ for a polydisperse colloidal monolayer with repulsive DLVO potential at density $\\rho\\bar{\\sigma}^2 = 0.15$. The size dispersion of the colloidal spheres in descending order of the first peak is $s_\\sigma = 0, 0.2, \\text{and } 0.3$.\n\n![Image of Figure 2]\n\n**FIG. 2.** The number-number structure factor $S_{NN}(k) = 1 + \\rho\\tilde{h}_{00}(k)$ for a polydisperse colloidal monolayer with repulsive DLVO potential at density $\\rho\\bar{\\sigma}^2 = 0.15$. The size dispersion of the colloidal spheres in descending order of the first peak is $s_\\sigma = 0, 0.2, \\text{and } 0.3$. The value at $k = 0$ is largest for $s_\\sigma = 0.3$.\n\n![Image of Figure 3]\n\n**FIG. 3.** Pair correlation function coefficients $g_{00}(r) - 1$ (solid line), $g_{10}(r)$ (dash-dot line), and $g_{11}(r)$ (dotted line) for a polydisperse colloidal monolayer with repulsive DLVO potential at density $\\rho\\bar{\\sigma}^2 = 0.15$ and size dispersion $s_\\sigma = 0.3$.\n\n**TABLE II.** Computed thermodynamics of a polydisperse colloidal monolayer with Lennard-Jones potential of well depth $\\beta\\epsilon = 0.25$ and Schulz distribution of relative standard deviation $s_\\sigma$.\n\n| $\\rho\\bar{\\sigma}^2$ | $s_\\sigma$ | $\\beta U/N$ | $\\beta p/\\rho k_B T$ | $k_B T K_T$ |\n|----------------|---------|-------------|----------------|-------------|\n| 0.2 | 0 | 0.0882 | 1.232 | 0.6468 |\n| | 0.1 | 0.0887 | 1.234 | 0.6449 |\n| | 0.2 | 0.0901 | 1.239 | 0.6389 |\n| | 0.3 | 0.0926 | 1.247 | 0.6291 |\n| 0.4 | 0 | 0.1736 | 1.658 | 0.3459 |\n| | 0.1 | 0.1745 | 1.665 | 0.3426 |\n| | 0.2 | 0.1775 | 1.688 | 0.3328 |\n| | 0.3 | 0.1824 | 1.727 | 0.3168 |\n| 0.6 | 0 | 0.2383 | 2.541 | 0.1540 |\n| | 0.1 | 0.2389 | 2.568 | 0.1510 |\n| | 0.2 | 0.2408 | 2.651 | 0.1423 |\n| | 0.3 | 0.2431 | 2.801 | 0.1287 |"} | 2c9d4586cabfa968bf33747d2359eec8470da204-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://ceas.uc.edu/content/dam/refresh/ceas-62/documents/academics/departments/aerospace-engineering-&-engineering-mechanics/fire-science/best-papers/todd-owens.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Todd A. Owens\nUniversity of Cincinnati\nChief Officer Challenges and Opportunities\nFST 3054\nNovember, 2016"} | 3489dfefa5cae8d7389f264f30628a11a5993e29-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://ceas.uc.edu/content/dam/refresh/ceas-62/documents/academics/departments/aerospace-engineering-&-engineering-mechanics/fire-science/best-papers/todd-owens.pdf | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Chief Payne of the Dayton Fire Department discussed the welfare of his personnel as his top priority. He is supportive of, and monitoring the progress of the presumptive cancer bill and appears rather knowledgeable on the subject. Some cancer preventative measures he is currently working on include purchasing two sets of turnout gear for all firefighters, new gear washer/extractors for cleaning and promoting the use of SCBA during overhaul. He was the only chief, that I recall, who talked extensively of health/wellness and its applicability in the firehouse. Chief Payne too is a proponent of higher education; he recently received his Masters from the Naval Postgraduate School.\n\nThe Columbus Fire Division is the largest department in Ohio; they staff 34 stations with nearly 1,500 personnel. Chief O’Connor discussed his budget of 230 million and provided insight on how he manages monetary concerns. He is constantly challenged to be fiscally responsible and states cuts would impact staffing (93% of budget). He encourages asking for what you need, not want and be able to justify requests. He discussed data, its value and worth; a “wicked problem” earlier identified. He relies on utilization reporting to justify unit/personnel deployment, I found this approach interesting. If utilization numbers are low, staffing level is supported by department standard response time benchmarks—4 minutes. He finished the with a good point, “as fire chief I need to do the right thing,” I believe this is always the best approach.\n\nRecommendations\n\nI enjoyed the class and see the benefit of talking with chief officers of varying sized department—provides prospective. This class would be next to impossible, almost criminal to conduct on-line; the one-on-one meetings with chiefs were invaluable. One concern was travel, which I personally was not opposed to; I drove 520 miles during this class. What I would do though, is include the travel needs in the course description; making this point well known. One"} | 3489dfefa5cae8d7389f264f30628a11a5993e29-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://ceas.uc.edu/content/dam/refresh/ceas-62/documents/academics/departments/aerospace-engineering-&-engineering-mechanics/fire-science/best-papers/todd-owens.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"periods of inadequate staffing. They have a unique staffing model, 48 hours on then off for 96 hours. BC Barnett states this form of scheduling decreases sick time use and allows members more time to complete departmental projects. Trotwood is an aging department, with an average personnel age of 40. Another huge obstacle is high turnover; they hired 12 part-time members in the last five months and have already lost 4.\n\nOur final meeting was with Chief Highley of the Worthington Fire Department. This department absorbed Sharon Twp. in the early 1990s. Worthington makes nearly 6K responses annually from one centrally located station. Changes and elimination of promoted, administrative positions has been detrimental to departmental operations. Day-to-day functions are carried out by the chief, leaving no time for administrative planning. Chief Highley states he only has time to manage problems and employee issues; he appears exhausted. An assistant chief position was recently created to alleviate some his burdensome workload. He states his major problem is overtime and frequent personnel shortage.\n\n**Metro Department Chief Meetings**\n\nThe class was fortunate to meet with three metro chiefs from Cincinnati, Dayton and Columbus. Chief Braun of Cincinnati stated one of his biggest concerns is fear of the unknown; he specifically referenced the recent line-of-duty death of Daryl Gordon. I couldn’t imagine the emotional toll of managing a LODD.\n\nManaging a large department has its challenges, and he recommends putting the right people in key positions to assure success. He doesn’t like “yes men” and appreciates unbiased opinion which he believes promotes “buy in.” Chief Braun wished he’d received his degree earlier in his career and discussed the importance of formal education."} | 3489dfefa5cae8d7389f264f30628a11a5993e29-6 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.gkda.org.tr/images/stories/Dergii/2013/1328.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"CASE REPORT\n\nA 6-year-old boy (weight 18 kg, height 115 cm) was admitted in the hospital and circumcision was planned. His health state was complicated with double-outlet right ventricle, situs inversus dextrocardia, tricuspid regurgitation (3-4 degree), pulmonary banding, and ventricular septal defect. He underwent a BCPS operation at 3 months old. Preoperatively, the child was active, with mild cyanosis and clubbing. Oxygen saturation (SpO$_2$) was 80 % in the room air. He was medicated with aspirin which was discontinued 3 days before the operation. In laboratory examination, the white blood cell count was 8000 mm$^3$, platelet count was 285.000 mm$^3$, haemoglobin and haematocrit levels were 17.8 gr/L and 52.5 %, respectively. Blood chemistry and clotting screen test results were normal. Chest X-ray showed mild cardiomegaly and clear lung fields. Before the operation, patient was hospitalized and solid foods were not allowed for 8 h before anesthesia. After establishing peripheral intravenous access, intravenous fluids (0.45 % saline in 5 % dextrose) was administered as a replacement fluid before the operation.\n\nIn the operating room, 5-channel electrocardiogram (ECG), pulse oxymeter and non-invasive blood pressure measurements were continuously monitored. The patient was sedated with intravenous 1 mg midazolam and 10 μg fentanyl simultaneously, and 2 L min$^{-1}$ supplemental oxygen was delivered via facemask. After then invasive arterial cannulation was scheduled, he was placed in a lateral decubitus position. Lumbar puncture was performed using a midline approach through L4- L5 intervertebral space with a 26 G Atraucan (Braun, Melsungen, Germany) pediatric spinal needle and 0.3 mg kg$^{-1}$ 0.5 % hyperbaric bupivacaine was injected intrathecally. A lower extremity motor block was obtained within 5 min. The degree of motor block was 2 according to modified Bromage Scale $^{(6)}$. The sensory block was achieved approaching T6-7 level verified by skin cold test after 10 min, then skin incision was started. Intraoperative fluid maintenance was provided with 0.45 % saline in 5 % dextrose (5 mL kg$^{-1}$ intravenous) during the surgery. The operation lasted 25 minutes, intraoperative course of patient was comfortable, and hemodynamical status was stable.\n\nIV paracetamol 15 mg kg$^{-1}$ was given to prevent postoperative pain, and children were transferred to the recovery room. Additionally analgesic agents were not required during the intraoperative and postoperative first hour. Postoperatively, motor block completely recovered 75 min after the surgical procedure. He was monitored in the recovery room until postoperative first hour, then he was transferred to the pediatric surgery ward.\n\nDISCUSSION\n\nBCPS has become an important intermediate step in the treatment of pediatric patients with a single ventricular physiology who are ultimately destined for palliative surgery $^{(1)}$.\n\nThe anesthetic management of these patients is associated with several risks and challenges. Arousal or light anesthesia can elevate PVR. It is pointed out that elevated PVR may cause decreased pulmonary blood flow and systemic hypoxemia after a BCPS $^{(2)}$. The goal of intraoperative management is to maintain an adequate intravascular volume to enhance PBF, and minimize PVR in patients with BCPS $^{(2)}$. General anesthesia and endotracheal intubation may induce abnormal hemodynamic and respiratory response and life threatening bronchospasm in patients with BCPS.\n\nAdditionally, mechanical positive airway pressure ventilation, delayed extubation, and postoperative agitation with increased mean airway pressure and noxious stimuli such as pain can trigger a rapid increase in PVR. In general anesthesia practices, it is emphasized that spontaneous breathing with smooth and early extubation is a safe procedure to maintain systemic oxygen levels in these patients.\n\nRegional anesthesia is a technique that is used as an alternative and complementary to general anesthesia in elderly patients. However, the use of this technique was rarely reported until 1980s in pediatric anesthesia practices. In 1980s spinal anesthesia has been described as a safe and efficient anesthetic technique in the pediatric population especially in premature infants scheduled for infraumbilical surgery $^{(3)}$. Abajian et al in 1984 reported the use of spinal anesthesia in high risk ex-premature infants and considered regional anesthesia by spinal approach to be safe and effective in this pediatric patients $^{(3)}$. However, spinal anesthesia is a feasible technique not only in neonates, but also in older children and adolescents $^{(4)}$.\n\nAdditionally this technics appears to provide suitable operative conditions, excellent relaxation, and effective postoperative pain relief. Central neuraxial"} | 4de1bbaf48e5ba34104ba35b30580072dc4504a1-2 | 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qwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.gkda.org.tr/images/stories/Dergii/2013/1328.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"blockade in young children is characterized by remarkable hemodynamic stability \\(^{(4)}\\). Volume loading before such blocks, commonly practiced in adults, is unnecessary in this age group. This phenomenon is considerable advantageous in patients with BCPS.\n\nDespite this beneficial effect in spinal anesthesia, still there are some controversial issues. One of this topic is sedation. It may be impossible or dangerous to perform a block in an awake child, because the child can have uncontrolled movements during the application of a block. Children at this age group may necessitate sedatives. The aim of sedation is to provide analgesia, anxiolysis, and motor control during puncture \\(^{(5)}\\). Some sedatives used in conjunction with spinal anesthesia seems to be associated with increased risk of apnea \\(^{(5)}\\). Therefore, children should be monitored closely during sedation.\n\nWe didn’t observe respiratory adverse effects, agitation, and pain during perioperative period in our patient. We provided adequate analgesia with spinal anesthesia and, preemptive paracetamol.\n\nAdditional analgesic agents (eg. opioid or NSAIDs) were not required during the early postoperative period.\n\nChildren with heart disease undergoing noncardiac surgery are at increased risk of perioperative morbidity and mortality compared with other children. These children pose a serious challenge for anesthesia. If general anesthesia is used, spontaneous breathing and rapid recovery of consciousness are desirable to allow the child full airway control after extubation. In previous studies, it has been suggested that when compared with general anesthesia, spinal anesthesia is associated with fewer cardiovascular and respiratory complications, less need for postoperative mechanical ventilation, and a shorter hospital stay \\(^{(6)}\\). Because of these factors, spinal anesthesia seems reliable and safe anesthetic technique in children with heart disease for noncardiac, especially lower abdominal surgery.\n\nIn conclusion, good and smooth recovery and uneventful postoperative period can be achieved with spinal anesthesia. We consider that spinal anesthesia would be a reliable and an alternative technique to general anesthesia in children with BCPS.\n\nREFERENCES\n\n1. Leyvi G, Wasnick JD. Single-ventricle patient: pathophysiology and anesthetic management. *J Cardiothorac Vasc Anesth* 2010;24(1):121-130. http://dx.doi.org/10.1053/j.jvca.2009.07.018 PMid:19864163\n\n2. Yuki K, Casta A, Uezono S. Anesthetic management of noncardiac surgery for patents with single ventricle physiology. *J Anesth* 2011;25(2):247-256. http://dx.doi.org/10.1007/s00540-010-1081-4\n\n3. Abajian JC, Mellish RW, Browne AF, Perkins FM, Lambert DH, Mazuzan JE Jr. Spinal anesthesia for surgery in the high-risk infant. *Anesth Analg* 1984;63:359-362. http://dx.doi.org/10.1213/00000539-198403000-00015\n\n4. Bosenberg A. Benefits of regional anesthesia in children. *Pediatric Anesth* 2012;22(1):10-18. http://dx.doi.org/10.1111/j.1460-9592.2011.03691.x\n\n5. Kokki H. Spinal blocks. *Pediatr Anaesth* 2012;22(1):56-64. http://dx.doi.org/10.1111/j.1460-9592.2011.03693.x\n\n6. White MC. Approach to managing children with heart disease for noncardiac surgery. *Pediatric Anesth* 2011;21:522-529. http://dx.doi.org/10.1111/j.1460-9592.2010.03416.x PMid:20880154"} | 4de1bbaf48e5ba34104ba35b30580072dc4504a1-3 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.gkda.org.tr/images/stories/Dergii/2013/1328.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Spinal Anesthesia in Circumcision Operation in a Child with Bidirectional Superior Cavapulmonary Shunt\n\nEsra ÇALIŞKAN *, Mesut ŞENER *, Hatice İZMİRLİ *, Aysu KOÇUM *, Anış ARIBOĞAN *\n\nSUMMARY\n\nBidirectional cavapulmonary shunt (BCPS) is performed for various cyanotic congenital heart defects, mainly those involving a single-ventricle repair (1). This shunt consisted of an anastomosis between the divided end of the superior vena cava to the side of the undivided right pulmonary artery. In patients with bidirectional superior cavapulmonary shunt anything causing high intrathoracic pressure such as coughing, intubation, postoperative agitation with increased mean airway pressure or breath-holding will cause a significant reduction of pulmonary blood flow (PBF), and therefore significant desaturation.\n\nIn BCPS patients who received general anesthesia, spontaneous breathing with smooth and early extubation is a safe procedure to maintain systemic oxygen levels in these patients. Spinal anesthesia can be an alternative technique to general anesthesia with adequate airway control without entubation.\n\nIn this case report, we represented a 6 year-old boy who received spinal anesthesia for circumcision operation.\n\nKey words: spinal anesthesia, pediatric surgery, bidirectional superior cavapulmonary anastomosis\n\nINTRODUCTION\n\nThe physiologic rationale for a bidirectional cavapulmonary shunt (Glenn procedure) was presented clinically in 1950 (1). In the classic Glenn procedure, flow from the superior vena cava (SVC) was directed into the right pulmonary artery, which was disconnected from the confluence.\n\nAnesthetic management of patients presenting with BCPS is centered on the maintenance of the balance between pulmonary vascular (PVR) and systemic vascular resistance (SVR) (1). In these patients any factor that would increase intrathoracic pressure (such as coughing, positive pressure ventilation, breath holding) or PVR (acidosis, sympathetic stimulation, intubation) can reduce flow through pulmonary circuit. Reduced pulmonary blood flow results in systemic hypotension and significant desaturation.\n\nGeneral anesthesia with endotracheal intubation and delayed extubation may adversely affect pulmonary vascular resistance in patients with BCPS.\n\nSpinal anesthesia allowed preservation of spontaneous ventilation and may be suitable in children with BCPS which avoids tracheal intubation and adverse effects of mechanic ventilation.\n\nWe present a child with a history of BCPS who underwent successful circumcision operation under spinal anesthesia."} | 4de1bbaf48e5ba34104ba35b30580072dc4504a1-1 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://file.scirp.org/pdf/AJCM_2016060314312723.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Random Crank-Nicolson Scheme for Random Heat Equation in Mean Square Sense\n\nM. T. Yassen, M. A. Sohaly, Islam Elbaz\nDepartment of Mathematics, Faculty of Science, Mansoura University, Mansoura, Egypt\n\nReceived 2 February 2016; accepted 5 February 2016; published 3 June 2016\n\nThis paper deals with the construction of random Crank-Nicolson solution for heat equation containing uncertainty through the coefficient. Under suitable hypotheses on data, we prove that the constructed random Crank-Nicolson solution is satisfying mean square convergent through the whole space. Furthermore, the basic main statistical measures, like as the expected value and the variance, of the computationally solution obtained by the random Crank-Nicolson scheme are given. At the last, we apply the proposed method to illustrative cases.\n\nKeywords\nRandom Partial Differential Equations (RPDEs), Mean Square Sense (m.s), Second Order Random Variable \\((2r.v.s)\\), Random Crank-Nicolson Scheme, Convergence, Consistency, Stability\n\n1. Introduction\nThe goal of computational science is to develop models that predict phenomena observed in nature. However, these models are often based on parameters that are uncertain. In recent decades, main numerical methods for solving SPDEs have been used such as, finite difference and finite element schemes [1]-[5]. Also, some practical techniques like the method of lines for boundary value problems have been applied to the linear stochastic partial differential equations, and the outcomes of these approaches have been experimented numerically [7]. In [8]-[10], the author discussed mean square convergent finite difference method for solving some random partial differential equations. Random numerical techniques for both ordinary and partial random differential equations are treated in [4] [10]. As regards applications using explicit analytic solutions or numerical methods, a few results may be found in [5] [6] [11]. This article focuses on solving random heat equation by using Crank-Nicol-\n\nHow to cite this paper: Yassen, M.T., Sohaly, M.A. and Elbaz, I. (2016) Random Crank-Nicolson Scheme for Random Heat Equation in Mean Square Sense. American Journal of Computational Mathematics, 6, 66-73. http://dx.doi.org/10.4236/ajcm.2016.62008"} | 91b847b7627a45c656e7a1a999215466432e0055-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://file.scirp.org/pdf/AJCM_2016060314312723.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Put $r = \\frac{\\Delta t}{2\\alpha x^2}$\n\nHence, the RCNS for our problem is:\n\n$$-r\\alpha u_{k+1}^{n+1} + (1 + 2r\\alpha)u_k^{n+1} - r\\alpha u_{k-1}^{n+1} = r\\alpha u_{k+1}^n + (1 - 2r\\alpha)u_k^n + r\\alpha u_{k-1}^n$$\n\n$$u_k^n = u_0(k\\Delta x) = u_0(x_k)$$\n\n$$u_k^n = g(n\\Delta t) = g(t_n), \\quad u_k^n = h(n\\Delta t) = h(t_n)$$\n\n3.1. Consistency of RCNS\n\nWe can rewrite the above scheme as:\n\n$$u_{k+1}^{n+1} = \\frac{1 + 2r\\alpha}{r\\alpha} u_k^{n+1} - \\frac{1 - 2r\\alpha}{r\\alpha} u_k^n - u_{k-1}^{n+1} + \\frac{2r\\alpha - 1}{r\\alpha} u_k^n - u_{k-1}^n$$\n\nThe above scheme is a random Crank-Nicolson version of (1 - 3). For a RPDE, say $Lv = G$ where $L$ is a differentiable operator and $G \\in L^2(R)$. On the other hand, we represent finite difference scheme at the point $(k\\Delta x, n\\Delta t)$ by $L_k^n u_k^n = G_k^n$.\n\n**Definition 3.1.1.** A random difference scheme $L_k^n u_k^n = G_k^n$ that approximating RPDE $Lv = G$ is **consistent** in mean square sense at time $t = (n+1)\\Delta t$, if for any continuously differentiable function $\\Phi = \\Phi(x,t)$, we have in mean square:\n\n$$E\\left[ (L_k^n \\Phi - G_k^n) - (L_k^n \\Phi(k\\Delta x, n\\Delta t) - G_k^n) \\right]^2 \\to 0$$\n\nAs $\\Delta t \\to 0, \\Delta x \\to 0, k \\to \\infty, n \\to \\infty$ and $(k\\Delta x, n\\Delta t) \\to (x,t)$.\n\n**Theorem 3.1.1.** The random Crank-Nicolson difference scheme (4)-(6) with second order random variable is to be consistent in mean square sense as: $\\Delta t \\to 0, \\Delta x \\to 0, n \\to \\infty$ and $(k\\Delta x, n\\Delta t) \\to (x,t)$.\n\n**Proof.** Assume that $\\Phi(x,t)$ is a deterministic smooth function then:\n\n$$L_k^n \\Phi = \\Phi(k\\Delta x, (n+1)\\Delta t) - \\Phi(k\\Delta x, n\\Delta t) - \\alpha \\int_{x_k}^{x_{k+1}} \\Phi_x(k\\Delta x, s) ds$$\n\n$$L_k^n \\Phi(k\\Delta x, n\\Delta t)$$\n\n$$= \\Phi((k+1)\\Delta x, (n+1)\\Delta t) - \\frac{1+2r\\alpha}{r\\alpha} \\Phi(k\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, (n+1)\\Delta t)$$\n\n$$+ \\Phi((k+1)\\Delta x, n\\Delta t) - \\frac{2r\\alpha - 1}{r\\alpha} \\Phi(k\\Delta x, n\\Delta t) + \\Phi((k-1)\\Delta x, n\\Delta t)$$\n\nThen,\n\n$$E\\left[ L_k^n \\Phi - L_k^n \\Phi \\right]^2$$\n\n$$= E\\left[ \\left( \\frac{1+3r\\alpha}{r\\alpha} \\Phi(k\\Delta x, (n+1)\\Delta t) + \\frac{r\\alpha - 1}{r\\alpha} \\Phi((k+1)\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, (n+1)\\Delta t) \\right) \\right]^2$$\n\n$$- \\Phi((k-1)\\Delta x, (n+1)\\Delta t) - \\Phi((k+1)\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, n\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, n\\Delta t) + \\left[ \\frac{1+3r\\alpha}{r\\alpha} \\Phi(k\\Delta x, (n+1)\\Delta t) + \\frac{r\\alpha - 1}{r\\alpha} \\Phi((k+1)\\Delta x, 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\\Phi((k-1)\\Delta x, n\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, (n+1)\\Delta t) - \\Phi((k-1)\\Delta x, (n+1)\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, n\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, (n+1)\\Delta t) - \\Phi((k-1)\\Delta x, (n+1)\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, n\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, (n+1)\\Delta t) - \\Phi((k-1)\\Delta x, (n+1)\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, n\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, (n+1)\\Delta t) - \\Phi((k-1)\\Delta x, (n+1)\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, n\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, (n+1)\\Delta t) - \\Phi((k-1)\\Delta x, (n+1)\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, n\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, (n+1)\\Delta t) - \\Phi((k-1)\\Delta x, (n+1)\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, n\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, (n+1)\\Delta t) - \\Phi((k-1)\\Delta x, (n+1)\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, n\\Delta t) - \\Phi((k-1)\\Delta x, n\\Delta t)$$\n\n$$- \\Phi((k+1)\\Delta x, (n+1)\\Delta t) - \\Phi((k-1)\\ | 91b847b7627a45c656e7a1a999215466432e0055-3 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://file.scirp.org/pdf/AJCM_2016060314312723.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"As: \\( \\Delta t \\to 0, \\Delta x \\to 0, n \\to \\infty \\), \\( (k \\Delta x, n \\Delta t) \\to (x, t) \\) and at time \\( t = (n+1) \\Delta t \\), Then we have\n\n\\[\nE \\left[ L_k (\\Phi)^{n}_k - L^n_k \\Phi \\right] \\to 0\n\\]\n\nHence, the random Crank-Nicolson scheme (4)-(6) is **consistent** in mean square sense. ■\n\n### 3.2. Exponential Stability Analysis of RCNS\n\n**Definition 3.2.1.