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https://www.cdc.gov/niosh/surveyreports/pdfs/146-17b.pdf?id=10.26613%2FNIOSHEPHB14617b | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"concentrations may also cause headache, dizziness, nausea, and vomiting. Dilute (1 percent) aqueous solutions can cause blistering of human skin after prolonged contact, and allergic sensitization can also occur in some individuals.¹\n\nNIOSH has conducted animal toxicity studies to determine the possible long-term health effects of EtO exposure. The results of the NIOSH studies support the conclusions of other researchers that EtO is a mutagen and a carcinogen in animals. The studies showed an increase in sister chromatid exchange and in chromosomal aberrations, evidence of mutagenic activity. The studies also showed an increase in the frequency of leukemia, peritoneal mesotheliomas, and cerebral gliomas. Adverse reproductive effects were also observed.²\n\nThe potential of EtO to cause mutagenic activity in humans has been examined by a number of investigators. The studies were conducted by examining blood lymphocyte cultures obtained from workers exposed to EtO in a variety of occupational settings. The results clearly demonstrate that EtO adversely affects human genetic material.³\n\nEpidemiologic studies of humans occupationally exposed to EtO, show an increase in the frequency of leukemia and other malignant tumors. Taken along with the results of the animal studies, EtO must be considered a potential human carcinogen.³\n\nIn addition to the OSHA PEL of 1 ppm, the standard mentions an action level of 0.5 ppm, above which semi-annual monitoring is required. The American Conference of Governmental Industrial Hygienists has also adopted 1 ppm as an 8-hour time-weighted average Threshold Limit Value (TLV); however, they had allowed for an excursion limit such that short-term exposures should exceed 3 ppm no more than 30 minutes during a workshift and should never exceed 5 ppm. In its testimony to OSHA on the new standard, NIOSH recommended that a ceiling limit of 5 ppm not be achieved for more than 10 minutes in a workday, and that the 8-hr PEL be set lower than 0.1 ppm to reduce the risk of occupational mortality to the greatest extent possible.\n\nPRIMARY EXPOSURE SOURCES\n\nHospital central service personnel may be exposed to EtO from several sources. Each source contributes to the ambient concentration of EtO but three may be directly responsible for most of the exposure on a daily basis.\n\nUncontrolled Drain\n\nDuring the evacuation phase of the sterilization cycle, most of the EtO in the sterilization chamber is removed through the vacuum pump and drain. For sterilizers which evacuate to an uncontrolled drain, much of the EtO used in sterilization may be released into the workroom atmosphere."} | 8924bf5aa0835f4b561a7dcc03bdf31130188259-6 | 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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.staff.city.ac.uk/o.s.kerr/X2Methods/X2Meth_FS1.pdf | 14 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Equations (1), (2) and (3) are called the Euler formulas for the Fourier coefficients."} | 6f00156411ed10f33fa1e1e454be1a4c0214fccc-14 | 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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.staff.city.ac.uk/o.s.kerr/X2Methods/X2Meth_FS1.pdf | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"or\n\\[ a_n = \\frac{2}{P} \\int_0^P \\cos \\frac{2n\\pi x}{P} f(x) \\, dx. \\] (2)\n\nSimilarly we find\n\n\\[ b_n = \\frac{2}{P} \\int_0^P \\sin \\frac{2n\\pi x}{P} f(x) \\, dx. \\] (3)\n\nThe integrals for \\( a_0, a_n \\) and \\( b_n \\) given above are all over the interval from 0 to \\( P \\). However as all the functions involved are periodic with period \\( P \\) they can be taken over any interval of length \\( P \\). You are free to choose the interval to make the calculations involved easier for yourself."} | 6f00156411ed10f33fa1e1e454be1a4c0214fccc-13 | 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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.staff.city.ac.uk/o.s.kerr/X2Methods/X2Meth_FS1.pdf | 12 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"\\[\\begin{align*}\n= & \\ a_0 \\int_0^P \\cos \\frac{2m\\pi x}{P} \\, dx \\\\\n+ & \\ \\sum_{n=1}^{\\infty} \\frac{a_n}{2} \\int_0^P \\cos \\frac{2(m+n)\\pi x}{P} + \\cos \\frac{2(m-n)\\pi x}{P} \\, dx \\\\\n+ & \\ b_n \\int_0^P \\sin \\frac{2(m+n)\\pi x}{P} - \\sin \\frac{2(m-n)\\pi x}{P} \\, dx.\n\\end{align*}\\]\n\nSince \\( m \\) and \\( n \\) are both positive integers we have seen already that all these integrals are zero except for the cases where \\( m = n \\). In the case \\( m = n \\) the sine integral is obviously 0, but \\( \\cos(2(m-n)\\pi x/P) = 1 \\) and so that integral gives \\( P \\). Hence\n\n\\[ \\int_0^P \\cos \\frac{2m\\pi x}{P} f(x) \\, dx = \\frac{a_m P}{2}, \\]"} | 6f00156411ed10f33fa1e1e454be1a4c0214fccc-12 | 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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.jstage.jst.go.jp/article/jkg/51/8/51_KJ00002310196/_pdf/-char/ja | 1 | {"primary_language":"ja","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"編集後記\n\n日差しが強くなり、肌がじりじりと\n焼かれ、しっかりと汗が額と鼻の頭に\n光り始める頃、私のスキューバ・ダイ\nビングへ行きたい病が始まる。\nスキューバ・ダイビングの楽しみ方\nには、単純の珊瑚と熱帯魚の群れを楽\nしむ、魚の生態をじっくり観察する、\n水中無重力での感覚自体を楽しむ、\nなど、様々である。しかし、一般的な\n楽しみ方では足りず、陸上での旅行に似\nているような気がする。自分の知らな\nい土地で、そこに住む人（魚）の生活\nを垣間見てより非日常的な風景を楽し\nみ、その刺激を楽しむところだ。\n\n旅先での住人達との反応も含むと言っ\nていいほどよく似ている。その土地に\nよほど反応が良い、観光客慣れしてい\n\nとても気さくな住民もいれば、見慣れ\nない人間の目的の時間に、遠くに隠れ\nてしまったかのようなものでもあり\nあぁ、と思うこと、こちらを全く無視し\nて自分のいるの生活を続けるものも\nいる。