** A random Crank-Nicolson difference scheme \\( L^n_k u^n_k = G^n_k \\) is **exponential stable** in mean square if there exist some positive constants \\( a, c \\) and constants \\( k, b \\). Such that:\n\n\\[\nE |u^n_k|^2 \\leq c e^{-k b t} E |u^0|^2\n\\]\n\nFor: \\( t = (n+1) \\Delta t \\geq 0, 0 \\leq \\Delta x \\leq a \\) and \\( 0 \\leq \\Delta t \\leq c \\)\n\n**Theorem 3.2.1.** The random Crank-Nicolson scheme (4)-(6) with second order random variable is **unconditionally stable** in mean square sense as with \\( k = 1 \\) and \\( b = 0 \\).\n\n**Proof:** Since,\n\n\\[\nu^{n+1}_k = \\frac{1 + 2r \\alpha}{r \\alpha} u^n_k - u^{n-1}_k - u^{n-1}_{k-1} + \\frac{2r \\alpha - 1}{r \\alpha} u^n_{k-1} - u^{n-1}_{k-1}\n\\]\n\nThen,\n\n\\[\nE |u^{n+1}_k|^2 = E \\left| \\frac{1 + 2r \\alpha}{r \\alpha} u^n_k - u^{n-1}_k - u^{n-1}_{k-1} + \\frac{2r \\alpha - 1}{r \\alpha} u^n_{k-1} - u^{n-1}_{k-1} \\right|^2\n\\]\n\n\\[\n= E \\left[ \\left( \\frac{1 + 2r \\alpha}{r \\alpha} \\right)^2 |u^n_k|^2 + |u^{n-1}_k|^2 + |u^{n-1}_{k-1}|^2 + \\left( \\frac{2r \\alpha - 1}{r \\alpha} \\right)^2 |u^n_{k-1}|^2 + |u^{n-1}_{k-1}|^2 \\right. \\\\\n- 2 \\left( \\frac{1 + 2r \\alpha}{r \\alpha} \\right) u^n_k u^{n-1}_k - 2 \\left( \\frac{1 + 2r \\alpha}{r \\alpha} \\right) u^n_k u^{n-1}_{k-1} + 2 \\left( \\frac{2r \\alpha - 1}{r \\alpha} \\right) u^n_{k-1} u^{n-1}_k \\\\\n\\left. - 2 \\left( \\frac{2r \\alpha - 1}{r \\alpha} \\right) u^n_{k-1} u^{n-1}_{k-1} \\right]\n\\]\n\n\\[\n= E \\left[ \\frac{1}{r^2 \\alpha^2} |u^n_k|^2 + 4 |u^n_k|^2 + |u^{n-1}_k|^2 + |u^{n-1}_{k-1}|^2 + 4 |u^n_{k-1}|^2 + |u^{n-1}_{k-1}|^2 \\right. \\\\\n- \\frac{2}{r \\alpha^2} |u^n_k|^2 - \\frac{2}{r \\alpha} |u^n_k|^2 - 4 |u^n_k|^2 - 4 |u^n_{k-1}|^2 + 2 |u^n_k|^2 - 4 |u^n_{k-1}|^2 \\\\\n\\left. + 8 |u^n_k|^2 - \\frac{2}{r \\alpha^2} |u^n_k|^2 - \\frac{2}{r \\alpha} |u^n_k|^2 - 4 |u^n_k|^2 + 2 |u^n_{k-1}|^2 - 4 |u^n_{k-1}|^2 \\right]\n\\]\n\n\\[\n\\leq \\frac{1}{r \\alpha} \\sup_{r, k, n} \\left( \\frac{1}{\\alpha} |u^n_k|^2 \\right) + 4 \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right] + 4 \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right] + \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right] \\\\\n+ 4 \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right] - \\frac{4}{r \\alpha} \\sup_{r, k, n} \\left( \\frac{1}{\\alpha} |u^n_k|^2 \\right) + \\frac{1}{r \\alpha^2} \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right] + \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right] \\\\\n- 4 \\inf_{r, k, n} E \\left[ |u^n_k|^2 \\right] - \\frac{1}{r \\alpha} \\sup_{r, k, n} \\left( \\frac{1}{\\alpha} |u^n_k|^2 \\right) - 4 \\inf_{r, k, n} E \\left[ |u^n_k|^2 \\right] + 8 \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right] - \\frac{2}{r \\alpha} \\inf_{r, k, n} E \\left[ |u^n_k|^2 \\right] \\\\\n- 2 \\inf_{r, k, n} E \\left[ |u^n_k|^2 \\right] - 4 \\inf_{r, k, n} E \\left[ |u^n_k|^2 \\right] + 2 \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right] - 4 \\inf_{r, k, n} E \\left[ |u^n_k|^2 \\right] + 2 \\sup_{r, k, n} \\left( \\frac{1}{\\alpha} |u^n_k|^2 \\right) \\\\\n- 4 \\inf_{r, k, n} E \\left[ |u^n_k|^2 \\right] + 2 \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right] = \\sup_{r, k, n} E \\left[ |u^n_k|^2 \\right]\n\\]"} | 91b847b7627a45c656e7a1a999215466432e0055-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://assets.researchsquare.com/files/rs-3466940/v1/ca1eb457-3ddc-4281-90bb-59b017ba8810.pdf?c=1697813454 | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"First, we explored seasonal precipitation and temperature patterns along the latitudinal gradient where the sea oats populations were collected. We organized our analysis into groups of three months, roughly representing the four seasons (Winter, Spring, Summer, and Autumn).\n\nEcological descriptors comprised the: U.S Environmental Protection Agency (US EPA) ecoregion zoning (EPA3 and EPA4) (Supplementary Table S2), U.S. Department of Agriculture-Natural Resource Conservation Service (USDA-NRCs) and Food and Agriculture Organization of the United Nations (FAO) soil classification (Supplementary Table S3), American Horticulture Society (AHS) heat zoning (Supplementary Table S4), USDA plant hardiness zoning (Supplementary Table S5). We also used sea oat phylo-geography data as population grouping factors (Franks et al. 2004 Supplementary Table S6).\n\n**Antioxidant analysis**\n\nWe estimated the levels of Trolox Equivalent Antioxidant Capacity (TEAC) in seeds using the modified ABTS/TEAC assay (Re et al., 1999). ABTS/TEAC determines the TEAC per gram of sample. ABTS (2,2'-Azino-bis (3-ethylbenzothiazoline-6-sulfonic acid) reagent was prepared by dissolving 2.74 mg of ABTS in 1 mL of sterile, distilled H$_2$O for each reaction, including the standards. Then, 300 mg of MnO$_2$ was added and mixed using a magnetic stirrer for 20 minutes. The mixture was filter sterilized through a 0.45 µm syringe filter. For calculations, a spectrophotometer (Scientific Genesys 10S UV-VIS Spectrophotometer, Thermo Scientific, Madison, USA) was zeroed at 734 nm with 100 µL PBS added to 1 mL of sterile distilled H$_2$O. Absorbance readings were adjusted with 5 mM PBS to obtain a value of 0.700. We added 6.26 mg of Trolox (6-hydroxy-2,5,7,8-tetramethylchroman-2-carboxylic acid) to 50 mL of 5mM PBS then mixed the reagents by sonication for 20 minutes to obtain 0.5 mM Trolox standard solution. Then, 1 mL of aliquots were prepared in cryovials and stored in a freezer at -20°C. During the assay, a 1 mL cryovial containing 0.5 mM Trolox was obtained from the freezer and allowed to thaw. We re-dissolved the solution by sonication for 10 minutes. Then, dilutions for five triplicate standards were obtained at 0, 11, 22, 33, and 44 µl of 5mM Trolox corresponding to TEAC concentrations of 0, 5, 10, 15, and 20 µmol/L, respectively.\n\nAntioxidants for TEAC estimation were extracted from seeds using a modified hydrophilic method (Re et al., 1999). Samples were finely ground using liquid nitrogen. Approximately 10 mg/sample was placed into 10×75 mm reaction vials. Triplicates were used per sample per reaction. TEAC was extracted by adding 5 mL of 75% aqueous methanol, followed by stirring under a nitrogen gas stream of 2.0 Pascals at 30°C for 60 minutes. Then, the obtained product was centrifugated at 2000 × g for 5 minutes to get a supernatant containing the extracts. A second extraction step was conducted by adding 2 mL of 75% aqueous methanol and covering the reaction vials. Then, each vial was vortexed and centrifugated at 2000 × g for 15 minutes. Supernatants of the first and second reactions were combined. Concurrently, 10–20 mg of finely ground samples were prepared in oven-drying foil pans and dried at 103°C for 17 hours to obtain dry mass.\n\nExtracts were re-suspended into 10 mL of 75% methanol. Each 100 µL of sample extract was mixed with 1 mL of 5 mM ABTS solution, vortexed for two mins, and placed in the spectrophotometer cuvette before"} | c5405851d73c3e305301b6b9150d95b4b1699c12-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://assets.researchsquare.com/files/rs-3466940/v1/ca1eb457-3ddc-4281-90bb-59b017ba8810.pdf?c=1697813454 | 20 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Figure 4\n\nEnvironmental data patterns for the sites of sea oats collection from the US Atlantic and Gulf coastlines in a 10-year period prior to seed sampling (2009-2019). (A) Precipitation and (B) seasonal mean temperature. Model for precipitation and temperature patterns follow the function $Y = B_0 + B_1 + B_2x^2 + B_3x^3$. "} | c5405851d73c3e305301b6b9150d95b4b1699c12-20 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://assets.researchsquare.com/files/rs-3466940/v1/ca1eb457-3ddc-4281-90bb-59b017ba8810.pdf?c=1697813454 | 24 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Figure 8\n\nInfluence of location and latitudinal temperature patterns on baseline antioxidants in sea oats. Tmax: maximum temperatures recorded during the day. Tmin: minimum temperatures recorded during the day in relation to (A) baseline TEAC and (B) after 36 h of imbibition. Temperature and TEAC patterns models were calculated using the equation $Y = B_0 + B_1 + B_2x^2$. "} | c5405851d73c3e305301b6b9150d95b4b1699c12-24 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://patentimages.storage.googleapis.com/af/49/f1/0ab639940ae174/EP3042565A1.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"attributes when added in low (NWP:C-ratio 23.7:76.3) or medium levels (NWP:C-ratio 34.3:65.7).\n\nFurthermore, the examples of the present invention show that qualitatively acceptable high protein yoghurt (i.e. 8% protein) containing native whey proteins (\\(\\alpha\\)-lactalbumin, 2.13-2.61 mg mL\\(^{-1}\\); \\(\\beta\\)-lactoglobulin B, 5.48-6.39 mg mL\\(^{-1}\\); \\(\\beta\\)-lactoglobulin A, 5.40-6.09 mg mL\\(^{-1}\\)) can be produced by addition of low (whey:casein ratio 25:75) or medium (whey:casein ratio 35:65) levels of native whey protein concentrate in combination with a reduction in temperature from 95 °C for 5 minutes to 75 °C for 5 minutes.\n\nThe present invention provides yoghurt products with high amounts of native whey protein having positive nutritional and health effects. Furthermore, the present invention provides methods of preparing nutritious and healthy yoghurt products without producing acid whey which is an unwanted by-product of low value and difficult to dispose.\n\n**Detailed description of the drawings**\n\nFig. 1 shows a flow chart illustrating the production of yoghurt based on microfiltration and ultrafiltration fractions from unpasteurized skim milk according to the present invention.\n\nFig. 2 shows pictures of stirred yoghurts with no addition of UFR and heat treated at 75 °C for 5 minutes (C-75), with no addition of UFR and heat treated at 95 °C for 5 minutes (C-95), added low (L) level of UFR and heat treated at 75 °C for 5 minutes (L-75), added low (L) level of UFR and heat treated at 95 °C for 5 minutes (L-95), added medium (M) level of UFR and heat treated at 75 °C for 5 minutes (M-75), and added medium (M) level of UFR and heat treated at 95 °C for 5 minutes (M-95).\n\nFig. 3 shows a flow chart illustrating the production of yoghurt based on microfiltration and ultrafiltration fractions of unpasteurized skim milk wherein UFR is added after heat treatment according to Example 6 (reference example).\n\nFig. 4 shows pictures of stirred yoghurts with addition of UFR before heat treatment at 75 °C for 5 minutes and fermentation (Control), addition of UFR before heat treatment at 75 °C for 5 minutes and fermentation (Extra), added low level of UFR after heat treatment at 95 °C for 5 minutes but before fermentation (BFL), added high level of UFR after heat treatment at 95 °C for 5 minutes but before fermentation (BFH), added high level of UFR after heat treatment at 95 °C for 5 minutes and fermentation (AFH).\n\nThe invention is explained in more detail in the examples below. The examples are only meant to be illustrative and shall not be considered as limiting.\n\n**Examples**\n\n**Example 1**\n\nStirred and set yoghurts were produced using three whey protein:casein ratios (10:90, 25:75 or 35:65) and two heat treatment temperatures (75 or 95 °C for 5 minutes) leading to a total of six factor combinations. Two replication blocks gave a total of 12 yoghurt batches.\n\nCow’s milk (Norwegian red cattle) was obtained from the university farm. The milk was separated (Westfalia separator AG, SA 1-01-175, Oelde, Germany) at 63 °C. Unpasteurized skim milk was temporary collected in a double-O vat (Landteknikk A/L, Trondheim, Norway) and kept at 50 ± 2 °C until microfiltration (MF) in an MF pilot plant (APV Anhydro AS, Silkeborg, Denmark). Microfiltration was performed at a uniform transmembrane pressure with a module containing seven ceramic membranes, each with pore size 0.14 \\(\\mu\\)m and 0.303 m\\(^2\\) filter area (INSIDE CérAM™, TAMI Industries, Nyons, France). Filtration temperature varied between 55 and 58 °C with an average temperature of 56.5 °C. The permeate circulation was cooled to an average temperature of 51.7 °C using a separate cooling system according to the International patent WO 2011/115498 A1 (Hoffmann, 2011). Microfiltration retentates (MFR) with average volume concentration factors of 1.6 and 2.9 were produced. The MFRs were pasteurized (type A3-HRB, Alfa Laval, Nakskov, Denmark) at 72 °C for 15 seconds. The MF permeate was concentrated on an ultrafiltration (UF) pilot plant Alfa Laval UFS-4 (Alfa Laval, Nakskov, Denmark) containing a single spiral wound membrane (GR60PP-6338/48, Alfa Laval, Nakskov, Denmark) with 25 000 Da cut-off. Filtration temperature was kept between 45 and 50 °C with an average temperature of 47.8 °C. The ultrafiltration retentate (UFR) had an average volume concentration factor of approximately 18.8. The chemical composition of the pasteurized MFRs and UFR is shown in Table 1, while Fig. 1 gives a flow chart of the production of fractions and yoghurts. It should be noted that the terms \"MFR 1.6\" and \"MRF 2.9\" in Table 1 and"} | e198dc4b1d2b128352b536ba111ed607214818c0-8 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://patentimages.storage.googleapis.com/af/49/f1/0ab639940ae174/EP3042565A1.pdf | 24 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"This annex lists the patent family members relating to the patent documents cited in the above-mentioned European search report. The members are as contained in the European Patent Office EDP file on 10-04-2015. The European Patent Office is in no way liable for these particulars which are merely given for the purpose of information.\n\n| Patent document cited in search report | Publication date | Patent family member(s) | Publication date |\n|----------------------------------------|-----------------|-------------------------|-----------------|\n| EP 1046344 A2 | 25-10-2000 | AU 774203 B2 | 17-06-2004 |\n| | | AU 3012700 A | 02-11-2000 |\n| | | EP 1046344 A2 | 25-10-2000 |\n| | | JP 4256254 B2 | 08-04-2009 |\n| | | JP 2000300183 A | 31-10-2000 |\n| | | NZ 504152 A | 31-08-2001 |\n|----------------------------------------|-----------------|-------------------------|-----------------|\n| US 2014017332 A1 | 16-01-2014 | AU 2012219666 A1 | 05-09-2013 |\n| | | CA 2827463 A1 | 23-08-2012 |\n| | | CN 103491790 A | 01-01-2014 |\n| | | EP 2675281 A1 | 25-12-2013 |\n| | | FI 20115156 A | 19-08-2012 |\n| | | JP 2014511176 A | 15-05-2014 |\n| | | KR 2014005288 A | 14-01-2014 |\n| | | US 2014017332 A1 | 16-01-2014 |\n| | | WO 2012110705 A1 | 23-08-2012 |\n|----------------------------------------|-----------------|-------------------------|-----------------|\n| US 2014308398 A1 | 16-10-2014 | US 2014308398 A1 | 16-10-2014 |\n| | | WO 2014169171 A2 | 16-10-2014 |\n|----------------------------------------|-----------------|-------------------------|-----------------|\n\nFor more details about this annex: see Official Journal of the European Patent Office, No. 12/82"} | e198dc4b1d2b128352b536ba111ed607214818c0-24 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://cloudfront.escholarship.org/dist/prd/content/qt4wj7647v/qt4wj7647v.pdf?t=p2bevu | 33 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Fig. 4. Experimental results of the Rochester-Cornell-NAL group. (a) Mass spectrum and (b) first derivative of the mass spectrum of the \\( \\pi \\) pairs photoproduced from carbon. The solid and dashed curves are fits with and without \\( \\rho^0-\\omega \\) interference."} | f8170669e950b2182775ec763ea2e1529f152df8-33 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://cloudfront.escholarship.org/dist/prd/content/qt4wj7647v/qt4wj7647v.pdf?t=p2bevu | 47 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"II. THE $A_2$ PUZZLE BECOMES A MYSTERY\n\nThe main discussion of the $A_2$ problem will be given in Dr. Weilhammer's talk. I will thus confine myself here to just a few remarks on the $A_2$.\n\nIf we were to take a public pole of physicists at this time I believe that the majority would feel that the overwhelming statistical evidence of the Northeastern-Stony Brook $A_2$ experiments have settled the question of the $A_2$ splitting; namely, that there is no splitting. Fortunately, or unfortunately, the ultimate physics results do not depend on public opinion polls. My own feeling is that at this point in time more data on the $A_2$ problem is needed. I would be very surprised if, when all the answers are in, the $A_2$ will end up as a perfectly simple single Breit-Wigner resonance. Of course, I have been surprised before, so this is possible. What I mainly want to emphasize is that we should not close the books at this time on the possibility of structure in the $A_2$ meson.\n\nWhat particular influences me in this opinion are the results of the LBL Group A experiment (Alston-Garnjost et al.$^2$) which first showed that all was not well with a dipole interpretation of the $A_2$ splitting. If you study their results carefully (see Fig. 1), you will note that while their mass distribution clearly shows no splitting it does however not look like a simple Breit-Wigner but has a distinctly narrower mass peak on the low side of the $A_2$. In Fig. 2 I show a compilation from the same reaction $\\pi^+ p \\rightarrow \\pi^+ \\pi^- \\pi^+ p$ at three different incident momenta,$^{3-5}$ and in Fig. 3 I show the sum of these two; namely all the available bubble chamber data on this reaction. All these figures correspond to a $t$ cut of $|t| > 0.1 \\text{ (GeV/c)}^2$, to eliminate the effect of the $A_1$ meson, and with $\\Delta^{++}$ out. It may be noted that none of these three distributions look like a simple Breit-Wigner resonance.\n\nThese results prompted Keith Barnham and myself to consider a model of two interfering Breit-Wigner resonances to explain the $A_2$ meson. This work"} | f8170669e950b2182775ec763ea2e1529f152df8-47 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://cloudfront.escholarship.org/dist/prd/content/qt4wj7647v/qt4wj7647v.pdf?t=p2bevu | 30 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Fig. 1. The DESY-MIT double-arm spectrometer."} | f8170669e950b2182775ec763ea2e1529f152df8-30 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://banmarchive.org.uk/collections/ulr/1_dickens.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Dickens and his readers\n\nThe audience, lively, responsive and fascinated was a stimulus essential to the creative method. It is significant that his last unfinished novel, *Edwin Drood*, was designed to be a detective thriller of the kind which a much younger novelist, Wilkie Collins, had made popular. Even at the end, he could not submit to the status of a revered anachronism.\n\nCash and folk figures\n\nThe novel published in parts had of course very distinct effects. Since it was being written and sold before it was finished, it demanded haste, a monthly crisis, and no pause for rewriting or manipulations towards an over-all pattern. This does much to account for the loose structure, diffuseness and often inadequately tied-up plot of what we think of as the typically Dickensian novel. It meant also, on the debit side, that Dickens was particularly before he had really established his impregnable position as the leading novelist of his day, led, when the sales-barometer showed signs of sinking, to non-literary devices designed to bolster demand. Thus, in *Martin Chuzzlewit*, when sales began to drop, he inserted the grand American excursion, reasoning that the recent notoriety of his *American Notes* would make an irresistible appeal. (In fact, the public refused to take the bait, and by so doing showed excellent taste). On the credit side, however, the monthly publications did have this extraordinary result; that in a sense novelist and audience, by the extremely close touch they maintained (not only through the sales statistics, but through correspondence and more intangible forms of response as well) created the work together; instead of the artist merely offering the done thing, he entered into the community of his readers and created for them and, to an extent, through them. The audience was the whole of early Victorian England. Dickens was read with equal avidity by intellectuals (though here, from the first, there were dissentors) and by working people. This was the period before the Education Acts and a public captured by mass-circulation journalism. Many of Dickens's audience were illiterate, but accessible through reader's clubs, where one member, literate, read to the rest. Dickens was also family reading, and on the whole he was careful to keep his tone approved and moral; he minded his d-mns and G-ds! It was through his preternaturally close contact with a mass audience, that Dickens was able, in the first half of his artistic career, to achieve what no other writer has succeeded since in doing: he created genuine folk-figures, Pickwick, Fagin, Scrooge, Quilp, which not only bear the clear stamp of their popular origin but have found their way back into a current mythology, where they are still renewed through our modern mass-media, the film and the radio.\n\nBy 1850, this era of the creation of folk heroes was over for Dickens. The reasons for this change are of course very complex, but they certainly have something to do with an increasing and irremediable urbanization with its accompanying loss of traditions, an increasing self-consciousness on the part of the novelist's public, and, most certainly, the development of Dickens himself towards a highly conscious artist of the modern type; though whether cause and effect can be separated is doubtful. This change is shown very clearly in the fate of the Christmas stories. *A Christmas Carol*, for all its crudities and sentimentalities, possesses obviously, as its present seasonal popularity testifies, to an insistent degree, an archetypal popular appeal. Cashing in on their popularity, Dickens went on producing Christmas stories throughout his career. They continued to sell prodigiously; but they must strike us now as decidedly mechanical and mass-produced. They degenerated, almost admittedly into pot-boilers; though they always retained the function of showing which pot was being boiled. Dickens tried hard, in his last novels, to return to the type of folk-humour that early endeared him. After 1850, however, Fagin, Sairey Gamp, Sam Weller, all the typically \"Dickensian\" characters, somehow evaded his art; such late attempts as Silas Wegg, in *Our Mutual Friend* and the Wopsall-playing-Hamlet scene in *Great Expectations* are not really successful. Dickens was by then on to deeper and gloomier things.\n\nDrama, melodrama, death\n\nDickens's audience wanted, rather in the modern film-sense, \"drama\", and this the novelist provided in a very complex way. The more or less strict contemporaneousness of a Dickens novel does not provide the social content of the novels, rather, the symbolic structure that gives a specific significance to a general pattern of social vision. Thus, the \"theme\" of *Bleak House* is concerned with the evil effects of the venerable and decaying Court of Chancery (so *Oliver Twist* attacks the Poor Law; *Nicholas Nickelby* attacks Yorkshire schools; *Little Dorrit* satirizes the bureaucratic incompetence of the Crimean War through the Circumlocution office; and *Our Mutual Friend* uses as one of its symbols the actual dust-heaps that were sold at great profit in the London of the sixties)—and it could be said that that novel is concerned with remedying an obvious public scandal. Such particular attack was Dickens's dramatic fodder; in the earlier part of his career the novelist lived through a certain notoriety; and even when established his tendency to attack another soft section of the Establishment made him disliked in many official and conservative quarters. This activity has, obviously, a good deal in common with the capacity for scoop journalism discussed above. It was another of the ways through which he held and fascinated his audience and by means of which he was able to compete with the contemporary sex-fiction (for it existed: cf. Ford, *Dickens and his Readers*) of his time. But most important it was way of integrating his personal vision with an ever present individual social reality. The Court of Chancery was a crying scandal whose anti-social practice Dickens sharply focused; what is typical of Dickens however, is that he uses a decaying sector of society that is under attack as, in turn, a symbol for the whole of society. Around a central symbol or overt pre-occupation Dickens weaves a complex tapestry of unsuspected and unlikely relationships; extraordinary coincidences with an obscure connection, and a plot which manages to show that the aristocracy has an ultimate connection with the outcast and disowned (Lady Deadlock and Jo, the crossing-sweeper in Bleak House); that in the end all are reducible to the same social terms; Dickens manages in fine to image a society organic beyond all its rigidities and apparent stratifications."} | 081f70c4bbf2e4aeecf752051b7569e19f47d62e-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://banmarchive.org.uk/collections/ulr/1_dickens.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"unformulated and hidden in the minds of a working class not always very politically conscious. It explains further why he so disastrously misunderstood political activity such as Trade Unionism. His portrait of industrial conflict in \"Hard Times\" is narrow and unconvincing. It is significant that in this novel his working class hero, Stephen Blackpool, is, for personal reasons, outlawed both from his own work-mates and the Capitalists. The only comment he can find to contain his situation is; \"See how we die and no need, one way and another—in a muddle—every day!