ダイバーに対しての態度は様々\nさまざまにあり目的が違えばどれであ\nれ、こちらから近づいてきてくれると\nうれしいものだ。これもそんなと旅\n行の現地人との交流に似ていると\n気がする。\n\nところで、観光客であることがダイバー\nにもういろいろな人間がある。大\n多数はやはり一つでいるのだが、わ\nざと必要以上にきれい事を口にしたり、\n相手をクリアする時に見栄を張るなど。初\n心者のダイバーがうまく泳げないため\n\nに、海底の砂を巻き上げ、海の中を濁\nらせていることや自然な姿を学ぶことを\n許してしまうこともある。本人には\n悪気がないのかもしれないが、見て\nいて気持ちのいいものではない。この、\n悪気がなく、マナーの悪い旅行者という\nのもやはり水陸ともに共通に見かけ\nられることであるだろう。\n\n私はスキューバ・ダイビングも旅行\nも好きである。しかし、陸上であれ、\n水中であれ、周りの状況を見ずに自分\nの楽しみを追求するだけの旅行で\nは、あまりにも寂しい気がする。どん\nな時でもちょっとした気遣いを忘れな\nい余裕は持っていたいものである。\n\n（M.T）\n\n「情報の科学と技術」編集委員会\n\n委員長\n山地 康志（国立国会図書館）\n\n副委員長\n小椋 康正（国立情報学研究所）\n渡辺 智信（日本大学31研究所）\n\n委員\n伊藤 崇（順天堂大学）\n北出 由紀子（近江美術大学）\n原田 有子（富士通研究所）\n新保 千春（慶應義塾大学）\n田邉 俊雄（東京大学）\n塚越 雅雄（慶應義塾大学）\n遠山美奈子（ISI）\n\n豊田 恭子（システムK）\n松林 正（中部大学）\n杜上 隆史（東洋紡績株式会社）\n山村 雅雄（千葉大学）\n高橋 裕（科学技術振興事業団）\n菊池 周三（東京大学）\n\nTHE JOURNAL OF INFORMATION SCIENCE AND TECHNOLOGY ASSOCIATION\n情報の科学と技術 JOHO NO KAGAKU TO GIJUTSU\nVol.51●2001\nNo.8\n\n定価1,743円（本体1,660円、税83円）（月刊）\n2001年8月1日発行\n発行人 近江 晶\n発行所 社団法人 情報科学技術協会\n112-0002 東京都文京区大江戸川2丁目5-7 佐佐木ビル内\n電話 東京 (03) 3813—3791\nFax 東京 (03) 3813—3793\nE-mail: [email protected]\nURL http://www.infosta.or.jp/\n印刷所 昭和情報プロセス株式会社\n© 2001 Information Science and Technology Association\n本誌掲載記事の“無断転載”を禁じます。"} | 11d8749f38dca8307ee6148aff12a5438dc57b12-1 | 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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://www.dnr.wa.gov/Publications/aqr_ri_51092195_eas_gasline.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Cascade Natural Gas Corporation\nAuthorization No. 51-092195\nAuthorized Use: Natural Gas Line Crossing\nLocation: Coweeman River, Cowlitz County\n\nVicinity Map\n\nEvery attempt was made to use the most accurate and current geographic data available. However, due to multiple sources, scales, and the currency of the data used to develop this map Washington Department of Natural Resources cannot accept responsibility for errors and omissions in the data. Furthermore, this data is not survey grade information and cannot be substituted for an official survey. Therefore, there are no warranties that accompany this material.\n\nLegal Description\n\nSection 35, Township 08 North, Range 02 West, W.M.\nLatitude: 46.135502 N\nLongitude: -122.900954 W\n\nPrepared By: RS Date: 12/18/2014"} | a0fec25e647f21e4215407bf5bdc0e6aab678d55-2 | 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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.dnr.wa.gov/Publications/aqr_ri_51092195_eas_gasline.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Application for Use of State-owned Aquatic Lands\n\nApplicant Name: Cascade Natural Gas Corporation\nCounty: Cowlitz County\nWater Body: Coweeman River\nType of Authorization - Use: Utility Easement – Natural Gas Line Crossing\nAuthorization Number: 51-092195\nTerm: 30 years\n\nDescription: This agreement will allow the use of State-owned aquatic lands for the sole purpose of a natural gas line crossing. It is located under the Coweeman River, in Cowlitz County, Washington."} | a0fec25e647f21e4215407bf5bdc0e6aab678d55-1 | 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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://eservices.minnstate.edu/registration/rest/institutions/0070/campuses/070/curriculums/00000701/terms/00000 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"D. LEARNING OUTCOMES (General)\n\n1. understand the role of research in theory development.\n2. demonstrate the ability to conduct an extensive literature search on a topic related to personality theory and to compile the results of their search into a professional paper.\n3. be able to use those perspectives when analyzing human personality.\n4. be able to identify the place of personality theory in clinical training, assessment, and practice.\n5. be familiar with the major theoretical perspectives on personality,\n6. be able to develop critical strategies for evaluating a theory’s contribution to the scholarly literature.\n7. be familiar with gender, cultural, and biological influences in theories of personality.\n\nE. Minnesota Transfer Curriculum Goal Area(s) and Competencies\n\nNone\n\nF. LEARNER OUTCOMES ASSESSMENT\n\nAs noted on course syllabus\n\nG. SPECIAL INFORMATION\n\nNone noted"} | 5bf1dd5930aa1feab2841cff631478153697974d-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://eservices.minnstate.edu/registration/rest/institutions/0070/campuses/070/curriculums/00000701/terms/00000 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"PSY 4467: Personality Theories\n\nA. COURSE DESCRIPTION\n\nCredits: 3\nLecture Hours/Week: *.*\nLab Hours/Week: *.*\nOJT Hours/Week: *.*\nPrerequisites: None\nCorequisites: None\nMnTC Goals: None\n\nIntroduction to major theories of personality and related research. Prerequisites: PSY 1100, PSY 2217, PSY 3401, and PSY 3402, or consent of instructor.\n\nB. COURSE EFFECTIVE DATES: 08/25/1997 - Present\n\nC. OUTLINE OF MAJOR CONTENT AREAS\n\n1. Adler\n2. Allport\n3. Bandura\n4. Behaviorist Theories\n5. Biological & Evolutionary Theories\n6. Cattell\n7. Cognitive Theories\n8. Erikson\n9. Eysenck / McCrae & Costa\n10. Good Theory\n11. Horney\n12. Introduction/Defining Personality\n13. Jung\n14. Kohut\n15. Lemon Drop Test & Jungian Typology Test\n16. May\n17. Mischel & Shoda\n18. Research Methodology\n19. Rogers\n20. Rotter\n21. Skinner\n22. Social Cognitive Theories\n23. Trait Theories\n24. Watson"} | 5bf1dd5930aa1feab2841cff631478153697974d-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://www.microbiologyresearch.org/docserver/fulltext/jgv/69/9/JV0690092251.pdf?expires=1542638158&id=id&accname=guest&checksum=2097AB8655C0F87B7D22DC4D63A360B8 | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"reported for Epstein-Barr virus (Bodescot et al., 1986). Finally, a second larger RNA species could have been generated by processing of a minor portion of the pre-mRNAs some 400 bp downstream of the described AATAAA motif. The Northern blot results and the lack of a downstream polyadenylation sequence AATAAA (B. Barrell, personal communication) contradict this assumption. Therefore the elucidation of how two different size classes of RNA are generated awaits the isolation of appropriate cDNA clones.