\" This almost the despairing cry of the ideological agnostic of all ages.*\n\nRelease\n\nAnother aspect of Dickens's anarchism accounts for his love-hate relationship to the idea of revolution. This had the obvious superficial attraction that sheer contemporaneity must bestow: the fear of revolution was an ever present possibility throughout the larger part of the period of his most abundant activity. Of course, the same type of fascinated horror is to be found in Carlyle; the success both of *The French Revolution* and of *A Tale of Two Cities* has the same source so far as the general imaginative context is concerned. With Dickens however, there was a further psychological incentive: the symbolic relationship between the actual, latent explosiveness of capitalist society and the destruction of the prison (the archetype here is the storming of the Bastille, which, as Lyonel Trilling has pointed out in his essay on *Little Dorrit*, is a dominant Nineteenth Century symbol for the liberating power of revolution); and the prison was quite precisely the Marshalsea, the debtor's jail where Dickens's father was imprisoned. In *A Tale of Two Cities* the theme of incarceration, of release, of the dead brought back to life permeates the fabric of the novel; there is, if one may use the term, a psychological objectivity in the exploration of this theme which survives the falsities of sentiment and the subjective haziness of characterization which is now an impediment to evaluation. Popular violence constantly dovetails with the theme of release. The mob has, so the conscious Dickens who has to get his ending \"right\" feels, in the end to be thwarted and repulsed; order has to be restored; and \"order\" is the complacencies of the individual existence. The novelists social participation is destructive. The high point in the description of the rising of the Paris mob is undoubtedly the storming of the Bastille itself. This, it could be argued, is historically the moment of exaltation any way. But in the much earlier *Barnaby Rudge* (1841), set in the Gordon Riots, there is the same fascination with mob violence, and again the high point is the burning down of the jail. The subjective symbol of the Marshalsea Prison (his childhood experience of it was unquestionably searing, relating as it does to the particular parental betrayal he believed himself to have suffered) thus had a real existence in the imagination of his audience; and his private anarchism relates closely to the latent though unspecified movements of revolt in his time.\n\nImpresario of popular form\n\nIn the preceding pages we have tried to define some of the qualities that in Dickens, the man and artist, tended to make for typicality. Equally important to this consideration is the literary forms that were available to him, their relationship to audience and the particular effect that they had on the workings of his creative imagination. The novel, when Dickens opened his career with the Sketches and Pickwick was hardly a respectable form. Scott, it is true, had lent it his authority, at first, it is worth noting, anonymously. But it was a popular form. This was because part-publication (novels were generally published in twelve monthly parts before they achieved three-volume status) created an audience that feasted on the stimulus of suspense, that demanded excitement, entertainment and thrills. A popular form demands a popular (in all senses of the word) author, and this Dickens superlatively was. He was not, it is fair to say, at least not in the most superficial sense, a revolutionary in the matter of form. The genus he generally found ready-made; what he did was to breathe into the old body his at once personal and typical spirit. Most of the types of novel were ready to hand. Thus Pickwick is essentially a fusion of the rambling and disconnectedly episodic Eighteenth Century picaresque novel and a popular form of the time, the sporting sketches, whose most famous example is Surtees's *Jorrocks Jaunts and Jollities*; the complex, Gothic novel often combined with a socially contemporaneous theme, unified through an altogether melodramatic plot, was a feature of the work of such \"popular\" novelists as Ainsworth and Bulwer Lytton. Examples of this kind could be multiplied. The point is that Dickens used his popular forms with such success because he believed in them, in his audience and, it should be added, because they could bring in big money. His treatment of his audience through the popular form always, even to the end, had something of the grand manner of the impresario. He depended on the support of a mass-audience to keep him really in business at all, yet he was always one step ahead; often it was a false step and he had to retrace and retract only to spring a new imaginative vision from the vantage-point of an apparent concession. The nature of part-publication called for a relationship between artist and public of an arduous sensitivity. Dickens could always feel just how his new line was \"going down\" by that crudest of barometers, sales! There were, of course, reviews which, though Dickens pretended never to read any, did have some influence on him; but to nothing like the extent they would have today. There was the advice of friends, but this was generally taken when it seemed to Dickens to represent a prevision of a public demand.* Of course, after the mid-fifties, Dickens's fame was so established, (at least, he had never again to fear the type of failure, with its accompanying anxieties and its threat to his personal position that *Martin Chuzzlewit* evoked) that he had no need to angle for support when in fact he received worship. Nevertheless, the habits of the great popular novelist remained; his feel for an\n\n*There are two good examples of this: (1) Jeffrey, venerable critic of the Edinburgh Review, along with the bulk of readers was passionately enthusiastic about Little Nell in *The Old Curiosity Shop*; he did not like *Martin Chuzzlewit*; nor did the bulk of readers. His advice played a considerable part in causing Dickens to put another child's death in his next novel: the death of Little Paul in *Dombey and Son.* (2) Bulwer Lytton did not think the original \"disillusioned\" ending of *Great Expectations* would go down. Dickens agreed with him and substituted the more sentimental ending."} | 081f70c4bbf2e4aeecf752051b7569e19f47d62e-3 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://banmarchive.org.uk/collections/ulr/1_dickens.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Drama and death\n\nMelodrama was the medium in which Dickens could come to terms with his audience through the contemporary theatre, as was farce and Shakespearian tragedy. It is no accidental part of his success that the novelist was constantly absorbed in some aspect of the theatre. Undoubtedly, he learned, not in a very conscious manner it is true, much from Shakespeare; with whom Dickens had this in common, that he was professionally committed to literature at the most obvious level, that he held something for all in an heterogeneous audience and that he worked towards large symbolic structures that could be \"taken\" as specific and mythical simultaneously. Thus, the boast that Dickens is a second Shakespeare is not just a wild hyperbole of evaluation; it is a quite exact parallel, descriptive rather than adulatory. Ben Jonson was his real love however; Jonson's grasp of the caricature of the humourous declares itself omnipresently in the pre-1850 Dickens. The novelist himself acted Ben Jonson, and composed, directed and acted farces (and romantic comedy) of his own composition and questionable merit. He was in fact fascinated by the theatre, the feel of a live audience, the arranged unreality in which illusion is created and lived, through grease-paint and foot-light. This throws much light on the personality of the novelist who in \"real\" life was irritable, rather ruthless, domineering and gloomy. Given any sort of an audience however he breathed and expanded in a radiance of mimicry, high spirits and almost hysterical hilarity. It serves also to explain why, when he was secure (at least, outwardly; for he never lost the deep compulsion with its roots in his childhood trauma which drove him to bolster himself more and more with a drive towards money-making) financially and socially, and hence had lost something of his old sensitive intimacy with his readers, he was driven, so naturally to the device of public readings. Through these he was enabled, during the last years of his life when composition had become agonizingly arduous, to achieve once again, in a new form, the exhilarating sense of the artist's power to control an audience, with the additional advantage of being able to see with his own eyes the physical effect. His readings were nearly all from the earlier novels and the Christmas stories—a striking example of their folk appeal. (He read to audiences that ranged from the mechanics of Manchester to the leaders of fashionable society). Not the readings themselves, but the fascination Dickens found in them, lends them the effect of a last, portentously fascinating disease. We have on record Dickens's pulse-rate, and it soared alarmingly whenever he read. With his audience he acted out the hidden conflicts and compulsions of the age. The murder of Nancy in *Oliver Twist* became a favourite piece, and Dickens noted, with morbid satisfaction, the number of women who fainted during performances. He was forbidden to give any more performances by his doctors but he pressed on with a kind of intense frenzy. When he did heed the warnings it was too late, the damage was done, and he died exhausted and paralysed. In a sense his audience, or rather his lover's passion for it, destroyed him; but not before his artist's passion had, beneath the guize of the performer, moulded it and recreated it, and, in the process, the imaginative landscape of Nineteenth Century England.\n\n---\n\nA selection of * recent and forthcoming titles * from LAWRENCE & WISHART\n\n**STUDIES IN THE LABOUR THEORY OF VALUE**\nR. L. MEEK\nA critical survey of the evolution of the labour theory of value, which advances discussion on the validity of contemporary criticisms.\nAvailable 30s.\n\n**TOM MANN AND HIS TIMES Vol. 1 1856-1890**\nDONA TORR\nAn incomparable record of a decisive period in the history of British trade unionism. Covers Tom Mann's life and work up to the great Dock Strike of 1889.\nAvailable 21s.\n\n**A VOYAGE FROM UTOPIA**\nJOHN FRANCIS BRAY\nHitherto unpublished work of pioneer English Socialist, the author of *Labour's Wrongs And Labour's Remedy*. A Utopian visitor's view of Britain in the 1830's. Edited with Introduction by M. F. Lloyd-Prichard, M.A., Ph.D.\nAvailable February 14 21s.\n\n**TIBET The Record of a Journey**\nALAN WINNINGTON\nThe most complete picture yet available of the people and customs of Tibet. A penetrating analysis of a society emerging from a feudal past.\nAvailable February 21 25s.\n\n**THE U.S.S.R. ECONOMY A Statistical Abstract**\nA recent publication of the Soviet Government, affording the most complete and revealing data yet available on the economic situation of Russia.\nAvailable February 14 21s.\n\n**THE HOLY FAMILY or Critique of Critical Criticism**\nMARX and ENGELS\nThe famous polemic against the \"Young Hegelians\", now translated into English for the first time.\nAvailable March 21 7s. 6d.\n\n**THE STRANGE CASE OF THOMAS WALKER**\nFRIDA KNIGHT\nAn unusual biographical study—the story of a Manchester merchant who for ten years was persecuted for his radical views at the time of the French Revolution.\nAvailable April 18 21s\n\n*FROM ALL BOOKSELLERS*"} | 081f70c4bbf2e4aeecf752051b7569e19f47d62e-5 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.columbus.gov/uploadedfiles%5CBuilding_and_Zoning_Services%5CBoards_and_Commissions%5CZoning%5CGraphics_Commission%5CMeetings%5C2011%5C01-11%5CJanuary%202011%20GC%20agenda.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"2. **Application No.:** 10320-00501 \n**Location:** 1475 WEST THIRD AVE. (43212), located at the southwest corner of West Third Avenue and Grandview Avenue. \n**Area Comm./Civic:** None \n**Existing Zoning:** C-4, Commercial District \n**Request:** Miscellaneous Graphics Permit(s) to Section(s): \n3375.12 - Graphics requiring graphics commission approval. \nTo allow temporary banners for longer than 30 continuous calendar days and larger and which is larger than 32 square feet. \n**Proposal:** To allow 2 temporary banners totalling 162 square feet for a period of 18 months. \n**Applicant(s):** The Heights of Grandview, LLC c/o Sean Byrne \n2950 E. Broad Street \nColumbus, Ohio 43209 \n**Property Owner(s):** Applicant \n**Attorney/Agent:** \n**Case Planner:** Jamie Freise, 645-6350 \n**E-mail:** [email protected]"} | d52d8b6f5a5f1a2532945ba1fbfc7bcf116616ba-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.columbus.gov/uploadedfiles%5CBuilding_and_Zoning_Services%5CBoards_and_Commissions%5CZoning%5CGraphics_Commission%5CMeetings%5C2011%5C01-11%5CJanuary%202011%20GC%20agenda.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The City Graphics Commission will hold a public hearing on **TUESDAY, JANUARY 18, 2011 at 4:15 p.m.** in the First Floor Hearing Room, Department of Building & Zoning Services, 757 Carolyn Avenue.\n\nThe City Graphics Commission hears requests for Variances, Special Permits, Appeals, Graphics Plans and certain Miscellaneous Graphics, as provided by the Columbus Graphics Code, Title 33, Article 15 of the City Codes.\n\n**SPECIAL NOTE TO APPLICANT:** **YOU OR YOUR REPRESENTATIVE MUST ATTEND THIS MEETING.** It is the rule of the Commission to withdraw an application when a representative is not present.\n\n**SIGN LANGUAGE INTERPRETER:** A Sign Language Interpreter, to “Sign” this meeting, will be made available for anyone with a need for this service, provided the Department of Building & Zoning Services is made aware of this need and given a reasonable notice of at least four (4) hours prior to the scheduled meeting time. To schedule an interpreter, please call 614-645-6373 or TDD 614-645-3293.\n\n1. **Application No.:** 10320-00499\n **Location:** 931 CHATHAM LANE (43221), located on an interior lot with frontage on Kenny Rd. at the northeast corner of Ackerman & Kenny Rds.\n **Area Comm./Civic:** None\n **Existing Zoning:** C-4, Commercial District\n **Request:** Variance to Section:\n 3377.04, Graphic area, sign height and setback.\n To permit the allowable graphic area of a wall sign to exceed 88.16 sq. ft.; to allow a wall sign to be 213 sq. ft.\n **Proposal:** To install a wall sign on a medical office building.\n **Applicant(s):** Orange Barrel Media\n 3400 Southwest Blvd.\n Columbus, Ohio 43123\n **Property Owner(s):** Hospital Properties, Inc.\n 931 Chatham Ln.\n Columbus, Ohio 43221\n **Attorney/Agent:** Jeff Brown/David Hodge; c/o Smith & Hale, L.L.C.\n 37 W. Broad St., Suite 725\n Columbus, Ohio 43215\n **Case Planner:** Dave Reiss, 645-7973\n **E-mail:** [email protected]"} | d52d8b6f5a5f1a2532945ba1fbfc7bcf116616ba-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://downloads.waifc.finance/newsletters/Newsletter%20of%20the%20World%20Alliance%20of%20International%20Financial%20Centers%20(WAIFC)%20-%20July%202021.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The **World Alliance of International Financial Centers (WAIFC)** is a non-profit association registered in Belgium, representing 20 leading international financial centers of four continents. Its members are city governments, associations, and similar institutions developing and promoting their financial centers. WAIFC facilitates cooperation between financial centers, exchanging best practices, and communication with the general public.\n\nWorld Alliance of International Financial Centers (WAIFC)\nBoulevard Louis Schmidt 117/9\n1040 Brussels, BELGIUM\[email protected]\n\nThis email was sent to [email protected]\nYou received this email because you are registered with World Alliance of International Financial Centers (WAIFC) AISBL\n\n[Update your preferences](#) | [Unsubscribe here](#)\n\n© 2021 World Alliance of International Financial Centers (WAIFC) AISBL"} | 8408802f6836251ed70efbd1a4e80858071496c6-5 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://downloads.waifc.finance/newsletters/Newsletter%20of%20the%20World%20Alliance%20of%20International%20Financial%20Centers%20(WAIFC)%20-%20July%202021.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Interview with Guus Warringa, Member of the Board of Stichting Capital Amsterdam, a WAIFC Member\n\nHow is the financial center of Amsterdam responding to the crisis?\n\nFirst of all, the move to working digitally was made relatively easy. The government enacted a generous and efficient aid program. The economy now is returning to pre-crisis levels. There may be some concerns about loans issued by the banks to SME’s; but as matters stand that potential issue seems to be quite doable.\n\nOf course, Amsterdam did benefit from incoming activity due to Brexit. Though Brexit did not lead to a massive increase in jobs, it did give a material push. In a nutshell: the financial center of Amsterdam was not that much affected by the Covid crisis per se. We have to add that reorganizations and notable innovations were already well underway before Covid appeared, this may have had beneficial consequences for the Amsterdam Financial Centre.\n\nWhat are SCA objectives regarding the post-covid era?\n\nThere is a lot of emphasis on compliance, notably on money laundering rules. Naturally, the unstoppable move to sustainability will create new chances and challenges, for which Amsterdam is well placed.\n\nAlso, digitalization will be developed even further though being rather well developed already. The rising levels of inflation will have consequences. For the huge Dutch Pension fund sector, this will be beneficial for the larger part, and the banks and their clients, this may be the same. Whether and how rising inflation levels will impact the trading platforms present in Amsterdam remains to be seen. For sure there will be some impact but foreseeably not that material.\n\nAnd as always: there is Brexit. Amsterdam stands ready to receive even more activity crossing the channel. From a business perspective, Amsterdam is an excellent place to resettle, but obviously, political considerations applicable to the EU-UK level will influence decisions.\n\nHas the crisis positively impacted fintech and innovation?\n\nAmsterdam already was an important hub for Fintech. Companies like Ayden were already very successful before the Covid era. It is clear though that as part of the worldwide trend Covid caused Fintech-related investments to decrease temporarily. 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qwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://downloads.waifc.finance/newsletters/Newsletter%20of%20the%20World%20Alliance%20of%20International%20Financial%20Centers%20(WAIFC)%20-%20July%202021.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"WAIFC, in partnership with the World Economic Forum and NVIDIA, will hold the next event of its Global Webinar Series on Artificial Intelligence, Explainability, and Trustworthiness in Financial Services focusing on Asia.\n\nTuesday, September 15; 12:00-13:00 CEST. Virtual Event.\n\n**Climate Finance Day 2021**\n\nThe opportunity to reach carbon neutrality by 2050 is now.\n\nThe 7th edition of Climate Finance Day will be dedicated to “Sustainable finance: it’s time for a real impact”\n\nTuesday, October 26; 9:00-18:00 CEST Palais Brongniart, Paris.\n\n**Fintech Abu Dhabi 2021**\n\nADGM is pleased to announce the return of the annual Fintech Abu Dhabi festival. Returning for its 5th edition, this year’s Fintech Abu Dhabi will be held in an exciting new hybrid format\n\nMonday, November 22; 9:00-18:00 GST Hybrid event at Al Maryah Island, Abu Dhabi.\n\n**Downloads**\n\n**Publications**\n\n- WAIFC Report on Regulatory Cooperation\n- SMEs Finance: How regulators can ensure recovery from COVID-19\n- Supporting SMEs with Sustained Post-Pandemic Economic Recovery\n- Innovation and FinTechs in a Post-Pandemic World\n- Sustainable Finance in a Post-Pandemic World\n- How global financial centers can help combat the COVID-19 pandemic\n- The role of financial centers in driving economic growth\n\n**Institutional**\n\n- WAIFC Presentation\n- WAIFC Presentation in Chinese\n- Joint declaration on the current pandemic"} | 8408802f6836251ed70efbd1a4e80858071496c6-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.mri.tum.de/sites/www.mri.tum.de/files/seiten/webdatei_flyer_m2b_chir_englisch.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Dear visitors,\n\nMost people visiting a member of their family in an Intensive Care Unit find the experience unnerving. In order to offer our patients the best possible care, we believe that a good basis of trust between the patient, his family and our team is of the utmost importance. We have produced this flyer to inform you about this unit and to offer you assistance in this situation.\n\n**General information**\n\nThe purpose of the Intensive Care Unit is to offer medical and nursing care as well as supervision for seriously ill people. The M2b Unit has 21 ICU beds. Specially trained nurses, therapists and doctors ensure expert care around the clock.\n\n**Visits**\n\nAt our Intensive Care Unit we offer flexible visiting hours. Many nursing and therapeutic measures tend to be carried out in the morning, which is why we recommend that you visit the patient between 3 pm and 8 pm. We hope you understand that waiting times and interruptions during your visit cannot always be avoided. Individual arrangements with the competent nurse are, however, always possible.\n\nIn the interest of your relative and other patients we are asking you to make arrangements within your family to ensure that, as a rule, no more than two members of your family visit at the same time.\n\n**Medical information via the phone**\n\nTelephone enquiries about the treatment progress of your relative will only be answered by the doctor. It would be helpful if you could appoint ONE member of your family as contact person for the doctor and nursing staff. Please ask this contact person for information. This way, misunderstandings are avoided and we can ensure that only information that the patient agrees to will be passed on.\n\n**Personal medical information**\n\nIf you want to talk to the doctor in person, the competent nurse is happy to arrange this. Please understand that, due to difficult situations, this may not always be possible straight away.\n\n**Nursing information**\n\nThe competent nurse will be happy to provide information about nursing measures.\n\n**How to reach us**\n\nTel. (nursing staff): ++49 (0) 89 4140-2027 or -2018 or -2064\nTel. (doctors): ++49 (0) 89 4140-2009 or -5638\n\n**Transfers**\n\nThe decision as to whether a patient can be transferred is frequently made during the doctor’s round. Transfers tend to take place in the morning. Transfers at short notice can also occur at other times of the day.\n\n**How do I as a relative conduct myself?**\n\n**Entering the Intensive Care Unit**\n\nPlease wait after ringing the bell. If it is your first visit, you are picked up at the door and accompanied to your relative. For reasons of hygiene it is necessary that you disinfect your hands whenever you enter the patient’s room.\n\nIf you suffer from a cold or an infectious disease, you may want to reconsider your visit. If you do visit, please inform the nursing staff of your condition.\n\nIf a patient suffers from a specific illness, e.g. an infection, he must be put into isolation. Any resulting particularities will be discussed with you.\n\nTo ensure that the other patients are disturbed as little as possible, we are asking you to refrain from using mobile phones.\n\n**Gifts**\n\nFor reasons of hygiene, flowers are not permitted in the Intensive Care Unit. Food and drink should only be brought along after consultation with the nursing staff.\n\n**Personal belongings**\n\nIf your relative were to need personal items during his stay at the Intensive Care Unit, arrangements can be made with the nursing staff. Unfortunately, pieces of luggage and bags cannot be stored by the Intensive Care Unit.\n\n**Bed-side manner**\n\nEven if your relative is ventilated and if, because of it, he may have needed to be put to sleep artificially, his sensory organs are not necessarily completely switched off. Due to the tube he cannot perceive smells but we know from patients who regained consciousness that, subconsciously, they are aware of familiar voices and touches.\n\nTherefore, we advise you to speak to your relative about ordinary, day-to-day things that happen at home. Do not necessarily expect a reaction. Do not worry about physical contact. The nurse in charge can show you how you can approach your relative without disturbing the medical devices or monitoring equipment."} | 6367d70cfb6320bec510131cae97cacffe490bb0-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.mri.tum.de/sites/www.mri.tum.de/files/seiten/webdatei_flyer_m2b_chir_englisch.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The Intensive Care Unit\n\nAdmission to an intensive care unit does not necessarily mean that your relative’s condition is life-threatening. Frequently it is about detecting complications early on and/or preventing them.\n\nPatient care includes supervision, nursing and treatment. A therapeutic team of doctors, nursing staff, physiotherapists and speech therapists looks after patients day and night - offering a level of care that is as intensive as necessary. To do so, they rely on technical devices.\n\nAt first glance, the many medical devices are frequently irritating. They are, however, necessary to ensure that the patient receives the best possible care and supervision.\n\n**Monitoring**\n\nOne of the main devices used to monitor ICU patients is the ECG. It involves gluing electrodes to the patient’s chest that transmit the cardiac currents to a monitor above the bed. This way, any changes of heartbeat can be detected immediately.\n\nThe continuous monitoring of blood pressure is ensured by a cannula needle that, in most cases, is inserted in the wrist or groin artery.\n\nA clip on the finger or the ear (pulse oxymetry) is used for the continuous monitoring of the oxygen saturation of the blood.\n\nThe monitor allows people to see all parameters at a glance. As soon as any of the set limits is exceeded, an alarm is triggered. Not every acoustic signal calls for immediate action.\n\n**Artificial respiration**\n\nIf the patient does not breathe sufficiently, he receives mechanical support to ensure that his blood is supplied with enough oxygen. For this purpose a respiration tube is inserted in the windpipe and connected to a breathing device. Since patients receiving artificial respiration cannot cough to expel mucous secretions, the bronchial secretions need to be sucked off from time to time.\n\nPlease be aware that the patient cannot speak while he is connected to a breathing tube.\n\n**Nutrition**\n\nAs long as a patient cannot feed himself, artificial feeding must be provided. The infusion solutions and drugs developed for this purpose are administered via special pumps that ensure exact levels of supply. The patient is fed a high-calorie formula via a stomach tube. The fluids are administered via central venous catheters or a feeding tube.\n\n**Drainage**\n\nDepending on the type of surgery performed, various drainage systems – connected to suction pumps or bags – are necessary to ensure that the wound secretions can be removed.\n\nUrine is removed via a catheter.\n\nDepending on the situation, additional therapies and devices may become necessary.\n\n---\n\nWe are there for you!\n\nWe hope that this flyer answers some of your questions. Naturally we are at your disposal should you require more details.\n\nAfter all, you, the relative, make an important contribution to the recovery of the patient.\n\nIf you have questions, problems or complaints, please contact us.\n\nOur pastors too are available to patients and their relatives whenever they need their support.\n\nWishing you strength and courage in this critical life situation.\n\nYour Intensive Care Unit M2b\n\n---\n\nContact data:\n\nUniversity hospital\nKlinikum rechts der Isar\nof Technical University of Munich\nInterdisciplinary Intensive Care Unit M2b\nIsmaninger Str. 22\n81675 Munich, Germany\nTel. (nursing staff): ++49 (0) 89 4140-2047 or -2108 or -2064\nTel. (doctors): ++49 (0) 89 4140-2009 or 5638\nwww.mri.tum.de"} | 6367d70cfb6320bec510131cae97cacffe490bb0-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://tiki.org/tiki-print.php?display=pdf&page=TikiDavDev | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Wishlist\n\nIt would be great to see the Tiki Feature to **import/export to/from OpenOffice Writer** (Btw, the new **OOo 2.0** seems to use a new format called OASYS, a standard format that will be the same for KWrite and others...).\n\n- **OOo to Wiki** -> Could these be achieved by modifying the **WordToWiki** macro, or something similar? (I'm not coder, I don't know if possible...). Then the info saved as a wiki page in a normal Wiki or through TikiDav feature. **Xavi**\n - There is a GPL'd Wiki software, called **UniWakka**, which already has the OOo to Wiki export functions: [http://uniwakka.sourceforge.net/OpenOffice2UniWakka](http://uniwakka.sourceforge.net/OpenOffice2UniWakka). However, I didn't see any webdav related info in their page (**Xavi**)\n - See a first simple tool to help exporting from OOo to Tiki format:\n - Install Instructions: [file attached to this page](#)\n - XML Filter (XLST file): [file attached to this page](#)\n - OpenOffice2Tiki In response to the Xavi comment, i think its better to create a new page dedicated to OOo&Tiki\n\n- **Wiki to OOo** -> There seems to be a very nice bunch of php classes being developed (already functional, v0.3) at: [http://phpdocwriter.sourceforge.net](http://phpdocwriter.sourceforge.net). **This would be great if anybody could include them as a new feature in Tiki!**\n - There is a GPL'd Wiki software, called **UniWakka**, which already has a feature Wiki to OOo export functions: [http://uniwakka.sourceforge.net/BiblioCitation](http://uniwakka.sourceforge.net/BiblioCitation). However, I didn't see any webdav related info in their web page (**Xavi**)\n\n---\n\n**TikiTeam**\n\n**Javier Reyes**\n\n**Competition and standards**\n\n**CVS Doc section**\n\nnone yet\n\n**Discussion/participation**"} | 7bbfe70922742a3be28adabbc3a48ba4bf71b9ef-3 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://tiki.org/tiki-print.php?display=pdf&page=TikiDavDev | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Documentation\n\n1. Enable PHP 4 XSLT support with sablotron (http://www.gingerall.com/charlie/ga/xml/x_sabphp.xml?s=org)\n - On windows:\n - Uncomment the line extension=php_xslt.dll of the php.ini file\n - Copy the libs of your PHP install directory (php/dlls) to windows/system32\n - On linux:\n - http://www.protonicdesign.com/tutorial/sablot_and_php.php\n\n2. Unzip TikiDav at your root Tiki directory\n\n3. For apache web server, modify or create an .htaccess file at Tiki directory and add this lines:\n\n ```\n order deny,allow\n allow from all\n ```\n\n this allow client request methods GET,POST,PUT,DELETE.\n\n4. Create TikiDav tables for locking and properties, using the script createTables.sql (MySQL Version), run the scripts on your Tiki Database.\n\n5. Enable tiki categories and create some categorized pages\n\n6. Test your webdav connection with a webdav client (DAvExplorer, MS Explorer, OpenOffice...) connecting to http://yourserver/tikidir/tikidav.php\n\nMore info at http://www.escire.com (broken link): http://doc.tiki.org/Mod+TikiDav\n\nTODO:\n\n- User access control for Articles and blogs\n- Move all kind of resources\n- Error control\n- Problems with GET request for a categorie (OOo 1.1.3 on linux)\n- Wiki-to-OOo and OOo-to-Wiki bugs\n- Change use of ziplib.php\n\nTikiDav 0.2 Prototype at:\nhttp://www.escire.com/escire2/tikidav.php\nUser: test/test (read-only permissions)\n\nOpenOffice transformation is not supported in prototype.\n\nYou need a WebDav client to access the Url of TikiDav (OpenOffice, MS Explorer, DAVExplorer...), WebDav clients help page only spanish version for the moment.\n\nSample:\nThe Tiki page testTikiDav can be viewed and modified through Webdav using the url:\nhttp://www.escire.com/escire2/tikidav.php/eScire/testTikiDav"} | 7bbfe70922742a3be28adabbc3a48ba4bf71b9ef-2 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JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://tiki.org/tiki-print.php?display=pdf&page=TikiDavDev | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Notes below are for a WebDAV implementation which was never contributed to core and is no longer maintained. Happily, there is now a WebDAV implementation in the main Tiki code base.\n\nTikiDav present all kind of Tiki resources (wiki pages, image gals, file gals, blogs...) through WebDav protocol.\n\nNews\n\n(TikiDav seems not to be working yet with OOo 2, unluckily, but it does with OOo 1.1.x).\n\n- present (since 14/01/2006): TikiDav is at http://mods.tiki.org\n- 14/01/2006 TikiDav 0.3 packed as a TikiMod (at HEAD cvs branch), plus at http://www.escire.org/aulawiki/mods (broken link)\n- 05/06/2005 Released TikiDav v.0.2\n- 03/05/2005 New flash movie that show WYSIWYG editing of a wiki page, a new feature of the next version of TikiDav v.0.2 (broken link)\n- 23/04/2005 — http://www.escire.com/escire2/tiki-index.php?page=WDAVE1-Videos --(broken link): TikiDav flash movies available at eScire.com\n- 01/01/2005 Released TikiDav v.0.1\n\nStatus/RoadMap\n\nTikiDav 0.3\n\n- Solved problems with OOo2\n- Removed Litmus test\n\nTikiDav 0.2 features:\n\n- Tiki user validation\n- Tiki categories as repository folders\n- Only access to wiki pages\n- Read-only access to the user calendar\n- Tiki Categories as repository folder structure\n- Wiki pages, Blogs, and Articles as files in the repository\n- Locking of Tiki resources (different from wiki pages locks)\n- User access control to the webdav operations and information (Categories and wikipages)\n- Properties for Tiki resources\n- Read-only access to user calendar (csv format)\n- Wiki-to-DocBook and DocBook-to-Wiki conversion\n- Wiki-to-OpenOffice and OpenOffice-to-Wiki (WYSIWYG) conversion\n- A mods.tiki.org project: http://mods.tiki.org/project30"} | 7bbfe70922742a3be28adabbc3a48ba4bf71b9ef-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://oro.open.ac.uk/19554/1/DeLiddo-CSCW2010-CIorg-Final.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"make such tools effective CI tools in real world meetings, both physical and virtual [6, 18]. The tool’s use in meetings requires the presence of a skilled facilitator. The challenge now is to evolve a tool with new work practices that will help asynchronous annotation and reflective discourse grow in scale without collapsing.\n\nViewed through the lens of contemporary web tools, Cohere sits at the intersection of web annotation (e.g. Diigo; Sidewiki), social bookmarking (e.g. Delicious), and mindmapping (e.g. MindMeister; Bubbl), using data feeds and an API to expose content to other services.\n\nOne of the most compelling aspects of social media platforms’ user experience is the opportunistic discovery of interesting resources and people, through the connections that the platform makes around the focal artifacts, be they photos, movies, people, slides, documents, etc. In the context of organizational CCI, we would expect these to continue to be focal artifacts, but we need in addition to introduce some symbolic, conceptual artifacts tuned to the needs of a community of enquiry. Our prior work motivates the following set of constructs, whose relationships are summarized in the conceptual model of Figure 1:\n\n\n\nThe conceptual model supports the following key relationships. Users add to the Cohere system, in private, group or public spaces. They may annotate textual web resources with clips (highlighted text fragments of interest), which are optionally connected to one or more ideas (displayed as margin notes explaining the significance of clips). Ideas may be optionally classified by inventing or reusing a type (e.g. as a Problem, Opinion, Data, Theory, Prediction). Users may also connect ideas by inventing or reusing free-text expressions that capture the nature of the relationship, but these are also classified as broadly positive/neutral/negative, making them machine processable without language technology. The connections can be visualized as semantic maps (trees or networks), which can be filtered by connection-type, keywords, users and groups.\n\nWhat this model can scaffold, therefore, is the collaborative construction of Clip/Idea annotations, and interconnections, by users within and between different groups, as shown in Figure 2.\n\n\n\nConnecting people and ideas\n\nAs standard social sites Cohere has the concept of people, people page, and groups. In particular, users can create their own ideas and gather them in a personal web page (Figure 3). These ideas can come from both thoughts that people has in their mind and would like to organize, communicate or share online, or they can be personal interpretation (annotations) of peace of online information (any web page, online resource), in the following we will refer to both these users contributions as “ideas”. The Cohere user’s personal page works as a personal online notebook of ideas and annotated contents, similar to the SparTag.us’s reading notebook [13], or Diigo.com’s personal page.\n\nThe reader notebook in SparTag.us shows the list of annotations done by a user. In addition to that Cohere also shows: i. the list of annotated websites together with the annotated clips; ii. the list of semantic connections created by the users between his ideas or other people ideas; iii. and the list of groups and people with which the user shared his contents. Moreover, from their personal page users can organize, search, edit, connect, and bookmark their ideas and web annotations, share them with other people and groups, or make them public for everybody to access and connect to them (see blue tabs in Figure 3 labeled ‘Website’, ‘Connections’, ‘People & Groups’). Moreover, as showed in Figure 3, a drop down menu enables bookmarking, connecting, editing, deleting and sharing."} | db30db11aa6ce0cb10d873f5dbe113d404e189ab-5 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://oro.open.ac.uk/19554/1/DeLiddo-CSCW2010-CIorg-Final.pdf | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"10. Geyer, W., Dugan, C., DiMicco, J., Millen, D., Brownholtz, B. and Muller, M. (2008) Use and Reuse of Shared Lists as a Social Content Type. Conference on Human Factors in Computing Systems. Florence, Italy, April 5-10. ACM Press: NY\n\n11. Klein, G., Moon, B. and Hoffman, R.F. (2006). Making sense of sensemaking 1: Alternative Perspectives. IEEE Intelligent Systems, 21(4), 70-73\n\n12. Klein, M. and Iandoli, L. (2008). Supporting Collaborative Deliberation Using a Large-Scale Argumentation System: The MIT Collaboratorium. Directions and Implications of Advanced Computing: Conference on Online Deliberation (DIAC-2008/OD2008).\n\n13. Lichan, H., H. C. Ed, et al. (2008). SparTag.us: a low cost tagging system for foraging of web content. 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Coherence, engagement, and usefulness as sensemaking criteria in participatory media practice. In: Sensemaking Workshop, ACM Computer-Human Interaction (CHI). Conference, 2009, 4-5 April 2009, Boston, MA, USA.\n\n19. Sensemaking Workshops, ACM Computer-Human Interaction (CHI) Conferences 2008 and 2009\n\n20. Tziralis, G., G. Vagenas, et al. (2009). Prediction Markets, an Emerging Web 2.0 Business Model: Towards the Competitive Intelligent Enterprise. Web 2.0: 1-21.\n\n21. Uren, V., Buckingham Shum, S.J., Li, G. and Bachler, M. (2006). Sensemaking Tools for Understanding Research Literatures: Design, Implementation and User Evaluation. Int. J. Human Computer Studies, 64 (5): p. 420-445.\n\n22. Walton, D. (1996). Argumentation Schemes for Presumptive Reasoning (Studies in Argumentation Series), Mahwah, N.J., Lawrence Erlbaum Associates, 1996.\n\n23. Weick, K.E., Sensemaking in Organizations. 1995, Thousand Oaks, CA: Sage Publications."} | db30db11aa6ce0cb10d873f5dbe113d404e189ab-9 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://oro.open.ac.uk/19554/1/DeLiddo-CSCW2010-CIorg-Final.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":null} | db30db11aa6ce0cb10d873f5dbe113d404e189ab-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://healthsciences.curtin.edu.au/wp-content/uploads/sites/6/2017/05/SoNMP_UsefulInfoBooklet_S2_2017_v2.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"4. Blackboard Support Resources\n\nIf you are new to Curtin or have never studied online, the resources on Curtin’s eLearn web page - http://elearn.curtin.edu.au/ - will help you settle into Curtin’s online learning environment whether you’re enrolled on-campus and only have some online interactivity or you’re studying fully online.\n\n5. Bentley Campus Map\n\nCopies of the Bentley Campus Map are available at Reception, School of Nursing and Midwifery & Paramedicine, Building 405, Bentley campus – or you can find a map on the Bentley Campus map web page at: http://properties.curtin.edu.au/maps/\n\n6. Library\n\nRobertson Library opening hours:\n\n**Semester:**\n\n**Full Service, all floors open to all clients**\nMonday to Friday 8.00am - 8.00pm\n\n**Limited Service, all floors open to Curtin clients only (swipe card access)**\nMonday to Friday 8.00pm - 8.00am\n\n**Full service, all floors open to all clients**\nSaturday & Sunday 9.00am - 5.00pm\n\n**Limited service, all floors open to Curtin clients only (swipe card access)**\nSaturday & Sunday 5.00pm – 9.00pm\n\n**Semester Break:**\n\n**Full service, all floors open to all clients**\nMonday to Friday 8.00am – 6.00pm\n\nSaturday & Sunday CLOSED\n\nPlease note that you will be charged for overdue library books. Check your OASIS email account for library notices.\n\nFor more information please visit: http://library.curtin.edu.au/"} | 42a5745ff5c987f3a4380111a6a0ae0a162e0a68-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://healthsciences.curtin.edu.au/wp-content/uploads/sites/6/2017/05/SoNMP_UsefulInfoBooklet_S2_2017_v2.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"1. Curtin University Health Service\nhttp://healthservices.curtin.edu.au\n\nCurtin University Health Service provides comprehensive general practice patient care including:\n\n- Health checks for students who enrol in units that include clinical practice.\n- Management of all health problems.\n- Lifestyle advice, including information on stress management, sexual health and drugs.\n- Preventive health care – assessment and management of health risk factors, support to quit smoking and plan healthy lifestyle changes.\n- Management of sports injuries and medicals for scuba diving\n- Travel advice and pre-travel vaccination\n- Nutritional advice – appointments with a dietician are available\n- Pregnancy related counselling and care\n- Nursing care such as dressings to injuries, vaccinations (travel, childhood, allergy), health education.\n- Response by Health Service staff to request for help concerning accidents and sudden illness on campus.\n- Counselling services\n\nLocation: Building 109, Curtin Bentley Campus\nPhone: +61 8 9266 7345\nHours: Mon to Fri, 8.30am – 4.30pm\nNurse in attendance 8.00am – 6.00pm Mon-Fri\n\n2. Printing and photocopying - Managed Print Services\nhttp://cits.curtin.edu.au/students/computers/printing.cfm\n\nStep One: Card activation\nTo access your MPS account, you will first need to activate your Curtin Student ID Card at an Activation station or EFTPOS kiosk. These are available in Abacus Labs building 303, 408 and 501, the Library building 105, CBS building 402, Engineering building 204 and Humanities building 201. To activate your card, swipe your card across the card reader and the light will change to green and the card reader will beep. Login using your OASIS account and password and follow the prompts to activate your card.\n\nStep Two: Adding credit\n\n1. **Blue Coin/Note Autoloader.** Swipe your card across the card reader - your account balance will be displayed on the screen. Insert coins or notes and when complete press exit.\n2. **Silver Coin/Note/Card/Receipt Autoloader.** Insert your card into the machine - your account balance will be displayed on the screen. Insert coins or notes and when complete press exit. The Silver Autoloader can also issue visitor cards for $3.20.\n3. **EFTPOS Kiosk** (Savings/Cheque/Credit Cards).\n\nPrinting\n\n1. **Tap your card on the card reader.** The reader will beep when it has read your card."} | 42a5745ff5c987f3a4380111a6a0ae0a162e0a68-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://healthsciences.curtin.edu.au/wp-content/uploads/sites/6/2017/05/SoNMP_UsefulInfoBooklet_S2_2017_v2.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"2. **Choose your print job from the list of documents in the print queue.**\n3. **Take care to select the correct document.** You will not receive a refund for incorrect documents.\n4. **Click the Print button.** If the cost of printing exceeds your account balance, you will see the message \"Insufficient Funds to Continue Job\" and your document(s) will not print.\n5. **When finished, click CLR to end your session.** Remember to take your Curtin Student Card and documents with you.\n \n **Note:** Your documents will be deleted from the print queue if they have not been printed within two hours.\n\n**Photocopying**\n\n1. **Tap your card on the card reader.** The reader will beep when it has read your card.\n2. **Your MPS account balance will be displayed on the screen.**\n3. **Place the original document on the copier glass or document feeder.**\n4. **Select your Photocopying Options.**\n5. **Click the Copy button.**\n6. **When finished, click the CLR button to end your session.** Remember to take your Curtin Student Card and documents with you.\n\n*If you require assistance to activate your card or to report a photocopier fault, please visit your nearest Abacus Lab or the Library Enquiries Desk.*\n\n**3. Computing facilities**\n\nCurtin University has a number of computing laboratories available for students to use. The Abacus labs are available to all students studying at Curtin. These are located in **Buildings 303, 408 and 501** on Bentley Campus. All Abacus Labs are open 7 days a week, and are only closed from 5:30am to 6:30am. For more information about the Abacus Labs at Curtin go to [http://abacuslab.curtin.edu.au/students/facilities.cfm](http://abacuslab.curtin.edu.au/students/facilities.cfm)\n\n**Important Information:**\n\nActivities PROHIBITED within these Labs:\n\n- Any use of these computers for non-academic purposes;\n- Viewing or downloading of movie and video material, including trailers and sample clips;\n- Downloading of music, including MP3’s, listening to music / radio through the internet;\n- Watching online news / TV broadcasts;\n- Accessing, viewing and/or downloading pornography;\n- Introducing viruses or other software designed to interfere with the normal operation of systems;\n- Downloading excessive amounts of data, generating excessive load, over use of storage capacity, network traffic, etc;\n- Online chatting;\n- Gaming of any sort;\n- Consuming food or drink (bottled water is permitted) and;\n- Using thumb drives or external storage devices for non-academic purposes."} | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://jurnal.uns.ac.id/ijpte/article/viewFile/26082/27360 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Engaging EFL Teachers in Reflective Practice As A Way to Pursue Sustained Professional Development\n\nNurkamto, J¹, Sarosa, T²\n\n¹,²Sebelas Maret University, Indonesia\n\nCorresponding email: [email protected]\n\nABSTRACT\n\nReflective practice has become a significant aspect of determining good teaching and learning practices and is an important part of professional practice and professional growth. However, many English teachers in Indonesia are still unable to reflect on their teaching in order to improve their teaching practice. This study reports the results of intensive training conducted by a community service team of the English Education Department, Faculty of Teacher Training and Education, Sebelas Maret University to help teachers develop a reflective teaching habit. The participants were 30 English teachers of Islamic Senior High School in Surakarta. The documents of observation fieldnotes and teacher assignments were used as the main data sources. From this programme, it was found that the English teachers encountered a plethora of challenges in developing reflective practice due to their lack of understanding of reflective teaching. However, after participating in the training, the teachers showed improvement in implementing reflective teaching strategies. A recommendation to include reflective practices in professional teacher development programmes is drawn based on the findings.\n\nKeywords: reflective practice; training; english teacher; professional development\n\nDOI: https://dx.doi.org/10.20961/ijp.v4i1.26082\n\nExcept where otherwise noted, content on this site is licensed under a Creative Commons Attribution 4.0 International License."} | 0769e8a70d8273b42da3a15bc0f0f018413ff2bd-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://jurnal.uns.ac.id/ijpte/article/viewFile/26082/27360 | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"potential of all your pupils; (8) Enhance the quality of your own teaching; and (9) Continue to improve your own teaching.\n\nAs seen from the above explanation, reflective teaching covers a broad range of domains and developmental stages. Reflective teachers can examine their beliefs on the internal and external aspects of their teaching. Additionally, reflective teachers systematically go through all of the stages and aspects of reflective practices to provide better teaching for their students.\n\n3. Models of Reflective Teaching\n\nThere are several models of reflective teaching proposed by scholars in the education field. Lane et al. (2014) propose a continuum of reflective teaching consisting of four major levels: descriptive, evaluative, reflective and imaginative.