\n\nIn order to obtain information about the function of this RNA in the replicative cycle of HCMV, the coding sequence and the upstream region were compared to the sequences in the GENBANK data bank. The best fitting examples showed only very short homologies, which were in most cases due to AT-rich regions and homopolymeric A and T stretches. A homology to the human 28S rRNA reported by Shaw et al. (1985) was verified in a Northern blot with the clone pGJ3.1 (data not shown). However, this region is located more than 1000 bp 5' to the initiation site of the 5 kb transcript (Fig. 1). Notable from the sequence composition is the high AT content within the coding region, which is interrupted by short stretches of high GC. A high AT content has been reported for several viral sequences known to be involved in DNA replication, such as simian virus 40 (SV40) (Bergsma et al., 1982), polyoma virus (Soeda et al., 1979), Epstein-Barr virus (Yates et al., 1984) and HSV (Stow & McMonagle, 1983; Weller et al., 1985). These origin (ori) sequences are often located in the vicinity of viral genes that are intensively transcribed into mRNAs before or after the onset of DNA replication. The DNA region of these ori sequences is itself transcribed in some viruses. For HSV-1 Hubenthal-Voss et al. (1987) reported the detection of a transcription unit and the presence of an ORF which both spanned the DNA region of oriS. Other viral ori sequences are located in surroundings which have been found to be non-coding, as is the case for SV40. The vicinity of the coding region for the 5 kb RNA appears to be intensively transcribed. As the 5' end, the upstream region of the 5 kb transcript is adjacent to the 5' regulatory region of an RNA class of 2.2 kb, which displays a complex splicing pattern (Staprans & Spector, 1986). At the 3' end, Northern blot and nuclease mapping gave evidence that the 3' coding region of a 1.5 kb late RNA overlaps, by about 250 bp, the 3' coding region of the 5 kb RNA. Since experimental data are still lacking, we cannot say whether these features of the 5 kb gene are important for its function.\n\nThere are only a few RNAs besides rRNAs and tRNAs thus far described in animal viruses that do not code for a protein. The VA RNAs of adenoviruses and the EBER RNAs of Epstein-Barr virus are both transcribed by RNA polymerase III (Akusjärvi et al., 1980; Rosa et al., 1981). These have fewer than 200 nucleotides and are neither polyadenylated nor capped. For HCMV, no such small RNAs have been reported. No homology of these RNAs to the coding region for the 5 kb RNA was found.\n\nIn conclusion, our studies demonstrate that HCMV bears a gene that is actively transcribed into an RNA class of about 5 kb and which appears not to encode a viral protein. Since the RNA is present in infected cells in large amounts and because it is conserved in all HCMV strains investigated so far, it is reasonable to conclude that it has an essential function for the virus. Its role in the replicative cycle still awaits functional analysis.\n\nFig. 8. Computer analysis of the coding region for the 5 kb RNA including 1663 bp of upstream sequence, from the BamHI site at about 0-700 map units to the polyadenylation site at about 0-675 (schematically depicted at the bottom). The arrows mark the beginning of the coding region. (a) AT content of the sequence. The horizontal line marks the average AT content of HCMV, about 43%. Throughout almost the whole coding region, the AT content is significantly higher than average. (b) Schematic diagram of the start triplets (upper vertical lines) and stop codons (lower vertical lines) for protein synthesis in all three frames. Multiple stop codons are scattered over the coding region. (c) Analysis of the sequence with respect to ORFs. The first longer frame coding for 53 amino acids downstream of the initiation site is marked by the filled box. The longest ORF coding for 99 amino acids is also indicated. (d) Analysis of the sequence with respect to its protein-coding capacity using the method of Gribskov et al. (1984). No significant elevation of the curves above random (marked by the broken lines) can be seen. However, we do not know whether the method would have been appropriate to find exceptionally small coding regions."} | 77ee60bde102b0564d9f76c64f652308611dd1fd-13 | 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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.microbiologyresearch.org/docserver/fulltext/jgv/69/9/JV0690092251.pdf?expires=1542638158&id=id&accname=guest&checksum=2097AB8655C0F87B7D22DC4D63A360B8 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The analysis of gene expression and regulation has been hindered thus far, however, by the limited number of mapped genes. Only a few proteins of HCMV-infected cells can at present be assigned to defined regions on the genome (Cranage et al., 1986; Heilbronn et al., 1987; Jahn et al., 1987; Kouzarides et al., 1987; Mach et al., 1986; Mocarski et al., 1985; Riiger et al., 1987); from such studies it appears that E and late genes of HCMV are scattered over the entire genome. In contrast, the IE genes are clustered in a restricted area (Jahn et