\n\n\n\nAt a descriptive level, teachers describe events they notice in the classroom. At the evaluative level, teachers include a value judgement about what has been observed. The reflective level allows teachers to analyse what is effective or ineffective about a lesson and why. At the imaginative level, teachers can look at classroom scenarios and make suggestions about how lessons could be taught differently or improved.\n\nThe next model of reflective teaching is proposed by Wallace (1991). The model has four major aspects: received knowledge, experiential knowledge, reflective cycle and professional competence. The model is illustrated in Figure 3.\n\n"} | 0769e8a70d8273b42da3a15bc0f0f018413ff2bd-5 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://jurnal.uns.ac.id/ijpte/article/viewFile/26082/27360 | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"analysis, peer coaching, team teaching and action research. Other recent studies add students’ feedback as another method of reflection (Soisangwarn & Wongwanich, 2014). Additionally, videotaping teachers’ teaching activities can potentially document richer and more complex events and situations within teaching and learning. These also provide teachers with the necessary context to observe and carefully reflect on different issues of teaching and learning in action (Susoy, 2015).\n\n2. Aspects of Reflective Practice\nDrawing from the literature, Smith (2011) describes four domains of critical reflection across healthcare professionals, which, in our view, are relevant to language teaching. Smith (2011) proposes four domains of reflection as illustrated in Figure 1. The four domains are: (1) Personal domain, which involves thoughts and actions; (2) Interpersonal domain, which involves interactions with others; (3) Contextual domain, which involves concepts, theory and methods; and (4) Critical domain, which involves ethical and social contexts. Smith (2011) illustrates the relationship between the domains in a concentric circle, which moves from the internal milieu of the teacher to a broader teaching context as shown in Figure 1.\n\n\n\nZwodiak-Myer (2012) presents nine dimensions of reflective teaching practice for action as key features of this process: (1) Study your own teaching for personal improvement; (2) Systematically evaluate your own teaching through classroom research procedures; (3) Link theory with your own practice; (4) Question your own personal theories and beliefs; (5) Consider alternative perspectives and possibilities; (6) Try out new strategies and ideas; (7) Maximise the learning"} | 0769e8a70d8273b42da3a15bc0f0f018413ff2bd-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://catalog.illinois.edu/courses-of-instruction/adv/adv.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ADV 496 UG Research Project credit: 1 to 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/496/)\nSupervised investigation of student-driven research on special topics related to advertising in individual or collaborative format. Topic and nature of research may vary. Capstone paper required. Type of course: Lecture-discussion 1 to 3 undergraduate hours. No graduate credit. May be repeated up to 3 hours in the same term or 6 hours in separate terms, if topics vary. Prerequisite: Evidence of adequate preparation for such study; consent of faculty member supervising the work; and approval of the department head. Restricted to majors only. Not available to freshman.\n\nADV 497 Colloquium in Advertising credit: 1 Hour. (https://courses.illinois.edu/schedule/terms/ADV/497/)\nCurrent topics, cases, and research in advertising are presented in a forum that fosters critical thinking and engagement. Weekly presentation and discussion of current research and cases by faculty, undergraduate/graduate students, visiting scholars and visiting professionals. 1 undergraduate hour. No graduate credit. Approved for S/U grading only. May be repeated up to 2 hours in separate terms, if topics vary. Prerequisite: ADV 281 and consent of instructor.\n\nADV 498 The Sandage Project credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/498/)\nThis course is named after the founder of the Advertising Department, Charles H. Sandage (known as the \"father of advertising education\"). His vision of educating the future of the industry was grounded in theoretical and foundational courses emphasizing the \"why of advertising\" - not just the \"how.\" In this course, students will integrate the concepts, experiences, and skills that have been learned in the curriculum with a service-learning project. 3 undergraduate hours. No graduate credit. Prerequisite: ADV 250 or ADV 283, ADV 360 or ADV 460, and ADV 390.\n\nADV 509 Media Entrepreneurship credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/509/)\nIntroduces students to the foundations of entrepreneurship and evolving business models for media. Students are introduced to the foundation and context of entrepreneurship. The course will cover the skills and practices necessary for new entrepreneurial ventures, as well as the processes of evaluation an idea, assessing the market, and implementing a new venture. Finally, students will examine business case studies for both successful and unsuccessful media start-ups. 3 graduate hours. No professional credit. Credit is not given for both ADV 409 and ADV 509. Prerequisite: Limited to MS Advertising students.\n\nADV 550 Foundations of Advertising credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/550/)\nExplores the development of American advertising through the 20th and into the early 21st century. Analyzes and evaluates American advertising through these primary areas: ethics, advertising philosophies, advertising structure, advertising education, its broader social impact, the role of media and technologies, and its place within a global framework. Prerequisite: Consent of department.\n\nADV 580 Advertising Theory credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/580/)\nReviews classic and contemporary theories used in advertising research and practice with multidisciplinary emphasis. Through reading, discussion and independent research, students will understand how basic social science and humanities research and advertising scholarship are related; how theories and concepts are applied, adapted, constrained and combined when applied to advertising and other communication issues; and how research evolves over time.\n\nADV 581 Quanti Research Methods in Adv credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/581/)\nProvides students with an overview of quantitative research methodology in advertising and consumer behavior. Students will learn appropriate uses and techniques for conducting exploratory (e.g., focus groups, literature searches), descriptive (e.g., observational techniques, surveys), and casual (randomized- and quasi-experiments) research. Ethical considerations in research, and limitations of quantitative research will play an important role throughout the course. Students will learn basic descriptive and inferential statistical analyses to help analyze, and make sense of quantitative data. Prerequisite: Basic statistics course.\n\nADV 582 Qualitative Rsrch in Advert credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/582/)\nTreatment of basic research concepts and procedures in the social sciences with emphasis on advertising. Prerequisite: Consent of the department.\n\nADV 587 Graduate Seminar I credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/587/)\nProvides advertising students and faculty the opportunity to interact on significant topics. It draws on a wide range of perspectives to explore not only foundational theories and research in advertising, but also current issues, contemporary analytical approaches, and emerging trends in advertising scholarship and practice. Prerequisite: Consent of department.\n\nADV 588 Graduate Seminar II credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/588/)\nStudents write research proposals in this course. Prerequisite: The grade of B or better in ADV 587.\n\nADV 590 Special Topics in Advertising credit: 1 to 4 Hours. (https://courses.illinois.edu/schedule/terms/ADV/590/)\nMay be repeated in the same or in multiple semesters if topics vary. Prerequisite: Consent of department.\n\nADV 594 Advanced Topics in Advertising credit: 4 Hours. (https://courses.illinois.edu/schedule/terms/ADV/594/)\nThis seminar explores topics associated with advertising theory and research. Topics will vary across different course offerings. They will include classic elements of advertising theory (e.g. persuasion, attitudes, cognition, emotion, motivation), as well as current research frontiers (e.g. decision-making, computational advertising, psychophysiology, gaming, social media). 4 graduate hours. No professional credit. May be repeated up to 12 hours, if topics vary. Prerequisite: Ph.D. student or instructor approval.\n\nADV 597 Proseminar in Advertising credit: 1 Hour. (https://courses.illinois.edu/schedule/terms/ADV/597/)\nCurrent topics, cases, and research in advertising are presented in a forum that fosters critical thinking and engagement. Weekly presentation and discussion of current research and cases by faculty, undergraduate/graduate students, visiting scholars and visiting professionals. Approved for S/U grading only. May be repeated up to 4 graduate hours in separate terms.\n\nADV 598 Professional Project credit: 0 or 6 Hours. (https://courses.illinois.edu/schedule/terms/ADV/598/)\nThis course serves as a capstone, requiring the student to demonstrate a mastery of knowledge in the primary areas of advertising. Approved for S/U grading only. May be repeated in separate terms to a maximum of 6 hours. Prerequisite: A grade of B or better in ADV 588."} | b7dcd0860f0d441ce9e862814278adca52aa0830-5 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://catalog.illinois.edu/courses-of-instruction/adv/adv.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ADV 599 Thesis Research credit: 0 to 6 Hours. (https://courses.illinois.edu/schedule/terms/ADV/599/)\nApproved for S/U grading only. May be repeated in separate terms.\nPrerequisite: ADV 588 and consent of the department."} | b7dcd0860f0d441ce9e862814278adca52aa0830-6 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://catalog.illinois.edu/courses-of-instruction/adv/adv.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ADV - ADVERTISING\n\nADV Class Schedule (https://courses.illinois.edu/schedule/DEFAULT/DEFAULT/ADV)\n\nCourses\n\nADV 150 Introduction to Advertising credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/150/)\nIntroduction to the practice and profession of advertising. Course material covers various functional areas of advertising and integrated brand promotion, including account planning, creative, media, research, consumer behavior, sales promotion and interactive advertising. Topics also include how advertising relates to society in cultural, social, ethical and regulatory contexts. Open to all undergraduate majors.\nThis course satisfies the General Education Criteria for:\nSocial Beh Sci - Soc Sci\n\nADV 175 Introduction to Multicultural Advertising credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/175/)\nExamines the multifaceted role diversity (including racial, gender, orientation, ability status) plays in the delivery and reception of advertising. Additionally, it examines the development of diversity as a marketplace practice and on the development of the advertising industry. We'll analyze advertising using a historical, cultural, and social perspective and address issues of diversity in the industry. We will also critically review current issues of multicultural, transcultural and multidimensional advertising and marketing. In the process we’ll grapple with current theories on race and implicit /explicit bias and prejudice and their impact upon the production of advertising and consumer communications.\nThis course satisfies the General Education Criteria for:\nCultural Studies - US Minority\n\nADV 199 Undergraduate Seminar credit: 1 to 5 Hours. (https://courses.illinois.edu/schedule/terms/ADV/199/)\nMay be repeated to a maximum of 12 hours in separate semesters, if topics vary.\n\nADV 200 Data Literacy credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/200/)\nNo matter what your major, or the job you plan to get, becoming fluent at working with data is a sought-after skill. Through lectures and guided workshops, this course provides hands-on-training on fundamentals of data exploration (asking the right questions), data gathering and data analysis (understanding and describing the situation) as well as communicating with data (telling a compelling story through data visualizations). Students learn how to find datasets in online archives and repositories, and are introduced to the commonly used software packages and techniques (spreadsheets, text analytics, social computing). We also focus on critical issues such as data ethics and privacy. We also learn basic computer programming aimed at data analysis. No prior knowledge of research methods, statistics or programming is required.\nThis course satisfies the General Education Criteria for:\nQuantitative Reasoning I\n\nADV 201 Social Media and Personal Branding credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/201/)\nCreating a personal brand is no longer a nice-to-have; it’s expected and vital to social media influencers, student athletes and online celebrities. This course focuses on practical strategies for building and maintaining a strong personal brand on social media for career advancement and social influence. Students will develop advanced social media strategy skills and identify risks involved in online reputation management. This course will help you create an authentic personal brand and amplify your career.\n\nADV 212 Advertising History credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/212/)\nIn this course, you will develop a rich knowledge base of advertising and the advertising industry as it has evolved in the United States over the last two centuries. Included will be an analysis of the key events, forces, people and technology. Credit is not given for ADV 212 if credit has been earned in ADV 312.\nThis course satisfies the General Education Criteria for:\nHumanities - Hist Phil\n\nADV 222 Copywriting credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/222/)\nFor students considering a career in persuasive writing or just striving to become better creative thinkers and communicators, this course explores advertising copywriting concepts, processes and best practices. We'll craft headlines, body copy and scripts for a variety of media, all in the context of audience, strategy, design and the Big Idea. Writing-intensive and portfolio-building, with consideration for cultural trends and artificial intelligence. Credit is not given for this course and ADV 400: Copywriting. This course will use the Packback plug-in app on Canvas, which comes with a small usage fee (up to $25). Prerequisite: ADV 150. Restricted to Advertising majors or instructor approval.\n\nADV 250 Advertising and Brand Strategy credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/250/)\nDesigned to help students acquire brand decision-making skills. Advertising and marketing theories, practical problems and traditional cases will be studied as they learn to build a strong brand strategy that will lead to a strong brand advertising strategy. This encompasses every facet of making advertising decisions for a brand. This involves understanding the content a consumer requires, how the consumer will come in contact with the brand, and what is the goal of the connection between consumer and content/contact. Credit is not given toward graduation for ADV 250 and ADV 283.\n\nADV 270 Principles of Sales credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/270/)\nThis course focuses on the development of the sales process and the role of sales and sales people within organizations. It will also consider consultative and persuasive selling and interpersonal relationship building. It will include sales proposals, and simulation exercises that will reinforce concepts learned within the classroom. It will also feature exposure to sales experts from different areas of business.\n\nADV 280 Introduction to Advertising Media credit: 3 Hours. (https://courses.illinois.edu/schedule/terms/ADV/280/)\nStudents will be introduced to advertising in media, including an understanding of the contemporary media landscape and the ways in audiences use media. We will primarily discuss media concepts and media tools that are commonly used by advertising professionals to collect and interpret media insights for advertising.\n\nInformation listed in this catalog is current as of 03/2024"} | b7dcd0860f0d441ce9e862814278adca52aa0830-1 | 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qwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://repository.ump.ac.id/5923/3/FERI%20PRIATMOKO%20CHAPTER%20II.pdf | 23 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"d. Present the fact objectively, teacher must be aware of biased presentation, when teacher involve controversial matters such as racial, religious, affiliation, politics and social class distinction.\n\ne. Information is up to date, the teachers must try to obtain the most current text available and supplementing them with other types of materials.\n\nf. Vocabulary is suitable; vocabulary should be related to the students’ level and experiential background.\n\ng. The text is well organized. The major point should be treated in a sequence suitable to the subject and educational background of students. All supporting evidence and argument should be subsumed in appropriate order in each point. The divisions of chapter should have captions which stand out from the rest of the text.\n\nh. The print is legible; the print which is clear enough or large enough hinders the students’ reading.\n\ni. Book is written in readable style\n\nj. The text is geared to a particular method of teaching\n\nk. The study guide students helpful\n\nl. The graphic promote learning, all photographs, drawings, charts, tables, graphs, and maps must be current, legible and well organized."} | f5850facd8c35660b67ba55575a9dfbde7e0d1c5-23 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://repository.ump.ac.id/5923/3/FERI%20PRIATMOKO%20CHAPTER%20II.pdf | 26 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Furthermore described learning strategies is an activity of learning to do teachers and students so that learning goals can be accomplished effectively and efficiently (Kemp in Sanjaya, 2008: 126). The term strategy is often used in many contexts with the meaning is always similar. In the context of teaching strategies could be interpreted as a general pattern of action of teacher-learners in the teaching activity of manifestation (Ahmad spiritual, 2004: 32). Meanwhile, Joyce and Weil prefer to use the term teaching models instead of using teaching strategies (Joyce and Weil in the spiritual, 2004: 33).\n\nTeaching strategies (teaching) is “tactics” that is used teachers in carrying out the process of teaching and learning (teaching) that may affect the pupils (learners) achieve the goal of teaching more effectively and efficiently. According to Nana Sudjana (2004: 34), teaching/teaching strategies on implementation, as the real action or conduct of teachers during the teaching it was based on the signs in units of study. Based on the above opinion, the conclusion to be drawn that the learning strategy should contain an explanation of the methods/procedures and techniques used during the learning process takes place. In other words, learning strategies have a broader meaning than the methods and techniques. Methods/procedures and learning techniques are part of a learning strategy, methods and learning techniques passed down for applicative, real, and practical on teaching learning process."} | f5850facd8c35660b67ba55575a9dfbde7e0d1c5-26 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://repository.ump.ac.id/5923/3/FERI%20PRIATMOKO%20CHAPTER%20II.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"we choose the multidimensional definition, it is not clear what a ‘positive’ attitude should mean, but referring only to the emotional dimension is reductive, since we have to take into account the two (three) dimensions, i.e. emotions, beliefs, (behaviours) and their interaction.\n\nWhat actually happens is that in most studies the choice of a definition for attitude, and consequently a characterization of ‘positive’/‘negative’ attitude, not only is not explicitly made: often it is not made at all, and the assessment / measurement instruments used by the researcher implicitly end up by continuously wavering between various definitions within a single study. The characterization of an individual’s attitude as positive / negative is in most cases simply the result of a process of measurement, performed through instruments such as the Thurstone or Likert attitude-scales or the semantic differential technique. This process ends up in a score - attached to an individual’s attitude - obtained by summing points relating to the single items. The choice of scores to be assigned to the items naturally leads to a positive/negative evaluation of each one.\n\nSince in most questionnaires used to assess attitude the items range from those related to emotions (“I like reading”) to those related to beliefs (“Reading is useful”), to those related to behaviour (“I always do my homework in reading”), an answer can be characterised as ‘positive’ by referring to different meanings of the word ‘positive’ itself. 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.ashlandmhrb.org/upload/annual_service_summary_program_and_fiscal_for_fy_2016_final_version.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Mental Health & Recovery Board of Ashland County\nFY 2016 Annual Report\n\nFY 16 Expenditures\n\n**Mental Health Expenditures**\n- Mental Health Direct Treatment Services (Non-Medicaid): 538,683\n- School Liaison Services: 426,769\n- Crisis Hotline: 150,450\n- Pharmaceutical Assistance: 3,810\n- Crisis/Diversion Beds: 22,030\n- Consumer Operated Services: 83,203\n- Hospital Bed Days: 232,308\n- HUD Housing Grant: 65,650\n- State Hospital Transportation: 950\n- Other: 367,842\n\n**Total Mental Health Expenditures**: $1,891,694\n\n**Alcohol and Drug Expenditures**\n- Alcohol/Drug Direct Treatment Services (Non-Medicaid): 93,463\n- Alcohol/Drug Detox/Residential Services: 20,257\n- Alcohol/Drug Prevention Services: 84,540\n- Alcohol/Drug Jail Treatment and Prevention Services: 144,227\n\n**Total Alcohol and Drug Expenditures**: $342,487\n\n**Other Expenditures**\n- Levy Administration Fees: 27,223\n- Family & Children First Council: 6,160\n- Community Education/Training: 59,573\n- Information Services: 18,568\n- Other: 834\n\n**Total Other**: $112,357\n\n**Church St. Expenses**: $79,612\n\n**Board Administration**: $497,772\n\n**FY 2016 Carry Over & State Paybacks**\n- FY 2016 Carry Over: 769,259\n\n**Total FY 2016 Carry Over & State Paybacks**: $769,259\n\n**TOTAL EXPENDITURES**: $3,693,181"} | b2b6df0b287eb0e344b1f3a5c415473fe78c610f-6 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.ashlandmhrb.org/upload/annual_service_summary_program_and_fiscal_for_fy_2016_final_version.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"**Lifeworx!**\n\nLifeworx is a mental health consumer-run peer recovery and support center. Their goal is to meet the emotional and social needs of members through the means of peer support. Lifeworx is a non-profit organization funded by the Mental Health & Recovery Board of Ashland County. The organization is licensed by the Ohio Department of Mental Health and Addiction Services (OhioMHAS) as a “Consumer Operated Program” and became its own independent agency in March of 2007.\n\nLifeworx moved into their new space in October of 2014. They received generous donations from the community to assist with new furniture and program needs. Additionally, the organization has made good use of the new vehicle that was purchased for transportation. Persons with limited or no transportation have been able to benefit from Lifeworx programming.\n\n- Over 30 members benefited through their participation in 15 groups at Lifeworx which topics included: Sewing/Crochet/Needlework, Arts & Crafts, Mindfulness, Self-Esteem, Whole Health Action Management (WHAM), Grief Group, Cooking, Etiquette and Bible Study;\n- Lifeworx members continue to volunteer in the community. Not only helping the Mental Health Board and FCFC when needed, they’ve also started to volunteer at Local Roots and continue their volunteerism at the Cat Sanctuary;\n- Lifeworx has remained active with conferences/trainings. Conferences & Trainings completed in SFY 16 included the State Mental Health Conference, Wellness Management, DBT and WHAM trainings; and\n- The organization has developed a growth plan and is committed to increasing their membership in SFY 17. Revised programming opportunities, including Incentive Based Programming combined with new hours of operation have been well received by members.\n\n**Alcohol, Tobacco & Other Drug Prevention**\n\nThe Ashland County Council on Alcoholism & Drug Abuse (ACCADA) facilitates several evidence-based prevention programs in the schools which include:\n\n**Too Good for Drugs** — Too Good for Drugs is an evidence-based prevention curriculum and has become our main program. It has been very well received and been a useful tool in adding new schools/classes that we have not visited for a while. There are 10 lessons per grade level; we currently offer K-8th grades.\n\n**LifeSkills Training (LST)** — is a research-validated substance abuse prevention program proven to reduce the risks of alcohol, tobacco, drug abuse, and violence. It is used with adolescents & young teens in several districts.\n\n**A.C.T.** – (Ashland Connects to Teens) Catholic Charities Community Services (CCCS) also provides a peer mentoring program for middle school aged youth to reduce alcohol, tobacco or other drug use.\n\n**Start Talking** – Targets parents, guardians, educators and community leaders with tools to start the conversation with Ashland youth about the importance of living healthy, drug-free lives.\n\nAdditionally, due in part to the increase in opioid abuse/addiction, ACCADA has started providing more community-wide prevention via Billboards, newspaper columns, infographics, etc.\n\n- In FY 2016 ACCADA produced 851 hours of prevention services (an increase of 23% from the previous year) impacting over 12,000 county residents;\n- For FY 2016 prevention programming impacted over 2,000 youth in multiple classrooms (Primary, Middle & High Schools) throughout the county;\n- Pre/Post Test Outcomes continue to show improvements, meaning, youth participating in prevention activities are reporting an increased awareness & understanding of the harmful effects of Alcohol, Tobacco and Other Drugs;\n- FY 2016 was the third year ACCADA offered a gambling prevention component in the schools;\n- 33 School-Based Education and Community-Based Process Presentations were provided; and\n- Grant funding through the Samaritan Hospital Foundation allowed for Prevention Programming through the Summer Months."} | b2b6df0b287eb0e344b1f3a5c415473fe78c610f-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.ashlandmhrb.org/upload/annual_service_summary_program_and_fiscal_for_fy_2016_final_version.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Intensive Home Based Treatment\n\nIntensive Home Based Treatment (IHBT) is an evidence-informed service for children/youth and their families to live and function successfully in his or her home, school and the community. It is intended to prevent out-of-home placements and increase the success of children/youth reunifying with their families. Integrated Families and Systems Treatment or I-FAST is the specific model/approach used by Appleseed staff to deliver this service. David Grove, LISW, one of the I-FAST developers, continues to consult with staff to ensure fidelity. The service continues to show success in SFY 2016.\n\n- Appleseed served over 25 families and 38 youth with high intensity Case Management and Counseling as part of the I-FAST approach in FY 2016; 85% of the youth were successful and did not require removal from the home or a change in custody;\n- Community Collaboration reached a high-point in SFY 16 with over 27 distinct entities collaborated with; and\n- Appleseed staff continue to involve themselves in case consultation, utilize DVD’s for discussion and feedback and utilize live supervision in order to be more effective in helping youth and families. Client, family and therapist outcomes show that the approach is consistently helpful in reunifying families and preventing out-of-county placements.\n\nAlcohol/Drug Residential/Detox/MAT Services\n\nPersons receiving alcohol/drug addiction treatment may sometimes require a more intensive level of care than outpatient services. The Ashland County Council on Alcoholism & Drug Abuse (ACCADA) acts as the “gatekeeper” for Ashland County residents requiring either detoxification services from drugs/alcohol and/or residential treatment services. Residential and Detox services can be a vital and necessary step in the recovery process from drugs/alcohol.\n\n- 78 individuals participated in ACCADA’s Medication Assisted Treatment (MAT) program in SFY 2016. Of those 78, 62% demonstrated at least some positive treatment outcomes;\n- 6 individuals benefited by Residential and/or Detox services in Fiscal Year 2016; and\n- 35 days of Residential/Detox services were funded by the Board (Increased client healthcare coverage, Medicaid, has reduced the need for Board funding in this area).\n\nTransitional Aged Youth Program and Wellness Coordinator\n\nYouth/young adults between the ages of 16-25 with behavioral and/or emotional challenges are at high risk for unemployment, homelessness, and involvement with the criminal justice system. The Transitional Aged Youth (TAY) program works with these youth to assist them in making a successful transition to adulthood. Referrals come from the County’s Community School (ACCA), Children’s Services, the Adult Education Program (ABLE) at the Career Center and the Department of Youth Services (DYS).\n\nThe Wellness Coordinator works with at-risk Ashland adults involved with multiple community systems who present with complex primary & behavioral health needs. The Wellness Coordinator has continued to receive referrals from the Ashland Christian Health Center in SFY 16 and has regular time there to see persons in need.\n\nBoth programs are funded by the Board thru a contact with The Visiting Nurse Association of Ohio.\n\n- 27 Youth/young adults were seen in the TAY program during SFY 2016. Program focus areas included:\n - Assistance with Employment\n - Help with Education and Career\n - Skill building around Personal Effectiveness and Wellbeing\n - Assistance with Living Situation\n- Outcomes vary for those involved in the program but all reported being helped by the program to some extent;\n- 27 Adults were seen by the Wellness Coordinator in SFY 2016 with over 557 hours of direct face-to-face contact hours and 346 hours of support/administrative services provided. Focus of attention included:\n - Issues about Medication\n - Facilitating Behavioral & Primary Health Communication and Continuity\n - Residential and Basic Living Assistance\n - Complex Primary Health Assistance\n - Linking individuals to grief, dementia and insurance supports."} | b2b6df0b287eb0e344b1f3a5c415473fe78c610f-3 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.tcfneworleans.com/Newsletters/Newsletter%202017%2009.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Our listeners are willing to listen, understand and share. \n504-454-3293 – Melva Duhon, son, 41, suicide \n504-456-8248 – Patsy Ashton, son, 24, drug overdose \n504-606-3275 – Janell Sisolak, son, 25, murdered \n504-875-8836 – Sonya Mazzella, daughter, 4, drowned\n\nThe experience of grieving cannot be ordered or categorized, hurried or controlled, pushed aside or ignored indefinitely. It is as inevitable as breathing, as change, as love. It may be postponed, but it will not be denied. —Molly Fumia"} | 75c17127e6b456b0c243bdfc6b368c8f8313d5be-8 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.tcfneworleans.com/Newsletters/Newsletter%202017%2009.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"To all those newly bereaved, who are receiving this newsletter for the first time and to all our Compassionate Friends, we wish you were not eligible to belong to this group, but we want you to know that you and your family have many friends. We, who received love and compassion from others in our time of deep sorrow, now wish to offer the same support and understanding to you. Please know we understand, we care, and we want to help. **You are not alone in your grief.**\n\nMeetings are held the 2nd Monday of each month at East Jefferson Hospital, 4200 Houma Blvd., 1st floor adjacent to the Hudson St. garage at 7:00 P.M. We are a self-sustaining organization with no funds except what we receive through donations from members and newsletter recipients. Please join with us at a meeting.\n\n**Grief support after the death of a child**\n\nThe Compassionate Friends is a national non-profit, self-help support organization that offers friendship, understanding, and hope to bereaved parents, grandparents and siblings. There is no religious affiliation and there are no membership dues or fees.\n\nThe secret of TCF's success is simple: As seasoned grievers reach out to the newly bereaved, energy that has been directed inward begins to flow outward and both are helped to heal.\n\nThe vision of The Compassionate Friends is that everyone who needs us will find us and everyone who finds us will be helped.\n\n---\n\n**Newsletter Submissions:** TCF Greater New Orleans welcomes all submissions to our newsletter. Send articles, poetry, love messages and scanned photos to: TCF GNO, 4541 Loveland St., Metairie, LA 70006. Or e-mail text and photos to: [email protected] As our chapter is only funded by your donations, we ask for a donation of $15 or more for a dedication for our newsletter. This is tax-deductible. We reserve the right to edit for space and/or content. Deadline for submissions is on the Child Remembered page of the newsletter each month. TCF Chapters may copy articles from this publication provided credit is given to the author and the original source. Errors and Omissions: Please notify me if any of your information is incorrect. Thank you!\n\n---\n\n**BIRTHDAY CAKE:** Our child’s birthday is still such an important day to us bereaved parents. In TCF this is where we can celebrate our child’s birthday and remember the love we still have for them no matter how long it has been since they died. Our chapter is now offering you the chance to sponsor the birthday cake for the month of your child’s birthday. You may do so by calling Denise St. Pierre (504) 265-0581 to order the cake through East Jefferson Hospital. The cost for the cake is $40. This way we can all celebrate your child’s birthday.\n\n---\n\nWilliam Hunton is now our Chapter’s webmaster. He would like to add some updated pictures to our website. If you have any pictures of our events that you would like added to the website please send to [email protected] Thank you for your continued support of our chapter. And a big thank you to William for being our webmaster in memory of his daughter Chelsea Hunton."} | 75c17127e6b456b0c243bdfc6b368c8f8313d5be-3 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.tcfneworleans.com/Newsletters/Newsletter%202017%2009.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Remember when I turned 50 you and your brother said that I was ancient. Well guess Ryan will be ancient in October. Having 2 ancient sons is an accomplishment in my book. Ha Ha Ha.\n\nWell another summer has come and gone. Collin and Cate are back in school, and I can say it is about time. As the summer comes to an end they both are just looking for things to do and that can only lead to trouble. Well thankfully that TROUBLE part did not find us this time. School started peacefully and now the fun starts with homework and extracurricular activities.\n\nSince we usually start with Collin, we will fill in what Cate is doing this time. First, she will be dancing 4 nights a week, Student Council Vice President, Volleyball team member, and hopefully can keep up her A honor roll status. Oh, let’s not forget Safety Patrol. She must take after her father with that one. She is looking forward for this school year to finish so she can apply to Mt. Carmel for the next. She still loves to come over and chill out, but also always likes to bake, complete with the mess and make things for me to display around the house, and are usually wonderful. She gets her artistic talent from you.\n\nCollin had a good summer on the Legion Baseball team and now it is back to football. Oh, I can't wait to see him on the field actually playing this year. 55 is his number and I watch for him all over the sidelines, and when he gets in, which he will often this year. I told him that for his 17\\textsuperscript{th} birthday that I will give him keys to Hummer. We will see how that goes. My little man is now in 11\\textsuperscript{th} grade and he does not have time to hang with Honey because of his social calendar. I don’t know where he gets it from because you and Ryan were very happy to be at home and doing things near the house. He is like a gypsy where he would stay out every night if he could. You never know where he will end up.\n\nI did get Ryan and Collin to hang my canvases in the stairway and my artwork is hung all over the house making it feel like home. And yes, the Geiger are hanging in the den where everyone can see them. They are different, we will leave it at that.\n\nI was happy to see the summer end so they can get back to school and my daughters are happy since they have me all to themselves now. Shayla finished her medical treatments, it is not easy keeping a wild dog calm for 2 months. Shockey is still Shockey, nuts as ever, but funny and a sweetheart.\n\nBig Boy and family went on vacation this June. Rome brought back a rock from Hawaii to be placed for you.\n\nIn closing we all Love and miss you more than yesterday but less than tomorrow.\n\nHugs and Kisses, Mom, Ryan, Shelly, Collin & Cate"} | 75c17127e6b456b0c243bdfc6b368c8f8313d5be-6 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.trumanlibrary.org/whistlestop/study_collections/koreanwar/index.php?action=pdf&documentid=kp-3-20 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"DEPT sent UGADEN revision proposed Indian draft RES on Korea that SC might be prepared consider if absolutely necessary. Revision affirms, both in preamble and operative paragraphs, that force shall not be used either to prevent or affect repatriation POWs. It requests GA PRESS trans-\n\nmit to KMS and CHI COMMIES proposals for settlement POW problem through ESTAB Repatriation COMM responsible to GA composed of CZECH, POL, SWED, SWISS or, alternatively, of four states, exclusive of any permanent SC member, one of which WLD be nominated by each side. Four nations x com-\n\nposing this COMM WLD appoint umpire, or if agreement on umpire cannot be reached within three weeks after first mtg, then umpire WLD be selected by GA. Proposal WLD require incorporation into armistice agreement at Panmun. Within 60 days after coming into effect of armistice agreement POWs WLD be released into custody COMM for classification according nationality and domicile and WLD then be free return home. While in custody COMM each WLD have reasonable access POWs to explain their rights. Red Cross men of both sides WLD have access POWs while custody COMM. POWs to be free inform COMM or agencies working with it of their desires. Within 120 days from signing armistice agreement, repatriation of all POWs to be completed. This redraft takes care particular..."} | 3cf99b07ff3a1d725de866ce0246f62eaa3228f9-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.trumanlibrary.org/whistlestop/study_collections/koreanwar/index.php?action=pdf&documentid=kp-3-20 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"particular points in Indian draft that CA RES Pearson, FOREIGN Eden, and Indian DREO had earlier been informed were not RPT not acceptable to us. Indian draft RES submitted 04 NOV 17 does not reflect changes suggested in our redraft. Embassy New Delhi reports that Deputy UK High Commissioner was told by Indian FOREIGN that India has had no communication with Peking on subject of Indian DELHI's consultations in New York or his suggested RES.\n\nACTING\n\nBRUCE\n\nDo/7: Please send to London\n\nRef: DELHI 192, 196 fr M, Nov. 14, 15 no rpts.\n\nGAIR 57 to R, Nov. 15, no rpts\n\n2092 fr New Delhi, Nov. 14, no rpts\n\nby air to Ottawa."} | 3cf99b07ff3a1d725de866ce0246f62eaa3228f9-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.interesjournals.org/full-articles/effects-of-manganese-and-zinc-fertilizers-on-shoot-content-and-uptake-of-n-p-and-k-in-sesame-sesamum-indicum-l-on-lithosols.pdf?view=inline | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Zn to NPK on Vertisols. The variance could be attributed to the soils (lithosols) on which this study was conducted. As regards Mn uptake, Mn at 1 kg ha$^{-1}$ increased Mn uptake by 56.7% while 10% increase was recorded when 0.5 kg Mn and Zn ha$^{-1}$ and 1 kg Mn and Zn ha$^{-1}$ were added to NPK. Increase in Mn uptake from Mn application and Mn and Zn interaction on uptake of Mn was observed by Singh and Steengberg (1974). Manganese uptake in sesame was reduced by 16.7% at 1 kg Zn ha$^{-1}$ application compared to NPK. Similar findings was also reported by El-Fouly et al. (1992) where total Mn uptake was reduced by increasing Zn rate in an experiment with sunflower under greenhouse condition. Increase in Mn uptake from Mn application was also observed by El-Fouly et al. (2001) where 189% increase was recorded. Manganese in its chemical behaviour shows properties of both the alkali earth cations such as Mg$^{2+}$ and heavy metals (Zn$^{2+}$). It is therefore not surprising that these ion species can affect uptake and translocation of Mn in the plant. This has been reported by Fox and Guerinot (1998) that Mn has a depressive effect on Fe uptake. Also, addition of Zn separately at lower rates favoured Mn uptake in sesame. El-Fouly et al. (2001) reported higher Mn uptake at low Zn rates.\n\nApplication of Mn and Zn at 0.5 kg each recorded the highest Zn uptake by 61.5% over NPK. Manganese application both at 0.5 and 1 kg ha$^{-1}$ did not significantly change the uptake of Zn. This concurs with results of Singh and Steegberg (1974) which showed that total Zn uptake and percentage distribution among roots and shoots of maize and barley were not affected by Mn application. Zinc uptake increased by 13.3 and 17.7% from application of 0.5 and 1 kg Zn ha$^{-1}$ rates respectively. This response also agrees with the studies of Singh and Steegberg (1974) who observed significant increase in Zn uptake by roots and shoots of maize and barley plants from Zn application. In a similar work by Schenkano and Berber (1979), it was found that nutrient absorption from the soil by the roots depends on the nutrient concentration in soil solution. Similar results were observed by Brown (1979).\n\nCONCLUSION\n\nHigher concentrations of Mn and Zn depressed seed yield and favoured dry matter accumulation. Concentrations of N, P and K, in the shoot and N and P uptake were not significantly influenced by Mn and Zn as K uptake was depressed.\n\nACKNOWLEDGEMENT\n\nI wish to thank Prof. J. D. Kwari and Prof. M. K. Sandabe for supervising this work and Mr D. I. Birma for chemical analysis. Adamawa State University, Mubi provided the needed support for this work.\n\nREFERENCES\n\nAdebayo AA (2004). Mubi region a geographical synthesis. Paraclete Publishers, Yola, Nigeria. pp 22-31\nAnonymous, (2002). Fertilizer use and management practices for crops in Nigeria. Aduayi, E.A., Chude, V. O., Adebusuyi BA, Olayiwola SO (Eds). 3rd edition. Produced by the Federal Fertilizer Department, Federal Ministry of Agriculture and Rural Development, Abuja, pp188.\nBouyoucos GJ (1962). Hydrometer method improved for making particle size analysis of soil. Agron. J. 54: 564-565.\nBray RH, Kurtz LT (1945). Determination of total, organic and available forms of P in soils. Soil Science 59:39-45.\nBremner JM (1982). Inorganic nitrogen In: Page, A. L. Miller, R. H and Keeney, D. R. (1982) Methods of soil analysis Part 2. Chemical and mineralogical properties. Agronomy monograph No. 9 ASA-SSSA Madison.\nBrown JC (1979). Effects of Zn stress on factors affecting iron uptake in navy bean. J. Plant Nutr. 1:171-183\nCakmak I, Sari N, Marschner H, Ekiz H, Kalayi M, Barun HJ (1996). Phytosiderophre release in Bread and Durum Wheat Genotypes Differing in Zn Efficiency. Plant Soil 180:183-189.\nDraycott AP, Farley RF (1973). Response by sugar to soil dressings and foliar sprays of manganese. J. Sci. Food Agric. 24:675-683\nEl-Fouly MM, Amberger A, Fwazi AFA (1992). Balanced fertilizer use with micronutrients under Egyptian conditions (The Micronutrient Project). Afr. J. Agric. Sci. 19:41-61\nEl-fouly MM, Notal OA, Mobarak ZM (2001). Effects of Soil treatment with Iron, Manganese and Zinc on growth and Micro Nutrient Uptake of Sunflower Plants grown in High – pH soil. J. Agron. and Crop Sci. 186: 245 – 257.\nFox TC, Guerinot ML (1998). Molecular biology of cation transport in plants. Annual Review Plant Physiology. Plant Molecular Biology 49:669-696\nHavlin JL, Beaton JD, Tisdale SL, Nelson WL (2005). Soil fertility and fertility and Fertilizers: An Introduction to Nutrient Management 7th rd. Asoke K-Ghosh, Prentice Hall Publishers. New Delhi, India.\nHuang C, Garker SJ, Langridge P, Smith FW, Graham RD (2000). Zinc deficiency up-regulates expression of high affinity phosphate transporter genes in both phosphate sufficient and deficient barley roots. Plant Physiology 124:415 – 422.\nJeyabal A, Palaniappan SP, Chelliah S (1997). Integrated nutrient management for higher crop yields. Agriculture Newsletter 22(3):2-3.\nKamel MS, Shabana R, Abu-Hagaza NM (1983). Population arrangement and fertility level effects on yields of seed and oil of irrigated sesame (Sesamum indicum L.). Zeitschrift für Acker- und Pflanzenbau 152:252-259.\nMclean EO (1965). Aluminium. In: C.A. Black (ed), methods of soil analysis. Methods of soil analysis Part 2. Chemical and mineralogical properties. Agronomy monograph No. 9 part 2, pp 686-994.\nMengel K, Kirby CA (2006). Principles of Plant Nutrition. 5th edition. Springer publishers India. 849pp.\nMitchell GA, Bingham FT, Yermanos DM (1974). Growth, mineral composition and seed characteristics of sesame as affected by nitrogen, phosphorus and potassium nutrition. Soil Science Society of America Proceedings, 38: 925-930.\nMortvedt JJ, Murphy LS, Follett RH (1999). Fertilizer Technology and Application. Meister Publishing, Willoughby, OH.\nMurphy LS, Ellis Jr., R, Adriano DC (1981). Phosphorus Micro Nutrient Interaction Effects on Crop Production. J. Plant Nutr. 3(1):593-613.\nOgunremi EA, Ogunbodede BA (1986). Path Coefficient Analysis of Seed Yield in Early Sesame (Sesamum indicum L.). Ife J. Sci. 127 – 132."} | c7d585dc2b529019aff531011c23a7e74a6ef2bf-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.interesjournals.org/full-articles/effects-of-manganese-and-zinc-fertilizers-on-shoot-content-and-uptake-of-n-p-and-k-in-sesame-sesamum-indicum-l-on-lithosols.pdf?view=inline | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Olowe VIO, Busari L (2000). Response of sesame to N and P applications in the Southern Guinea savanna of Nigeria. Tropical Oil Seed Journal, 5: 30-37.\n\nPage AL, Miller RH, Keeney DR (1982). Methods of soil analysis Part 2. Chemical and mineralogical properties. Agronomy monograph No. 9 ASA-SSSA Madison.\n\nPaivoke EAA (2003). Mineral Elements and Phytase Activity in Psuim Sativum Grown at Different Zn Supply levels in the greenhouse. Environmental and Experimental Botany 49:285-294.\n\nParker OR, Aguilera JJ, Thomason DN (1992). Zinc-phosphorus interactions in two cultivars of tomato (Lycopersicum esculentum L.) grown in chelator-buffered nutrient solutions. 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An examination of Detjaraff method of determining soil organic matter and proposed modification of the chromic acid/titration method. Soil Science 37:29-38.\n\nWeis EA (1983). Sesame In: Oil Seed Crops pp283 – 340. Longman, London.\n\nHow to cite this article: Shehu H.E. (2014). Effects of Manganese and Zinc Fertilizers on Shoot content and Uptake of N, P and K in Sesame (Sesamum indicum L.) on Lithosols. Int. Res. J. Agric. Sci. Soil Sci. 4(8):159-166"} | c7d585dc2b529019aff531011c23a7e74a6ef2bf-8 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.interesjournals.org/full-articles/effects-of-manganese-and-zinc-fertilizers-on-shoot-content-and-uptake-of-n-p-and-k-in-sesame-sesamum-indicum-l-on-lithosols.pdf?view=inline | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Table 4. Effect of Mn and Zn fertilizers on uptake of N, P, K, Mn and Zn by sesame\n\n| Treatment | N | P | K | Mn | Zn |\n|--------------------|------|------|------|------|------|\n| Year | | | | | |\n| 2005 | 16.38| 2.06 | 20.74| 0.39 | 0.015|\n| 2006 | 20.53| 1.64 | 26.61| 0.34 | 0.013|\n| SE(±) | 5.28 | 0.38 | 3.62 | 0.06 | 0.004|\n| Level of Significance | ns | * | ** | ns | ns |\n| Fertilizer | | | | | |\n| 0-0-0 | 5.27 | 0.49 | 8.46 | 0.12 | 0.003|\n| NPK | 20.83| 1.72 | 28.24| 0.30 | 0.013|\n| NPK + 0.5Mn | 13.15| 1.85 | 26.34| 0.34 | 0.013|\n| NPK + 0.5Zn | 21.87| 2.21 | 24.71| 0.42 | 0.016|\n| NPK + 1Mn | 17.29| 2.09 | 26.86| 0.47 | 0.012|\n| NPK + 1Zn | 25.33| 1.69 | 22.69| 0.36 | 0.016|\n| NPK + 0.5Mn + 0.5Zn| 13.92| 1.76 | 18.23| 0.33 | 0.021|\n| NPK + 1Mn+ 1Zn | 16.78| 1.62 | 18.64| 0.33 | 0.008|\n| SE(±) | 5.04 | 0.02 | 0.13 | 0.01 | 0.02 |\n\n†Means followed by the same letter(s) in a column are not significantly different at 5% level of probability using Duncan Multiple Range Test.