al., 1984a; Stinski et al., 1983). The major IE gene of HCMV (IE1) and its gene product, a nuclear phosphoprotein of \\( M_r \\) 68K to 72K, as well as two other genes from the IE region (IE2 and IE3) have been extensively characterized (Boshart et al., 1985; Henninghausen & Fleckenstein, 1986; Jahn et al., 1984a; Staprans & Spector, 1986; Stenberg et al., 1984; Wilkinson et al., 1984). Here we report on the structure of a fourth gene from the IE region of HCMV that appears to be different from all other IE genes thus far described in herpesviruses. The transcript from this gene, an RNA of about 5 kb, appears to be present in RNA preparations from infected cells purified at IE, E and late times after infection (DeMarchi, 1983; Jahn et al., 1984a, b; Wathen & Stinski, 1982). It spans a DNA fragment for which \\textit{in vitro} transforming activity has been reported (Nelson et al., 1984). Completed sequence data, fine mapping and kinetics of the 5 kb RNA in the infected permissive cell are provided.\n\n**METHODS**\n\n**Viruses and cell culture.** Strains AD169 and Towne as well as wild-type HCMV were propagated in primary human foreskin fibroblast cell cultures according to standard procedures. Total cell IE and late RNA and RNA from uninfected cells [mock infection (MI) RNA] was purified as described before (Jahn et al., 1984a). Total E RNA from HCMV-infected cells was prepared in the presence of either phosphonoacetic acid (PAA) or phosphonoformic acid (PFA), two potent inhibitors of the virus-encoded DNA polymerase, as described by Wathen & Stinski (1982).\n\n**RNA purification.** Total cellular RNA, as well as poly(A)+ and poly(A)- RNA, was purified according to published procedures (Chirgwin et al., 1979; Jahn et al., 1984a) with the exceptions that guanidine thiocyanate buffer (5.7 M-guanidine thiocyanate, 50 mM-lithium citrate, 0.1% lithium laurylsulphate, 0.1% 2-mercaptoethanol) was used instead of guanidine hydrochloride buffer for cell lysis and that the final treatment of the RNA probes with proteinase K was omitted. Cytoplasmic and nuclear fractions of RNA were isolated as described by Ortin & Doerfler (1975). After separation and centrifugation at 3000 r.p.m. for 10 min at 4 °C, the supernatant was mixed with 3 volumes of guanidine thiocyanate buffer and centrifuged through a CsCl cushion for 20 to 24 h at 28000 r.p.m. in an SW41 rotor to give the cytoplasmic fraction. Similarly, the pellet (nuclear fraction) was resuspended in guanidine thiocyanate buffer and centrifuged as just described. The resulting pellets were resuspended and RNA was ethanol-precipitated.\n\n**Northern blot hybridization.** Northern blot analyses were carried out with 0.5 to 1.0% denaturing agarose gels as described (Jahn et al., 1984a). Double-stranded DNA probes were labelled either by nick translation or, in order to increase sensitivity, by replacement synthesis using T4 DNA polymerase. Hybridization conditions and washings were as described earlier. For hybridization of synthetic oligonucleotides to Northern blots, the DNA was labelled at the 5' end with \\([\\gamma-^{32}P]dATP\\) to a specific activity of \\(10^7\\) to \\(10^8\\) c.p.m./μg. Hybridization was carried out in a buffer containing 25% deionized formamide, 5 x SSC, 0.1% SDS, 1 x Denhardt's solution, 20 mM-sodium phosphate pH 7.0 and 100 μg of yeast RNA per ml at 25 °C to 30 °C for at least 48 h. Washing was done three times for 15 min each in a buffer containing 2 x SSC, 0.1% SDS and 20 mM-sodium phosphate, at 40 to 42 °C.\n\n**Nuclease protection analysis.** Nuclease protection analyses with dsDNA probes were carried out by a modification of the technique of Berk & Sharp (1977) using either S1 nuclease or mung bean nuclease. Appropriate DNA fragments were separated on non-denaturing acrylamide gels and electro-eluted according to Stenberg et al. (1984). For 3' end mapping, the DNA was end-labelled using T4 DNA polymerase. Twenty to 30 μg of total late RNA or MI RNA was hybridized to \\(10^5\\) to \\(5 \\times 10^5\\) c.p.m. of end-labelled DNA fragments at 56 °C for 3 h in 10 to 20 μl buffer containing 80% deionized formamide, 400 mM-NaCl, 40 mM-PIPES and 1 mM-EDTA. After hybridization the probes were diluted in 300 μl of ice-cold buffer containing 30 mM-sodium acetate pH 4.6, 50 mM-NaCl, 1 mM-ZnCl2 and 5% glycerol together with 270 units (U)/ml S1 nuclease or 50 to 100 U/ml mung bean nuclease, respectively. Digestion with S1 nuclease was carried out at 30 °C for 30 min; mung bean nuclease digestion was carried out at 37 °C for 30 to 60 min. The resulting fragments were sized on 6 to 8% denaturing sequencing gels. Nuclease protection analyses with M13 ssDNA probes from genomic regions of high AT content were performed using a modification of the method described by Burke (1984) using unlabelled M13 ssDNA clones. Five to 20 μg of total late RNA and 0.5 to 2.5 μg of ssDNA were coprecipitated and resuspended in 10 μl of hybridization buffer (0.4 M-NaCl, 10 mM-PIPES pH 6.4). Denaturation of the probes at 85 °C for 5 min was followed by hybridization for at least 3 h at temperatures between 50 and 60 °C. S1 or mung bean nuclease"} | 77ee60bde102b0564d9f76c64f652308611dd1fd-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.microbiologyresearch.org/docserver/fulltext/jgv/69/9/JV0690092251.pdf?expires=1542638158&id=id&accname=guest&checksum=2097AB8655C0F87B7D22DC4D63A360B8 | 14 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The authors would like to thank B. Fleckenstein for continuous support and advice during this work, D. Hansen and G. Müller for help in the preparation of oligonucleotide probes and B. Röger and M. Mach for many helpful discussions. This work was supported by the Deutsche Forschungsgemeinschaft.