\n* = Significant at 5% level of probability\n** = Significant at 1% level of probability\nns = not significant\n\nTable 5. Regressed significant correlation coefficients of sesame parameters\n\n| Parameters in regression | Regression equation | r² |\n|--------------------------|------------------------------|------|\n| dry matter x Seed yield | Y= 2.391x + 488 | 0.564|\n| N uptake x seed yield | Y= 8.3663x + 326.1 | 0.298|\n| P uptake x seed yield | Y=91.979x + 312.3 | 0.217|\n| K uptake x seed yield | Y=12.436x + 195.96 | 0.497|\n| Mn uptake x seed yield | Y=544.14x + 285.32 | 0.248|\n| Zn uptake x seed yield | Y=589.3x + 391.84 | 0.114|\n| Mn uptake x shoot Mn | Y=287.67x + 111 | 0.498|\n| N uptake x shoot N | Y=17.227x – 1.1018 | 0.769|\n| N uptake x K uptake | Y=0.6237x + 3.226 | 0.294|\n| Shoot P x shoot Mn | Y=643.96x + 139.86 | 0.144|\n| P uptake x shoot P | Y=16.244x – 0.012 | 0.498|\n| P uptake x K uptake | Y=0.0379x + 0.8526 | 0.180|\n| P uptake x Mn uptake | Y=0.1219x + 0.1287 | 0.455|\n| P uptake x Zn uptake | Y=39.683x + 1.1749 | 0.201|\n| K uptake x shoot K | Y=23.271x – 8.8751 | 0.400|\n| Mn uptake x K uptake | Y=0.0079x + 0.1607 | 0.241|\n| Mn uptake x Zn uptake | Y=6.4329x + 0.2517 | 0.162|\n| Zn uptake x shoot Zn | Y=263.68x + 3.6962 | 0.634|\n\nand 24% over NPK and control respectively. The lack of significant increase in seed yield from Mn application agrees with the findings of Draycott and Farley (1973). He compared soil application and foliar spray of Mn and reported that soil application of MnSO₄ salts did not prevent Mn deficiency. Also Mengel and Kirby (2006) observed that application of Mn salts to the soil in an experiment with barley was of no use. This was attributed to the rapid oxidation of Mn and less suitability of the method of application compared to foliar spray."} | c7d585dc2b529019aff531011c23a7e74a6ef2bf-5 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://courses.cs.washington.edu/courses/csep590b/08sp/slides/Lecture10/Lecture10-JU.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":null} | d310adb84ed724b7f58e67d21053b08d0e314e26-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://courses.cs.washington.edu/courses/csep590b/08sp/slides/Lecture10/Lecture10-JU.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"**Our Target Market**\n\n- **Socio-economic Pyramid 2005**\n - TOP: High Disposable Income\n - MOP: Some Disposable Income\n - BOP: Little/No Disposable Income\n - 3.4B +25%\n - 2.7B +22%\n - .84B -3%\n\n- **Socio-economic \"Barn\" 2011**\n - 3.5B\n - 2.2B\n - .76B\n\n**Ultra Low Cost PCs for Education**\n\n- **Target**: Transformational schoolchildren in emerging markets\n- **Via**: New class of sub-$300 machines used in \"1-to-1\" government education programs\n- **Challenges**: Licensing, Partnerships, Education Evangelism\n\n**Windows MultiPoint**\n\n- **Target**: Children in schools that cannot afford PCs for every student\n- **Via**: MSR SDK that enables collaborative education applications using multiple cursors and mice on a single PC\n- **Challenges**: Education ISV and developer evangelism, pricing and licensing\n\n**Secondary PCs**\n\n- **Target**: Small businesses and governments in emerging markets\n- **Via**: Global ecosystem for resold, repurposed, and donated PCs (74 million in 2007)\n- **Challenges**: Category branding, licensing, government evangelism, new channel\n\n**Social Impact of Secondary PCs**\n\n- **Environment**\n- **Local Jobs**\n\n**Shared Access: Telecenters**\n\n- **Target**: Rural poor who don't use PCs\n- **Via**: Government and donor funded PC kiosks used for agriculture, skills training, microfinance ($7.4 Billion spend)\n- **Challenges**: Sustainability, NGO and government evangelism, scale, training kiosk owners"} | d310adb84ed724b7f58e67d21053b08d0e314e26-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://courses.cs.washington.edu/courses/csep590b/08sp/slides/Lecture10/Lecture10-JU.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"**Subscription Computing: \"Thin Man\"**\n\n**Target**\nUrban families avoiding iCafes who cannot afford a PC\n\n**Via**\nTerminal-based PC service sold by telcos and other partners\n\n**Challenges**\nTerminal-based home computing; Channel development, pricing and licensing\n\n---\n\n**Mobile Services: \"Kirana\"**\n\n**Target**\nPeople who use cell phones but not PCs (estimated to be billion)\n\n**Via**\nServices platform (including advertising and Live) anchored around mobile payments system involving pre-paid cards and POS kiosks in Africa and India\n\n**Challenges**\nChannel development, scale, value proposition\n\n---\n\n**Education: \"Milpa\"**\n\n**Target**\nPeople trying to get ahead by passing certification exams\n\n**Via**\nLocally relevant training content targeting skills acquisition delivered in a \"Complete\" education system involving rich client + web services design + new device, assuming occasional or no Internet connection\n\n**Challenges**\nContent ecosystem, new channel, value proposition, new device\n\n---\n\n**What We Are Learning ...**\n\n- Holes exist in Microsoft's existing business models\n- Segmentation matters, even in this space\n- MOP willing to \"go high\" when they see good, better, best\n- Willing to pay (a little) for genuine software\n- Few big retail channels\n- Limited credit, small purchases\n- No digital marketing yet: word of mouth, newspaper, billboard and in-store advertising\n- Limited awareness of Microsoft\n\n---\n\n**UPG in FY09**\n\n- More digital storytelling targeting elites\n- More shared campaigns with partners\n- Formal MOP/BOP consumer model with tracker\n- Ongoing execution of pilots and incubations\n- Development of an online community\n\n---\n\n**Get Involved**\n\n- Visit the UPG site\n- Leverage our research\n- Play with our technology\n- Join our team\n- Email: [email protected]"} | d310adb84ed724b7f58e67d21053b08d0e314e26-3 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.ccsenet.org/journal/index.php/jsd/article/download/0/0/37000/37123 | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The study done by the Lake Chad Basin Commission (LCB) in 2006 revealed the economic and ecological importance of Lake Fitri. More than 50,000 seasonal grazers and their livestock spend the dry season in its vicinities. Also, more than 30,000 tons of fish are produced per year. It is a wintering area for birds, a refuge for Afrotropical species, and an important place for elephants during the dry season. Lake Fitri’s ecosystem, however, is under increasing pressure from conflicting herding, agriculture, and fishing activities that mostly occur during extended dry periods.\n\nThe Worldwide Reference System (WRS) for the Landsat satellite imagery of Lake Fitri’s nominal scene is path 183 and row 51. The whole area covered by the scene is the focal point in this study.\n\n2. Methodology\n\n2.1 Data Sources\n\nUsing the Global Visualization (GloVis) web-based platform, we acquired Satellite images from Landsat 5 (TM), Landsat 7 (ETM+), and Landsat 8 (OLI_TIRS) for the years 1986, 2003, and 2013 to perform the LULC analysis in this study. Table 1 shows the specification of the data.\n\nWe initially used ERDAS Imagine 2014 to perform the supervised classification. We then made some adjustments using ERDAS Imagine 2016 and ArcGIS 10.2.2.\n\n| Data | Date |\n|---------------------------------------------------------------------|---------------|\n| Landsat Thematic Mapper (Landsat 5 TM) | Nov. 14th, 1986 |\n| Landsat Enhanced Thematic Mapper Plus (Landsat 7 ETM+) | Jan. 5th, 2003 |\n| Operational Land Imager (OLI) and Thermal Infrared Sensor (TIRS) (Landsat 8) | Oct. 23rd, 2013 |"} | 6874808d8290b05ea8f11556086ddc96f95a6b48-3 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.ccsenet.org/journal/index.php/jsd/article/download/0/0/37000/37123 | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Table 6. Land Use Land Cover coverage in Lake Fitri in 1986, 2003, and 2013 in percentage\n\n| Class | Year 1986 (%) | Year 2003 (%) | Year 2013 (%) |\n|------------------------|---------------|---------------|---------------|\n| Bare Soil | 62.25 | 77.84 | 48.30 |\n| Farmland-Grassland | 0.38 | 8.90 | 41.05 |\n| Forest-Savanna-Steppe | 23.06 | 11.75 | 7.39 |\n| Water Bodies | 0.18 | 0.62 | 0.49 |\n| Wetland | 14.12 | 0.87 | 2.78 |\n| Total | 100.00 | 100.00 | 100.00 |\n\nThe percent changes during the time periods 1986 - 2003, 2003 - 2013, and 1986 – 2013 were computed. Table 7 contains the percent changes from the respective years of reference. The analyses show the following results: bare soil coverage had a percentage increase from 1986 to 2003 and a percentage decrease from 2003 to 2013; overall, there was a decrease from 1986 to 2013. The water bodies’ coverage had a percentage increase from 1986 to 2003, a percentage decrease in the 2003 – 2013 period; the overall percentage from 1986 to 2013 increased. Wetland coverage had a percentage decrease in the first period, then a slight percentage increase in the second period; the general trend from 1986 to 2013 was a percentage decrease. Farmlands and grasslands had a percentage increase for all three periods whereas forests, savannas, and steppes coverage had a percentage decrease.\n\nTable 7. Lake Fitri’s land Use Land Cover percent changes\n\n| Class | 1986 to 2003 (%) | 2003 to 2013 (%) | 1986 to 2013 (%) |\n|------------------------|------------------|------------------|------------------|\n| Bare Soil | 28.29 | -27.60 | -7.12 |\n| Farmland-Grassland | 2314.35 | 438.14 | 12892.67 |\n| Forest-Savanna-Steppe | -47.71 | -26.60 | -61.62 |\n| Water Bodies | 246.04 | -8.09 | 218.01 |\n| Wetland | -93.64 | 270.42 | -76.44 |\n\nFigure 5 shows the pictorial views of the different LULC types and their respective percentages for the years 1986, 2013, and 2013."} | 6874808d8290b05ea8f11556086ddc96f95a6b48-8 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.ccsenet.org/journal/index.php/jsd/article/download/0/0/37000/37123 | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"4. Discussion\n\nIn the preceding section, we presented results of LULC changes within Lake Fitri and its vicinity for the period 1986 to 2013, a 27-year-period beginning in 1986 and ending in 2013. The results indicated that the region has undergone significant LULC changes in several respects. The most significant of these changes appears to be the expansion of farmlands as well as grasslands used for livestock grazing. In 1986, these two LULC types combined covered only 0.38% of the entire area. By 2013, they accounted for 41% while wooded areas such as forest, savanna, and steppe combined decreased in the same time period from 23% to about 7.40%. We also noted a major decline in wetland areas, which accounted for 14% of the total land in 1986, but less than 3% in 2013. Below, we discuss these changes in greater detail for each land use type.\n\n4.1 Bare Soil\n\nBare Soil is the designation given to areas representing soil and sand not covered by vegetation. This land cover type increased from 19437.99 km$^2$ in 1986 to 24937.54 km$^2$ in 2003, and then decreased to 18053.38 km$^2$ in 2013. The percentages of the total land area represented by Bare Soil were 62.25, 77.84, and 48.30% for the time period, respectively. The increase in land not covered by vegetation could be due to the drought of 1984 that the"} | 6874808d8290b05ea8f11556086ddc96f95a6b48-9 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://research.bangor.ac.uk/portal/files/7190313/PDB292-00.pdf | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"To set the data in context, further gradient data are assembled from a number of CTD surveys of the same region. Data from the North Sea project [Howarth et al., 1992] are used for stations in the seasonally stratified Northern North Sea, away from the Rhine Outflow/German Bight Regions of Freshwater Influence [e.g., Simpson et al., 1993]. Data are taken from the British Oceanographic Data Centre for the seasonally stratified area of the semienclosed Irish Sea [e.g., Simpson and Rippeth, 1998]. Data for an open shelf are taken from a cruise on board the RRS Discovery, to the Celtic Sea in June 2010, and also for the Malin Shelf Region from the British Oceanographic Data Centre database. The latter data were edited to remove all stations lying within the Scottish Coastal Current, a region of freshwater influence [Hill and Simpson, 1989].\n\n3. Model to Quantify the Effect of Diapycnal Mixing on Sea Surface \\( pCO_2 \\)\n\nTo quantify the impact of diapycnal mixing on the \\( pCO_2 \\) in the surface-mixed layer of a stratified water column, a one-dimensional turbulent diffusion model is derived. A rate equation is defined to describe the changes in \\( pCO_2 \\) in terms of the various parameters which influence it; temperature (T), salinity (S), dissolved inorganic carbon (DIC), and alkalinity (ALK), by separating variables [Mahadevan et al., 2011]:\n\n\\[\n\\frac{\\partial pCO_2}{\\partial t} = \\frac{\\partial pCO_2}{\\partial T} \\frac{\\partial T}{\\partial t} + \\frac{\\partial pCO_2}{\\partial DIC} \\frac{\\partial DIC}{\\partial t} + \\frac{\\partial pCO_2}{\\partial ALK} \\frac{\\partial ALK}{\\partial t} + \\frac{\\partial pCO_2}{\\partial S} \\frac{\\partial S}{\\partial t} \\tag{3}\n\\]\n\nFollowing Mahadevan et al. [2011], the Revelle factors for DIC and alkalinity can be defined as:\n\n\\[\n\\gamma = \\frac{\\Delta pCO_2}{pCO_2} \\frac{\\Delta DIC}{DIC} \\bigg|_{ALK=\\text{const}}\n\\]\n\nand\n\n\\[\n\\gamma_A = \\frac{\\Delta pCO_2}{pCO_2} \\frac{\\Delta ALK}{ALK} \\bigg|_{DIC=\\text{const}} \\tag{4}\n\\]\n\nBoth of these factors are variable in space and time, with \\( \\gamma \\) typically in the range of 8–15 and \\( \\gamma_A \\) 8 to 13 [Sarmiento and Gruber, 2006]. Values of \\( \\gamma = 10 \\) and \\( \\gamma_A = 10 \\) are taken.\n\nThe impact of temperature and salinity on \\( pCO_2 \\) is given by Takahashi et al. [1993]:\n\n\\[\n\\beta = \\frac{1}{pCO_2} \\frac{\\partial pCO_2}{\\partial T} = 0.0423 \\ ^\\circ \\text{C}^{-1} \\tag{5}\n\\]\n\nand\n\n\\[\n\\beta_s = \\frac{1}{pCO_2} \\frac{\\partial pCO_2}{\\partial S} = 0.9 \\ ^{-1} \\tag{6}\n\\]\n\nThe above equations provide a framework to quantify the relative contributions of changes in sea surface temperature, salinity, DIC, and alkalinity, due to diapycnal mixing, on the sea surface value of \\( pCO_2 \\).\n\n4. Turbulent Diffusion Model\n\nIn order to examine the impact of diapycnal mixing on the surface value of \\( pCO_2 \\), a one-dimensional model is derived in which the property (C) within the surface-mixed layer (depth H) is modified by diapycnal mixing and by a source/sink term which accounts for air-sea interaction and the impact of biological activity. The rate of change of parameter C in the surface-mixed layer is therefore determined by the imbalance between the diapycnal flux (\\( \\frac{\\partial C}{\\partial z}|_{z=-H} \\)) and the source/sink term (\\( S_c \\)), i.e.,"} | d03d0d433db2f61fb0e84a0e1ee4f78eafa47281-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://research.bangor.ac.uk/portal/files/7190313/PDB292-00.pdf | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"for the continental shelf areas along the eastern seaboard of the North America \\citep{Cai2010}. A similar salinity-based linear regression parameterization is adopted in the current generation of ecosystem models \\citep[e.g.,][]{Wakelin2012}. Differentiating equation (13) gives:\n\n\\begin{equation}\n\\frac{\\partial \\text{ALK}}{\\partial z} = b \\frac{\\partial S}{\\partial z}\n\\end{equation}\n\n(14)\n\nOne can therefore reduce the term describing the relative contributions of the diapycnal salt and alkalinity fluxes to:\n\n\\begin{equation}\n\\left( \\beta_s \\frac{\\partial S}{\\partial z} + \\gamma_A \\text{ALK} \\frac{\\partial \\text{ALK}}{\\partial z} \\right) = \\frac{\\partial S}{\\partial z} \\left( \\beta_s + b \\gamma_A \\text{ALK} \\right)\n\\end{equation}\n\n(15)\n\nAssuming typical English Channel values for ALK = 2400 \\citep[e.g.,][]{Kitidis2012}, \\gamma_A = 10 and b = 30–60 indicate that the impact of the alkalinity flux will partly compensate for the impact of the salt flux accounting for between 12% and 24% of the impact of the salt flux on $p\\text{CO}_2$.\n\nDue to the low resolution of nutrient measurements from bottle samples, the nutrient gradient is often estimated through correlation with the temperature gradient \\citep[e.g.,][]{Rippeth2009, Williams2013a}. It is therefore useful to compare the impact of the diapycnal nitrate flux (as a CO$_2$ sink) on $p\\text{CO}_2$ relative to the impact of the cooling of the SML, i.e., balancing the terms:\n\n\\begin{equation}\n\\left( \\gamma_{\\text{DIC}} R_{\\text{pp}} \\frac{\\partial \\text{NO}_3^-}{\\partial z} \\right) = \\left( \\beta \\frac{\\partial T}{\\partial z} \\right)\n\\end{equation}\n\ni.e.,\n\n\\begin{equation}\n\\left( \\frac{\\partial \\text{NO}_3^-}{\\partial z} \\right) = \\frac{\\text{DIC} \\beta}{\\gamma_{\\text{Rpp}}} \\left( \\frac{\\partial T}{\\partial z} \\right)\n\\end{equation}\n\n(16)\n\nAssuming the phytoplankton C:N uptake ratio, $R_{\\text{pp}}$ equivalent to the Redfield ratio (6.625), a reported deep water DIC = 2100 mmol m$^{-3}$ and $\\gamma = 10$, equation (15) thus yields a ratio of:\n\n\\begin{equation}\n\\frac{\\text{DIC} \\beta}{\\gamma_{\\text{RCN}}} = 1.34\n\\end{equation}\n\nThis may be compared to the typically observed ratios of nitrate to temperature gradients from Northwest European seasonally stratified shelf seas of 2.1–3.3 (examples of fits are given in Figure 5). In other words, the impact of diapycnal nitrate flux alone on $p\\text{CO}_2$, through the DIC sink created by the primary production it fuels, significantly exceeds the impact of the change in solubility driven by the cooling of the SML from the diapycnal heat flux, in these oceanographic settings.\n\nThe combined impacts of the diapycnal fluxes of the different parameters on $p\\text{CO}_2$ are shown for the stations listed in Table 1 (Figure 6a). Here, it is assumed that $R_{\\text{pp}} = 6.625$ and that..."} | d03d0d433db2f61fb0e84a0e1ee4f78eafa47281-10 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://research.bangor.ac.uk/portal/files/7190313/PDB292-00.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"of the boundary layer into the pycnocline gradient region. An example would be the increasing tidal boundary layer height as the tidal current strength increases from neaps to springs. Sharples et al. [2001] report what is believed to be such an event at a location (U1) in the English Channel.\n\nObservations indicate that the temperate shelf sea pycnocline is often only marginally stable [van Haren et al., 1999; MacKinnon and Gregg, 2005; Rippeth, 2005; Rippeth et al., 2005] and hence additional shear across the pycnocline may result in shear instability and turbulent mixing. A number of phenomena have been observed to contribute to shear across the thermocline and by implication turbulent mixing in these regimes. They include internal tides and solitary waves generated by tidal flow over the continental shelf break [e.g., Inall et al., 2000; Sharples et al., 2007] and over continental shelf banks [Palmer et al., 2013a], and also wind-driven near-inertial oscillations [e.g., Knight et al., 2002; Palmer et al., 2008; Burchard and Rippeth, 2009; Rippeth et al., 2009; Lincoln et al., 2014]. In all cases, the level of turbulence generated is observed to be sufficiently large to drive significant fluxes across the pycnocline.\n\nAt each of the stations used in this study, time series of profiles of the rate of dissipation of turbulent kinetic energy ($e$) have been made in addition to temperature and salinity measurements. The value of $e$ provides an accurate proxy for the rate of turbulent mixing across the pycnocline [Osborn, 1980], and is given in Table 1. These values represent a temporal pycnocline average, which is based on 4–6 profiles/h, over a time period of between 1 tidal cycle and 60 h, as indicated in column 4 of Table 1.\n\nThe data presented have been collected in the region of isolated seasonal stratification in the western Irish Sea (S1), the Celtic Sea (midshelf, CS and shelf break, CSSB), the Northern North Sea (NNS), the Malin shelf, to the west of Scotland (midshelf S140E and shelf break S140) and the English Channel (U1). The data are divided between stations close to rough topography (stations 12–18) and stations at midshelf locations (stations 1–11). It is noted that all stations used in this study are far from Regions of Freshwater Influence (ROFIs) and in consequence the observed sea surface salinity is in all cases, $S > 33$ (PSS). Despite their remoteness from ROFIs, significant haline stratification is observed to augment the thermal stratification at a number of the locations shown (e.g., Figure 2).\n\nComparison of the different locations across the Northwest European shelf shows that values of $e > 1 \\times 10^{-2}$ Wm$^{-2}$ are generally characteristic of stations close to the shelf break (S140, CSSB) and other areas of rough topography such as seabed banks (e.g., CS1). The common observation of the depression of SST close to the shelf break is attributed to high levels of mixing observed in this region [e.g., Sharples et al., 2007]. There is also a high level of temporal variability in $e$, which can be associated with the springs-neaps cycle of the tide coupled with the generation of an internal tide [e.g., Inall et al., 2000; Sharples et al., 2007]. Observations taken close to the Celtic Sea shelf break show a tidally averaged dissipation rate across the thermocline region which was 5 times higher close to a springs tide than it was at neaps (CSSB_N for neaps and CSSB_S for springs in Table 1). Similar variability in $e$ has been reported for a location close to Malin"} | d03d0d433db2f61fb0e84a0e1ee4f78eafa47281-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://centerforfinancialstability.org/amfm/Divisia_Feb17.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Negative Contributors to CFS Divisia M4 Growth\n\n• The largest negative contributor to CFS Divisia M4 growth was large time deposits, contributing a decrease of 0.8% in the last 12 months ending February 2017. Their growth-rate weight was 7.8%. Unweighted, they decreased 9.3% in the last 12 months. This component is included in DM3, DM4-, and DM4, but not in the narrower aggregates (DM1 and DM2).\n\n• The second largest negative contributor to CFS Divisia M4 growth was retail money-market funds, contributing a decrease of 0.3% in the last 12 months ending February 2017. Their growth-rate weight was 3.4%. Unweighted, they decreased 8.9% in the last 12 months. This component is included in all of the aggregates, except the narrowest (DM1).\n\n• The third largest negative contributor to CFS Divisia M4 growth was commercial paper, contributing a decrease of 0.2% in the last 12 months ending February 2017. Its growth-rate weight was 3.2%. Unweighted, it decreased 7.7% in the last 12 months. This component is included in DM4 and DM4-, but not in the narrower aggregates.\n\nThe next CFS Divisia M4 data are scheduled to be released at 9:00 AM ET on Wednesday, April 19, 2017."} | b3e98d819b4f7adcaeab75eda8a960ceba121983-2 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://centerforfinancialstability.org/amfm/Divisia_Feb17.pdf | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"**Figure 9 - Components of All CFS Divisia Aggregates**\n\n**Growth-Rate Weights Used in Latest Month (February 2017)**\n\n| | Divisia M1 | Divisia M2M | Divisia MZM | Divisia M2 | Divisia ALL | Divisia M3 | Divisia M4- | Divisia M4 |\n|--------------------------|------------|-------------|-------------|------------|-------------|------------|-------------|------------|\n| Currency | 30.6% | 11.5% | 10.3% | 11.3% | 10.1% | 8.7% | 8.5% | 7.9% |\n| Traveler's Checks | 0.0% | 0.0% | 0.0% | 0.0% | 0.0% | 0.0% | 0.0% | 0.0% |\n| Demand Deposits (Sweeps Adjusted) | 50.3% | 19.0% | 17.0% | 18.5% | 16.6% | 14.3% | 13.9% | 13.0% |\n| OCDs at Commercial Banks (Sweeps Adjusted) | 10.4% | 3.9% | 3.5% | 3.8% | 3.4% | 2.9% | 2.9% | 2.7% |\n| OCDs at Thrift Institutions (Sweeps Adjusted) | 8.8% | 3.3% | 3.0% | 3.2% | 2.9% | 2.5% | 2.4% | 2.3% |\n| Savings Deposits at Commercial Banks (Sweeps Adjusted) | 50.1% | 44.9% | 48.9% | 43.9% | 37.8% | 36.8% | 34.4% |\n| Savings Deposits at Thrift Institutions (Sweeps Adjusted) | 7.6% | 6.8% | 7.4% | 6.7% | 5.7% | 5.6% | 5.2% |\n| Retail Money-Market Funds | 4.5% | 4.0% | 4.4% | 4.0% | 3.4% | 3.3% | 3.1% |\n| Small Time Deposits at Commercial Banks | 1.9% | 1.7% | 1.5% | 1.4% | 1.3% |\n| Small Time Deposits at Thrifts | 0.6% | 0.6% | 0.5% | 0.5% | 0.4% |\n| Institutional Money-Market Funds | 10.4% | 10.2% | 8.8% | 8.5% | 8.0% |\n| Large Time Deposits | 8.4% | 8.2% | 7.7% |\n| Repurchase Agreements | 5.5% | 5.3% | 5.0% |\n| Commercial Paper | 2.6% | 2.4% |\n| T-Bills | 6.6% |\n| Sum of Weights | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% |\n\n* Sweeps adjusted."} | b3e98d819b4f7adcaeab75eda8a960ceba121983-10 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://centerforfinancialstability.org/amfm/Divisia_Feb17.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Figure 7 - CFS Divisia Monetary Growth Charts\nDM3, DM4-, and DM4 Year-Over-Year Percent Change, Two Date Horizons\n\n2003 to Present\n\n1968 to Present"} | b3e98d819b4f7adcaeab75eda8a960ceba121983-8 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://dl.cdn-anritsu.com/en-en/test-measurement/files/Application-Notes/Application-Note/mt1000a-mt1100a-oam-ef1100.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"2. Go to the OAM status page and verify the Remote Device is discovered correctly. The Network Master is now ready to start remote loopback.\n\n3. Press the Loop button to start OAM remote loopback. The status window shows the result of the remote loop-up request.\n\n4. Press the Loop button again to take the remote device out of loopback mode. The status window shows the result of the remote loop-down request."} | eaf1185a698ac0dfdf08ac552fe512f9e95bbc90-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://dl.cdn-anritsu.com/en-en/test-measurement/files/Application-Notes/Application-Note/mt1000a-mt1100a-oam-ef1100.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"4. Make sure the **Remote loopback enable OAM 802.3ah** checkbox is checked. The Accedian NID is now ready to accept remote loopback requests from the Network Master.\n\n5. After receiving and accepting the command to set the interface to loopback mode, the loopback status is reflected at the **OAM -> Loopback** screen…\n\n…and the **client** instance detailed page."} | eaf1185a698ac0dfdf08ac552fe512f9e95bbc90-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://dl.cdn-anritsu.com/en-en/test-measurement/files/Application-Notes/Application-Note/mt1000a-mt1100a-oam-ef1100.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Link-layer OAM (802.3ah) is an OAM protocol operating purely at the Ethernet layer without the requirement for setting IP addresses. 802.3ah operates only on point-to-point links and messages are sent in untagged slow protocol frames called OAM Protocol Data Units (OAMPDUs). OAMPDUs are multicast to a specific multicast address that is link-constrained, meaning OAMPDUs only traverse a single link, and are never forwarded by bridges or switches, even if these do not implement OAM.\n\nThe capabilities of the link-layer OAM protocol itself are limited to placing the remote device into loopback mode, setting flags indicating critical events, and querying the configuration of the remote device. Two modes are defined for OAM entities: active or passive. The active-mode device can control the passive-mode device. For example, the active-mode device can send commands (Loopback Control OAMPDU) forcing the passive-mode device into or out of loopback mode.\n\nThis note describes how to configure the Network Master Pro/Flex to act as an active OAM device capable of remotely setting a connected passive-mode OAM device into loopback mode. Configuration of the third-party Accedian NID network device is described as well.\n\n**Network Master Pro/Flex OAM Setup**\n\nFollow the below steps to enable the remote OAM loopback function in the Network Master Pro/Flex.\n\n1. At the **SETUP** page, go to the **OAM 803.3ah** tab and select the **802.3ah** function. At the **Discovery** tab set **State** to **On** and set **Link mode** to **Active**."} | eaf1185a698ac0dfdf08ac552fe512f9e95bbc90-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://eprints.lib.hokudai.ac.jp/dspace/bitstream/2115/65124/1/14_13.20160989.pdf | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"the SiO$_2$-thickness as $w$, $h$, and $t$, respectively. In all cases, we chose $h = 0.3\\,\\mu$m, $w = 0.5\\,\\mu$m, and $t = 0.05\\,\\mu$m as a design example. The length of polarization rotation section is defined as $L_c$. In addition, the defect width and height are denoted as $w_e$ and $h_e$, respectively. Fig. 2 shows a cross-sectional view of the photonic-plasmonic mode converter based on the HPW. For this 2-D structure, we investigate the waveguide parameters that can efficiently rotate the polarization. The wavelength is fixed to 1.55 µm. To investigate the efficiency of mode conversion, we evaluated the hybrid parameter $R$ for different defect width and height. By setting the defect at the corner of the silicon core waveguide, the optical axis of the silicon core waveguide is slanted, and two hybrid supermodes called ‘1st hybrid mode’ and ‘2nd hybrid mode’ are excited. The 1st hybrid mode has a larger effective index than the 2nd hybrid mode. Figs. 3(a) and (b) show the electric field distributions of the 1st and the 2nd hybrid modes, respectively, for $h_e = 0.15\\,\\mu$m, $w_e = 0.13\\,\\mu$m. From Fig. 3, we can see that the $E_x$ element is mainly confined in the silicon core and the $E_y$ element is strongly confined in the silica layer for both 1st and 2nd hybrid modes. To estimate the ratio between the $E_x$ and the $E_y$ elements for the 1st or the 2nd hybrid mode, the hybrid parameter $R$ is given by [32]:\n\n$$R = \\frac{\\iint n^2(x, y)E^2_{\\text{minor}}(x, y)\\,dxdy}{\\iint n^2(x, y)E^2_{\\text{major}}(x, y)\\,dxdy}, \\quad 0 \\leq R \\leq 1,$$\n\nwhere $n(x, y)$ is the refractive index distribution, $E_{\\text{minor}}$ and $E_{\\text{major}}$ are the minor and major electric field components ($E_x$ or $E_y$). The maximum of $R$ is 1 and the larger value of $R$ is better in terms of polarization rotation. Hereafter, the hybrid parameter for the 1st hybrid mode is $R_1$, and for the 2nd hybrid mode is $R_2$. Figs. 4(a) and (b) show $R_1$ and $R_2$, respectively. From Fig. 4, we can see belt-like distributions for both the 1st and 2nd hybrid modes. And, the positions of the belts are slightly different between the 1st and the 2nd hybrid mode. To analyze the 3-D structure including the input and output ports, we adopt one defect structure that has $h_e = 0.15\\,\\mu$m and $w_e = 0.13$, at which both $R_1$ and $R_2$ are close to 1. In this case, $R_1$ and $R_2$ are 0.83 and 0.86, respectively. An optical mode is rotated from the TE mode to the TM mode by propagating the half beat length. Here, the half beat length, $L_x$, is given by the following equation [32]:\n\n$$L_x = \\frac{\\pi}{|\\beta_1 - \\beta_2|}$$\n\nwhere $\\beta_1$ and $\\beta_2$ are the propagation constants of the 1st and 2nd hybrid modes. The calculated half beat length is 6.3 µm.\n\n### 3 3-D analysis and discussion\n\nTo investigate the conversion characteristics of the photonic-plasmonic mode converter, we evaluate the extinction ratio and the insertion loss of the photonic-plasmonic mode converter based on the polarization rotation (Fig. 1) using the 3-D VFEM. The wavelength is 1.55 µm except for the analysis of the wavelength dependence. In the 3-D simulation, the photonic TE mode is inputted (see Fig. 1)."} | 0d2cc8ea43964a0ed3a1b88740c6181a6eb7170a-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://eprints.lib.hokudai.ac.jp/dspace/bitstream/2115/65124/1/14_13.20160989.pdf | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"TE mode), respectively. The insertion loss, $\\text{LOSS}$ [dB], is obtained by the following equation [12]:\n\n$$\\text{LOSS} = -10 \\log_{10} P_{\\text{TM}}$$ \\hspace{1cm} (4)\n\nFig. 5(a) shows the extinction ratio and the insertion loss as a function of $L_c$ for $h_e = 0.15 \\mu$m and $w_e = 0.13 \\mu$m. From Fig. 5(a), we can see that the maximum $\\text{ER}$ of 46 dB and the lowest $\\text{LOSS}$ of 0.36 dB are obtained when $L_c = 6.3 \\mu$m. The obtained result of the device length is in good agreement with the half beat length calculated by Eq. (2). Fig. 5(b) shows the extinction ratio and the insertion loss as a function of the wavelength from 1.5 µm to 1.6 µm (the parts of C and L bands) for $h = 0.3 \\mu$m, $w = 0.5 \\mu$m, and $t = 0.05 \\mu$m. We can see that $\\text{ER}$ is larger than 20 dB in the range from 1.53 µm to 1.57 µm, and $\\text{ER}$ is larger than 10 dB in the range from 1.5 µm to 1.6 µm. In addition, $\\text{LOSS}$ is lower than 0.6 dB in the range from 1.53 µm to 1.57 µm, and $\\text{LOSS}$ is lower than 1 dB in the range from 1.5 µm to 1.6 µm. To investigate the defect design tolerance, we evaluate $\\text{ER}$ and $\\text{LOSS}$ when $h_e$ and $w_e$ are changed from 0.15 and 0.13 µm. The differences in height and width are $\\Delta h_e$ and $\\Delta w_e$. Figs. 6(a) and (b) show the extinction ratio and the insertion loss with respect to $\\Delta h_e$ and $\\Delta w_e$. From Fig. 6, it is recognized that $\\text{ER}$ is higher than 15 dB even if $|\\Delta h_e| = 10$ nm, and $\\text{LOSS}$ does not exceed 1 dB even if $|\\Delta w_e| = 20$ nm.\n\nWe compare the proposed mode converter with various types of reported mode converters in terms of the insertion loss (or the transmittance) and the device length. The comparisons for the insertion loss and device length are summarized in Table I. The converter reported in [2] has a taper waveguide to couple the photonic TM mode to the plasmonic TM mode in the DLSPPW. The converters reported in [7, 15, 22, 23] and [24] have a taper structure to couple the photonic TM mode to the plasmonic TM mode in the HPW. The metal layer is put on an upper part of the silicon core in the converters of [7, 15, 23] and [24], while the metal layer is placed at the bottom of the silicon core in the converter [22]. The converter reported in [33] uses a directional coupler composed of silicon wire and MIM waveguides. From Table I, we can see that our proposed photonic-plasmonic mode converter is..."} | 0d2cc8ea43964a0ed3a1b88740c6181a6eb7170a-9 | 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qwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://eprints.lib.hokudai.ac.jp/dspace/bitstream/2115/65124/1/14_13.20160989.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"| Title | A photonic-plasmonic mode converter using mode-coupling-based polarization rotation for metal-inserted silicon platform |\n|--------------|---------------------------------------------------------------------------------------------------------------------|\n| Author(s) | Ishizaka, Yuhei; Nagai, Masaru; Fujisawa, Takeshi; Saitoh, Kunimasa |\n| Citation | IEICE electronics express, 14(2): 1-10 |\n| Issue Date | 2017-01-25 |\n| Doc URL | http://hdl.handle.net/2115/65124 |\n| Rights | Copyright ©2017 The Institute of Electronics, Information and Communication Engineers |\n| Type | article |\n| File Information | 14_13.20160989.pdf |"} | 0d2cc8ea43964a0ed3a1b88740c6181a6eb7170a-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://curriculum.gov.mt/en/Curriculum/Year-1-to-6/Documents/pr_syllabi/syllab_pr_dramayear2.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"## 2.1 Creative Movement\n\n| Learning Outcomes | Notes |\n|----------------------|----------------------------------------------------------------------|\n| **2.1.1 Body Awareness** | • Make different body shapes (e.g. become a cat, a ball, etc.). |\n| | • Express a single concept with whole body |\n| | (e.g. become an object, a number, a Letter, etc.). |\n| | • Change postures (copy a friend’s position – mirror exercise.). |\n| **2.1.2 Body Movement** | • Walk and run – learners walk slowly, then faster, then run. |\n| | • Locomotion – learners do different activities related to shapes |\n| | and movement of the body. |\n| **2.1.3 Space** | • Change directions abruptly – (e.g. move forward and |\n| | backwards, move sideways, etc.). |\n| | • Explore different levels – (e.g grow like a seed, melt like an |\n| | ice-cream.). |\n| | • Respond and react to different rhythms using body movements |\n| | (e.g. jump, skip, move arms, etc.). |"} | 07fbd9477c8bed00f49d631d1fc90d29d1d70c8f-6 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://curriculum.gov.mt/en/Curriculum/Year-1-to-6/Documents/pr_syllabi/syllab_pr_dramayear2.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":null} | 07fbd9477c8bed00f49d631d1fc90d29d1d70c8f-2 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://curriculum.gov.mt/en/Curriculum/Year-1-to-6/Documents/pr_syllabi/syllab_pr_dramayear2.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"| 2.1 CREATIVE MOVEMENT | 2.2 SPEECH/VOICE | 2.3 SENSORY AWARENESS | 2.4 BODY AWARENESS |\n|----------------------|------------------|----------------------|---------------------|\n| 2.1.1 Body Awareness | 2.2.1 Voice projection | 2.3.1 Touch | 2.4.1 Body Language and facial expressions |\n| 2.1.2 Body Movement | 2.2.2 Storytelling/Poems/ Nursery Rhymes | 2.3.2 Taste | |\n| 2.1.3 Space | 2.2.3 Story building | 2.3.3 Smell | |\n| | | 2.3.4 Visual observation | |\n| | | 2.3.5 Sound | |"} | 07fbd9477c8bed00f49d631d1fc90d29d1d70c8f-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://surface.syr.edu/cgi/viewcontent.cgi?article=1343&context=thesis | 69 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"answer any potential student questions. The second student training occurred in December in which the students completed a brief mindful listening activity. Specifically, one of the authors brought a bowl to each of the mindfulness classrooms. The bowl is hit with a small wooden stick which produces an auditory tone. The purpose of the activity was for the students to see how long they can hear the sound of the bowl, thus focusing ones’ attention. The third training which occurred in April included a brief demonstration of mindful eating. In particular, the students were presented with doughnuts, and completed a brief mindfulness demonstration in which the students practiced paying attention to different sensory elements involved with eating.\n\nBoth participating teachers received a brief training concerning the implementation of the audio tracks prior to the beginning of the intervention. Specifically, both teachers were provided digital versions of the four mindfulness audio tracks in which the files were transferred to the classroom computer. The teachers were instructed on how to play each audio file (i.e., where the audio track is digitally stored on the computer & how to adjust the speaker volume). In addition, both teachers were provided with identical manuals that stated which mindfulness audio track (e.g., tracks 1 through 4) should be played on each school day.\n\nDuring the months of September to May, the control classrooms completed the “Do Now” activities daily during the beginning of English-Language Arts classes. The “Do Now” activities are typical reading requirements that occur at participating middle school. The “Do Now” activities are brief, 5-minute tasks that typically require students to answer a question pertaining a novel that is being read in class, or practice using vocabulary or literacy terms that are part of the 7th grade English-Language Arts"} | e87a4587a979c5ff7b1c756120be1b2cd2ca3b8f-69 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://surface.syr.edu/cgi/viewcontent.cgi?article=1343&context=thesis | 166 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The Hawn Foundation. (2011). The MindUP curriculum: Brain-focused strategies for learning and living. New York: Scholastic.\n\nTolar, T. D., Barth, A. E., Francis, D. J., Fletcher, J. M., Stuebing, K. K., & Vaughn, S. (2012). Psychometric properties of maze tasks in middle school students. Assessment for Effective Intervention, 37(3), 131-146.\n\nTsal, Y., Shalev, L., & Mevorach, C. (2005). The diversity of attention deficits in ADHD: The prevalence of four cognitive factors in ADHD versus controls. Journal of learning disabilities, 38(2), 142-157.\n\nvan den Hurk, P. A., Giommi, F., Gielen, S. C., Speckens, A. E., & Barendregt, H. P. (2010). Greater efficiency in attentional processing related to mindfulness meditation. 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Australian and New Zealand Journal of Psychiatry, 10, 257-262."} | e87a4587a979c5ff7b1c756120be1b2cd2ca3b8f-166 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://surface.syr.edu/cgi/viewcontent.cgi?article=1343&context=thesis | 136 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"\n\n**Table 8**\n\n*Aim 2: AIMSweb Maze Correct Responses Mean and Standard Deviations*\n\n| Time Point | Mindfulness \\( (n = 36) \\) | Control \\( (n = 20) \\) | Males \\( (n = 28) \\) | Females \\( (n = 28) \\) |\n|--------------|-----------------------------|------------------------|----------------------|------------------------|\n| Time 2 | 17.60 (6.62) | 17.10 (6.69) | 16.18 (5.95) | 18.66 (6.94) |\n| Time 3 | 22.44 (6.69) | 18.84 (5.46) | 20.89 (6.08) | 21.41 (6.92) |\n| Change Score | 4.47 (4.57) | 1.70 (3.01) | 4.43 (4.14) | 2.53 (4.24) |\n\n*Note. Change score is the difference of a participant’s Time 3 Maze correct responses and Time 2 Maze correct responses.*"} | e87a4587a979c5ff7b1c756120be1b2cd2ca3b8f-136 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://bib.irb.hr/datoteka/816910.Uncertainties_in_faade_fire_tests._measurements_and_modeling.PDF | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Figure 6. Heat flux (at the center of the first fictitious window) as a function of time with minimum/maximum boundaries on uncertainties in the numerical calculation (averaged over 30 s).\n\nFigure 7. The resulting temperatures from the PT in front of the façade, 0.5 m from the fire room.\n\nIn Figs. 7 and 8 we have gauges the fire source by PTs 0.5 m from the fire room and one PT pointing outwards 2.1 m above the upper edge of the fire room (beside the heat flux meter in the fictitious window). These measurements are in addition to the standardized measurements specified in the method. The experimental data are taken from tests with three different wood with façade systems containing fire retardants, one brick wall with combustible insulation and one directly exposed insulation of phenolic resin. The data from the five tests are used to compute mean value and standard deviation and then compared to the results from the simulation. We have adjusted the time (30 s) for the simulation to roughly match the exposure in Fig. 7 finding a quite good qualitative and quantitative agreement."} | 2c248097a0ac5950b54857d2e1131db8c218f2b4-8 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://bib.irb.hr/datoteka/816910.Uncertainties_in_faade_fire_tests._measurements_and_modeling.PDF | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Figure 8. The resulting temperatures from the PT in the first fictitious window, 2.1 m above the fire room.\n\nmostly within one standard deviation. We have approximately the same amount of uncertainty around 3% as shown Fig. 4. In Fig. 8, the exposure on the façade as estimated by a PT where we find that the temperatures in the simulation is significantly lower than those in the test however there is a significant contribution to the HRR from the wood and phenolic resin façade systems yielding increased measured temperatures.\n\nOne test deviates from the other and that is the very thick façade with bricks, see Ref. [7]. The measurements show that the plate thermometer temperature from the combustion chamber is higher than the other tests, and that the temperature 2.1 m above the combustion chamber is lower. This can to some extent be explained by the thickness of the façade system. The radiative heat depends on the thickness of flames. When the thickness of the façade increases, also the distance from the initial fire room to the façade surface is increased, and thus the there is a change in where the actual combustion takes place influencing the measurements by the plate thermometers. This underlines the fact that plate thermometers measure a type of effective surface temperature on a small reference specimen. This effective temperature is a much more representative quantitative measure of the thermal exposure on flat objects than the gas temperature. Furthermore the uncertainties are significantly smaller compared to the heat flux measurements. The thickness of the façade may change distance travelled by the plume, the radiation exchange with the exterior while some of the heat will be absorbed by the bottom edge, i.e. the edge facing downwards and can be seen as an extension of the fuel chamber. The thicker the specimen is, the more these factors will influence the dynamics and more heat will be absorbed by the bottom edge.\n\nIn Fig. 9 the simulated temperatures are shown for a regular façade (100 mm) and a thicker façade (330 mm) system. The same qualitative behavior as that in the experimental comparison performed in Ref. [7] where an increase temperature in front of the façade whereas a decreased temperature on the façade 2.1 m above the fire room is observed. Note that by varying the basic chemistry and soot yield in the simulation we can simulate the effects of varying fuel used in the fire test. We have simulated use of heptane (standard fuel), wood and propane. The results show very small differences between the different fuels on the temperatures measured by the PTs in front of the façade (0.5 m from the fire room) and the PT (2.1 m above the fire room) on the façade."} | 2c248097a0ac5950b54857d2e1131db8c218f2b4-9 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://bib.irb.hr/datoteka/816910.Uncertainties_in_faade_fire_tests._measurements_and_modeling.PDF | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Uncertainties in façade fire tests – measurements and modeling\n\nJohan Anderson, Lars Boström, Robert Jansson McNamee and Bojan Milovanović*\n\nSP Technical Research Institute of Sweden, Fire Research, Borås, Sweden\n* Faculty of Civil Engineering, Department of Materials, University of Zagreb, Croatia\n\nAbstract. In this paper a comparison between test and modelling results are performed for two large-scale façade fire testing methods, namely SP Fire 105 and BS 8414-1. In order to be able to compare tests and modelling the uncertainties have to be quantified both in the test and the modelling. Here we present a methodology based on deterministic sampling to quantify uncertainties in the modelling input. We find, in general good agreement between the models and the test results. Moreover, temperatures estimated by plate thermometers is indicated to be less sensitive to small variations in model input and is thus suitable for these kind of comparisons.\n\n1. INTRODUCTION\n\nThe SP Fire 105 [1] and the British Standards BS 8414-1:2002 [2] are two among a variety of different test methods that are used to evaluate fire spread from floor to floor via external walls for different wall claddings, insulations and geometrical considerations [3–6]. Internal fire spread in enclosed burnable components in the system as well as recording falling down of parts and the occurrence of burning droplets are also partly evaluated. The SP Fire 105 test method for façade systems was defined in 1985 [1] and simulates a three-story apartment building (height 6.7 m, width 4 m and depth 1.6 m) i.e. a large scale façade test method, see Fig. 1. The BS 8414-1 is similar however it includes a return wall or wing on one side. The fire exposure conditions represent a fully-developed fire in a room, venting through an opening such as a window aperture that exposes the cladding to external flames. The main differences between the methods are, firstly the fuel used and secondly the height of the combustion chamber and the fact that the British test can be performed outside. In BS 8414-1 the square opening of the combustion chamber has side length of 2 m and the fire source is a wood crib with a nominal total effective energy release of 4500 MJ over 30 minutes at a peak rate of 3±0.5 MW. In SP Fire 105 the fuel consists of 60 l heptane burning in a special purpose tray to stabilize the flames and the height of the combustion chamber is 710 mm. The fuel consumed in the SP method corresponds to a total energy release of 1830 MJ and the peak rate is approximately 2.0 MW. The SP Fire 105 method has then been presented internationally for different standardization committees and has been classified as a valid test method in Sweden, Denmark and Norway although it is not presently a European standard."} | 2c248097a0ac5950b54857d2e1131db8c218f2b4-1 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://wiki.uchicago.edu/download/temp/pdfexport-20180124-240118-1110-245/manticore-Control-flowanalysis-240118-1110-246.pdf?contentType=application/pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Control-flow analysis\n\n**Booleans**\n\nExtending the value lattice with booleans would allow us to do better flow-specific optimization. With that support, we could then only follow one branch of a conditional instead of always flowing values across both.\n\n**Datatype tracking**\n\nSimilarly, track the possible constructed values passed along for a datatype.\n\n**Eliminate unreachable blocks**\n\nWe already eliminated unused functions. But, we do not remove unreachable arms of a conditional/case statement. This work will need to be done in conjunction with either of the above; there are later optimizations that assume that all kept code has at least trivial CFA information.\n\n**Implementation of reflow and associated optimizations**\n\nSee Olin's thesis. Note that this requires some trickery to implement efficiently – see Lars."} | d4972b40fd01d11070eab6f8f39eae9cb7170e5a-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.wellesleyma.gov/AgendaCenter/ViewFile/Agenda/_03192020-4056 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Meeting Notice/Revised\n\nMeeting: Board of Assessors\nDate: Thursday, March 19, 2020\nTime: 3:30 p.m.\nPlace: Assessors’ Office, 1st Floor, Town Hall\n\nAgenda\n\nCall to Order:\n\nOld Business:\n\nNew Business:\n- Election postponed\n- Review FY2020 Abatement Applications for overvaluation – Discussions to be held in Executive Session under Purpose 7 and allowed under MGL c59 Section 60.\n\nAppellate Tax Board (ATB) – pending FY2018 and FY2019 appeals – discussions may be held in Executive Session under Purpose 3 to discuss potential litigation at the ATB\n\n- Linden Square – hearing March 26 – pretrial discussion with appellant’s attorney Bruce Stavitsky\n - Discussion postponed\n\nAdjourn:"} | 30d290881f610f14dd10f73a036c5c30762c5814-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
Subsets and Splits