\n\nREFERENCES\n\nAKUSJÄRVI, G., MATHEWS, M. B., ANDERSSON, P., VENNSTROM, B. & PETTERSSON, U. (1980). Structure of genes for virus-associated RNA, and RNAll of adenovirus type 2. *Proceedings of the National Academy of Sciences, U.S.A.* **77**, 2424-2428.\n\nBERGET, S. (1984). Are U4 small nuclear ribonucleoproteins involved in polyadenylation? *Nature, London* **309**, 179-182.\n\nBERGSMA, D. 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Expression of a human cytomegalovirus late gene is posttranscriptionally regulated by a 3'-end-processing event occurring exclusively late after infection. *Molecular and Cellular Biology* **6**, 4202-4213."} | 77ee60bde102b0564d9f76c64f652308611dd1fd-14 | 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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://opus.lib.uts.edu.au/bitstream/10453/7587/1/2006005522.pdf | 19 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Stewart, M. (1998) 'My Big Bet on the Net,' Newsweek, December 7th.\n\nSundar, S. S. (2000) 'Multimedia Effects on Processing and Perception on Online News: A Study of Picture, Audio and Video Downloads', Journalism and Mass Communication Quarterly, 77(3): 480-499.\n\nSundar, S. S., Narayan, S., Obregon R. and Uppal, C. (1998) 'Does Web Advertising Work? Memory for Print vs. Online Media', Journalism and Mass Communication Quarterly, 75(4): 822-835.\n\nTaylor, G. J. and Bagby, R. S. (1988), 'Measurement of Alexithymia,' Psychiatric Clinics of North America, 11: 351-266.\n\nTaylor, G. J., Bagby, R. S. and Parkers, J. D. A. (1992), 'The Revised Toronto Alexithymia Scales: Some Reliability, Validity and Normative Data,' Psychotherapy and Psychosomatics, 57: 34-41.\n\nThompson, M. 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(2001) 'The Effects of Perceived Consumer Characteristics on the Choice and Use of Internet Ads', Brand Management, 8(4/5): 346-364."} | f98387b7a04e1efef1f8f170f3d878c110a14acd-19 | 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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://opus.lib.uts.edu.au/bitstream/10453/7587/1/2006005522.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Several studies were conducted to establish the relationship between need for cognition and intellectual ability (Cacioppo and Petty, 1982; 1986; Cacioppo, Petty, and Morris, 1983; Waters and Zakrajsek, 1990; Dollinger and McMorrow, 1992; Petty and Jarvis, 1996). The results established that need for cognition should be considered as a cognitive motivation rather than as an intellectual ability. When compared to individuals who are low in need for cognition, those who have high need for cognition are generally characterized by active, exploring minds and draw out information from their environment through their senses and intellect. These individuals are also likely to seek more information about a wide range of tasks, issues and current events than are individuals who are low in need for cognition.\n\nThe existing research (e.g., Olson, Camp, and Fuller, 1984; Leary, Sheppard, McNeil, Jenkins, and Barnes, 1986; Taylor and Bagby, 1988; Taylor, Bagby, and Parkers, 1992; Thompson and Zanna, 1995) has also revealed that a need for cognition acts in conjunction with other effects. For example, Leary et al., (1986) suggested that individuals high in need for cognition are more likely to base their judgment and beliefs on empirical information and rational considerations than are individuals who are low in need for cognition. Earlier research has also shown that individuals high in need for cognition tend to be more curious (Olson et al., 1984) and to feel more personally involved in social issues (Thompson and Zanna, 1995). Thompson and Zanna's (1995) findings have also suggested that need for cognition is negatively related to emotionality. On the other hand, studies conducted by Taylor and Bagby (1988) and Taylor et al., (1992) reported that individuals high in need for cognition have less difficulty identifying and communicating feelings, discriminating feelings from bodily sensations and enjoying a normal emotional life.\n\nApplying the Petty and Cacioppo (1986), Elaboration Likelihood Model (ELM) to Internet users processing Internet advertising, under the central route processing strategy, suggests that the users will be expected to have a high need for cognition. These users are expected to possess information motivation and consequently they will be likely to engage actively in processing the content of the advertising message if it is of high personal relevance. It is also expected that they will have the ability to attend, process and respond to advertising messages because of their familiarity with the message content arising from their high level of involvement and prior knowledge. It is also plausible that these individuals will have the capability to facilitate more interactions with a corporate Web site.\n\nTherefore, it is expected that:\n\n**H1a:** Need for cognition is positively related to verbal information processing strategy (central-route information processing).\n\nUnder the peripheral route processing strategy, users are expected to have low needs for cognition. These users are expected to possess entertainment motivation and therefore, they are likely to engage actively in processing the content of the advertising when peripheral cues are presented. It is also expected that they will lack the ability to attend, process and respond to advertising messages because they will prefer attractive visual presentations. Therefore, it is also plausible that these individuals will have the capability to facilitate more interactions with a banner advertisement as well as with a target advertisement.\n\nTherefore, it is expected that:\n\n**H1b:** Need for cognition is negatively related to visual information processing strategy (peripheral route information processing)."} | f98387b7a04e1efef1f8f170f3d878c110a14acd-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://opus.lib.uts.edu.au/bitstream/10453/7587/1/2006005522.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Sample and data collection\n\nThe population for this study was Australian Internet users. As such, there were no boundaries placed on the potential respondents since the Internet can be connected anywhere and at any time. The data for this study were collected through an online survey with a sample size totalling 490 respondents who had to have at least one year of Internet experience. Two samples including a working adult group and a commercial online panel were chosen. The first sample was recruited by using advertising flyers and emails to undergraduate business students. A professional marketing research firm, AMR Interactive Australia, using their existing online panel, provided the second sample. The panel members were invited to participate in the study via email. A Web URL address was then sent to those who showed interest and willingness to participate in this study in return for a cash draw incentive.\n\nQuestionnaire development\n\nThe questionnaire was developed in English. The measurement scales were adapted from various sources to suit the specific context of Internet advertising, and thus, were based on valid and reliable measures found in previous research. Before administering the survey, a pre-test of the questionnaire with a small group of ten respondents was conducted, and some minor changes were made.\n\nThe questionnaire consisted of two sections. The first section included general questions concerning respondents' Internet usage in terms of time spent, purposes of using Internet and number of years of experience in surfing the Internet. The second section included sets of questions that were designed to measure four different phenomena: 1) the importance of need for cognition, 2) Internet user's preference for processing verbal (central-route) and visual information (peripheral-route); 3) importance of Web site design customization; 4) a measure of the change of brand attitude from pre-exposure when followed by post exposure after browsing respondents' selected website.\n\nIn the first part of the second section of the questionnaire, respondents were first asked to rate (on a scale from 1 to 5, where a \"1\" indicated not at all likely, and a \"5\" indicated very much likely) the individual difference in need for cognition (the scale of 18 items was adapted from Cacioppo and Petty, 1982; Batra and Stayman, 1990).\n\nIn the second part of the second section, a set of questions asked respondents to evaluate their preference for processing verbal (central-route) and visual information (peripheral-route) (information processing style on a scale of 22 items—11 visual subscale and 11 verbal subscale. This was adapted from Childers, Houston and Heckler, 1985) on a four-point scale (where a \"1\" indicated always true, and a \"4\" indicated always not true).\n\nThe third part of the second section utilised a portion of a Cho (1999) scale to measure Web site design customization by asking respondents to indicate their attitude on a 7-point Likert scale, where a \"1\" indicated strongly disagree with the web content (design) about products/brands, and a \"7\" indicated strongly agree.\n\nThe last part of the second section required respondents to indicate their attitudinal response on a 7-point Likert scale (where a \"1\" indicated strongly disagree about products/brands, and a \"7\""} | f98387b7a04e1efef1f8f170f3d878c110a14acd-8 | 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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://www.bjp.org/files/election-documents/PH4-C7-AP-2024%20LS_0.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"**Format C-7**\n\n(For political parties to publish in the newspapers, social media platforms & website of the party)\n\n**Information regarding individuals with pending criminal cases, who have been selected as candidates along with the reasons for such selection, as also why other individuals without criminal antecedents could not be selected as candidates**\n\n(As per the Commission’s directions issued in pursuance of the Order dated 13.02.2020 of the Hon’ble Supreme Court in contempt petition (C) no. 2192 of 2018 in WP(C) no. 536 of 2011)\n\n- **Name of Political Party:** Bharatiya Janata Party\n- **Name of the Election:** 19th Lok Sabha – General Elections\n- **Name of State/ UT:**\n - (1) **Name of the Constituency:** Araku\n - (2) **Name of the candidate:** Smt. Kothapalli Geetha\n\n| Sl. No. | Criminal antecedents |\n|--------|----------------------|\n| 1. | **Nature of the offences** |\n| | 1. 120-B, r/w. 420, 468 & 471 - IPC |\n| | 2. 120-B, 420, 468 & 471 IPC |\n| | **Case no.** |\n| | 1. CC No. 1457/2017 |\n| | 2. CRLA 441/2022 |\n| | **Name of the Court** |\n| | 1. III Additional Junior Civil Judge – Rangareddy Court |\n| | 2. High Court of Telangana |\n| | **Whether charges have been framed or not (Yes/No)** |\n| | 1. Yes |\n| | 2. Party heard and order passed on April 3, 2024, at High Court of Telangana |\n| | **Date of conviction if any** |\n| | 1. Not applicable |\n| | 2. 03-04-2024: Convicted by Principal Special Judge for CBI cases, Hyderabad. Subsequently on 19-09-2022, interim bail granted and conviction suspended by the Hon’ble High Court of Telangana in IA No. 1 of 2024 in CRLA 441/2022 on 07-07-2022. |\n| 1. E | **Details of punishment undergone if any** |\n| | Not applicable |\n| | **Any other information required to be given** |\n| | Not Applicable |\n\n2. **The reasons for the selection of the candidate. Selection shall be with reference to the qualifications, achievements and merit of the candidate, and not mere \"winnability\" of the polls (not more than 100 words)**\n\nThe selected candidate is former MP (Lok Sabha) Araku and has been sincerely working for the party. She won the first place in representing various issues of public interest from Araku and highest margin in Parliament. She is also the current Vice President of AP BJP.\n\n3. **Reasons as to why other individuals without criminal antecedents could not be selected as candidates (not more than 100 words)**\n\nAs a sincere and dedicated party worker, she had an edge over other individuals because she worked relentlessly during her term as a MP. The case filed against her are purely political vendetta with the defector from YSRCP during her term and her name was included in these cases even though she was not a director of the companies.\n\n---\n\n* In the case of election to Council of States or election to Legislative Council by MLAs, mention the election concerned in place of the name of Constituency.\n\n![Seal]\n\n**(PRESIDENT, BHARATIYA JANATA PARTY - State)**\n\n(Signature of office bearer of the Political Party)"} | 39f655ec26b1b9110319c715e9983f46ad2ea037-1 | 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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.bjp.org/files/election-documents/PH4-C7-AP-2024%20LS_0.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"**Format C-7**\n\n(For political parties to publish in the newspapers, social media platforms & website of the party)\n\nInformation regarding individuals with pending criminal cases, who have been selected as candidates, along with the reasons for such selection, as also as to why other individuals without criminal antecedents could not be selected as candidates.\n\nAs per the Commission’s directions issued in pursuance of the Order dated 13.02.2020 of the Hon’ble Supreme Court in contempt petition (C) No. 2192 of 2018 in WP(C) No. 536 of 2011)\n\nName of Political Party: **BHARATIYA JANATA PARTY**\n\nName of the Election: **GENERAL ELECTIONS TO LOKSABHA 2024**\n\nName of State/ UT: **ANDHRA PRADESH**\n\n1. Name of the Constituency: **25 - ANAKAPALLI PARLIAMENTARY CONSTITUENCY**\n\n2. Name of the candidate: **RAMESH MAMIDALA CHINTALA**\n\n| No. | Criminal antecedents |\n|-----|----------------------|\n| 1. | Nature of the offences |\n| | (a) 323,324,506 r/w 34 IPC |\n| | (b) 447,427 r/w 34 IPC |\n| | (c) 506,420 IPC |\n| | Case no. |\n| | (a) Cr. No. 26/2010 Jellis Police station remanded in Crime No 26/2010 at CCS Police Station, Hyderabad |\n| | Name of the Court |\n| | Court for Trial of Criminal Cases relating to Elected MPs and MLAs Vijayawada |\n| | 7th Addl Chief Metropolitan Magistrate, Nampally |\n| | Whether charges have been framed or not (Yes/No) |\n| | No |\n| | Date of conviction, if any |\n| | Not applicable |\n| | Details of punishment undergone, if any |\n| | Not applicable |\n| | Any other information |\n| | Not applicable |\n\n2. The reasons for the selection of the candidate. Selection shall be with reference to qualifications, achievements and merit of the candidate, and not mere \"winnability\" at the polls (not more than 100 words).\n\nThe selected candidate is a very senior sincere and dedicated party worker who has already been on various important positions as elected member of AMC.\n\n3. Reasons as to why other individuals without criminal antecedents could not be selected as candidates (not more than 100 words).\n\nAs a senior party worker he had an edge over other individuals considering the fact that whatever charges are alleged in the chargesheet have no substance and are purely with a vindictive approach and personal vendetta being played by his political enemies. There is no denying among the party believers that there will be no adverse outcome against the alleged accused.\n\n*In the case of elections to Council of States or States or election to Legislative Council by MLAs, mention the election concerned in place of the name of Constituency.\n\n**PRESIDENT, BHARATIYA JANATA PARTY - State**\n\n(Signature of office bearer of the Political Party)"} | 39f655ec26b1b9110319c715e9983f46ad2ea037-2 | 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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://surface.syr.edu/cgi/viewcontent.cgi?article=1157&context=cpr | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"where $E\\left( \\begin{bmatrix} \\tilde{H}_i' u^* \\\\ \\tilde{H}_i'' u^* \\end{bmatrix} \\right) = 0$ and $Var\\left( \\begin{bmatrix} \\tilde{H}_i' u^* \\\\ \\tilde{H}_i'' u^* \\end{bmatrix} \\right) = \\begin{bmatrix} \\tilde{H}_i' \\tilde{H}_i' & 0 \\\\ 0 & \\tilde{H}_i'' \\tilde{H}_i'' \\end{bmatrix}$. Performing GLS on this system we obtain the spatial error component best two-stage least squares estimator (SEC-B2SLS):\n\n$$\\hat{\\delta}_{SEC-B2SLS} = \\left( Z'P_{H_i} Z^* + Z'P_{H_i} Z \\right)^{-1} \\left( Z'P_{H_i} y^* + Z'P_{H_i} y \\right)$$\n\n$$= \\left( \\sigma_v^2 Z'P_{H_i} Z + \\sigma_1^2 Z'P_{H_i} Z \\right)^{-1} \\left( \\sigma_v^2 Z'P_{H_i} y + \\sigma_1^2 Z'P_{H_i} y \\right). \\quad (12)$$\n\nThe second equality uses the fact that $Q\\Omega^{-1/2} = \\sigma_v^{-1} Q$ and $P\\Omega^{-1/2} = \\sigma_1^{-1} P$. This SEC-B2SLS estimator can also be obtained from the $\\Omega^{-1/2}$ transformed equation in (6) using $B = \\left( \\tilde{H}_i', \\tilde{H}_i'' \\right)$ as instruments. In fact, $\\tilde{H}_i'$ and $\\tilde{H}_i''$ are orthogonal to each other, since $QP = 0$. Hence, $P_B = P_{H_i} + P_{H_i}''$. This also implies that $Z'P_B Z = Z'P_{H_i} Z^* + Z'P_{H_i} Z$ and $Z'P_B y = Z'P_{H_i} y^* + Z'P_{H_i} y$. Therefore, $\\hat{\\delta}_{SEC-B2SLS}$ given by Equation (12) is the same as 2SLS on (6) using $B = \\left( \\tilde{H}_i', \\tilde{H}_i'' \\right)$ as instruments.\n\nNote that these 2SLS estimators are easy to apply using standard software. In fact, one can easily extend the ec2sls procedure in Stata for panels to the spatial panel case. Note also that SEC-2SLS and SEC-B2SLS use twice the instruments that their counterparts RE-S2SLS and BS-2SLS use. Although the set of instruments in the former is completely spanned by those for the latter estimators, these may yield smaller empirical standard errors in small samples, see Baltagi and Liu (2009) for a similar argument in the panel data case with no spatial correlation.\n\nREFERENCES\n\nAnselin, L. (1988), Spatial Econometrics: Methods and Models. Kluwer Academic Publishers, Dordrecht.\n\nAnselin, L., J. Le Gallo and H. Jayet (2008), Spatial Panel Econometrics. Ch. 19 in L. Mátyás and P. Sevestre, eds., The Econometrics of Panel Data: Fundamentals and Recent Developments in Theory and Practice, Springer-Verlag, Berlin, 625-660.\n\nBaltagi, B.H. (1981), Simultaneous Equations with Error Components, Journal of Econometrics, 17, 189–200.\n\nBaltagi, B.H. (2008), Econometric Analysis of Panel Data, New York, Wiley.\n\nBaltagi, B.H. and L. Liu (2009), A Note on the Application of EC2SLS and EC3SLS Estimators in Panel Data Models, Statistics and Probability Letters, 79, 2189-2192.\n\nCornwell, C., P. Schmidt and D. Wyhowski (1992), Simultaneous Equations and Panel Data, Journal of Econometrics, 51, 151–181.\n\nElhorst, P.J. (2003), Specification and Estimation of Spatial Panel Data Models, International Regional Science Review, 26(3), 244–268.\n\nKelejian, H.H. and I.R. Prucha (1998), A Generalized Spatial Two-Stage Least Squares Procedure for Estimating a Spatial Autoregressive Model with Autoregressive Disturbances, Journal of Real Estate Finance and Economics, 17(1), 99-121."} | 4ce84fd8fcf73e199e8b2711dd44ed197154b8b7-9 | 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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://surface.syr.edu/cgi/viewcontent.cgi?article=1157&context=cpr | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"\\((QX, QWX, QW^2X) = QH.\\) We denote this by \\(\\hat{\\beta}_{FE-S2SLS}.\\) Note that the \\(s^2\\) of this FE-S2SLS provides a consistent estimate \\(\\hat{\\sigma}^2_u\\) of \\(\\sigma^2_u.\\) Similarly, one could premultiply Equation (2) by \\(P\\) to obtain\n\n\\[\n\\bar{y} = \\lambda W \\bar{y} + X \\beta + u.\n\\]\n\n(5)\n\nThis follows from the fact that \\(PW = (J_T \\otimes I_N)(I_T \\otimes W_N) = (J_T \\otimes W_N)(J_T \\otimes I_N) = WP.\\) Applying the Kelejian, and Prucha (1998) 2SLS to this \\(P\\) transformed panel autoregressive spatial model, we get the between effects spatial 2SLS (BE-S2SLS) estimator of \\(\\delta\\) based upon \\(H = (X, W, W^2X) = (PX, PWX, PW^2X) = PH.\\) We denote this by \\(\\hat{\\beta}_{BE-S2SLS}.\\) Note that the \\(s^2\\) of this BE-S2SLS provides a consistent estimate \\(\\hat{\\sigma}^2_1\\) of \\(\\sigma^2_1 = T\\sigma^2_u + \\sigma^2_v.\\) As shown in Baltagi (2008), the variance-covariance matrix of \\(u\\) is \\(\\Omega = E(uu^0) = \\sigma^2_1 P + \\sigma^2_v Q,\\) and \\(\\Omega^{-1/2} = (\\sigma^{-1}_1 P W + \\sigma^{-1}_v Q W) = W \\Omega^{-1/2}.\\) Left multiply Equation (2) by \\(\\Omega^{-1/2},\\) we get\n\n\\[\ny^* = Z^* \\delta + u^*,\n\\]\n\n(6)\n\nwhere \\(y^* = \\Omega^{-1/2} y,\\) \\(u^* = \\Omega^{-1/2} u,\\) and \\(Z^* = \\Omega^{-1/2} Z = \\Omega^{-1/2} (X, Wy) = (X^*, \\Omega^{-1/2} Wy) = (X^*, W \\Omega^{-1/2} y).\\) The last expression follows from the fact that \\(\\Omega^{-1/2} W = (\\sigma^{-1}_1 PW + \\sigma^{-1}_v Q W) = (\\sigma^{-1}_1 WP + \\sigma^{-1}_v WQ) = W \\Omega^{-1/2}.\\) This means that Equation (6) can also be written as:\n\n\\[\ny^* = \\lambda W y^* + X^* \\beta + u^*.\n\\]\n\n(7)\n\nApplying the Kelejian, and Prucha (1998) 2SLS to this \\(\\Omega^{-1/2}\\) transformed panel autoregressive spatial model, we get the random effects spatial two-stage least square estimator (RE-S2SLS) of \\(\\delta\\) given by\n\n\\[\n\\hat{\\delta}_{RE-S2SLS} = [Z^* PH Z^{*0}]^{-1} Z^{*0} PH y^*\n\\]\n\n(8)\n\nwhere \\(H^* = (X^*, WX^*, W^2X^*) = (\\Omega^{-1/2} X, W \\Omega^{-1/2} X, W^2 \\Omega^{-1/2} X) = (\\Omega^{-1/2} X, \\Omega^{-1/2} WX, \\Omega^{-1/2} W^2 X) = \\Omega^{-1/2} H.\\)\n\nUsing the results in Baltagi (1981), one can similarly derive a spatial error component two-stage least square estimators (SEC-2SLS) as follows: Left multiply Equation (4) by \\(\\tilde{H}^0,\\) and (5) by \\(\\tilde{H}^0,\\) and stack the two equation system recognizing that they estimate the same \\(\\delta,\\) we get:\n\n\\[\n\\begin{bmatrix}\n\\tilde{H}^0 \\tilde{y} \\\\\n\\tilde{H}^0 \\tilde{Z}\n\\end{bmatrix}\n\\delta + \\begin{bmatrix}\n\\tilde{H}^0 \\tilde{u} \\\\\n\\tilde{H}^0 \\tilde{u}\n\\end{bmatrix}\n\\]\n\nwhere \\(E\\left(\\begin{bmatrix}\n\\tilde{H}^0 \\tilde{u} \\\\\n\\tilde{H}^0 \\tilde{u}\n\\end{bmatrix}\\right) = 0\\) and \\(Var\\left(\\begin{bmatrix}\n\\tilde{H}^0 \\tilde{u} \\\\\n\\tilde{H}^0 \\tilde{u}\n\\end{bmatrix}\\right) = \\begin{bmatrix}\n\\sigma^2_1 \\tilde{H}^0 \\tilde{H} & 0 \\\\\n0 & \\sigma^2_1 \\tilde{H}^0 \\tilde{H}\n\\end{bmatrix}.\\) This follows from the fact that \\(Q \\Omega = \\sigma^2_v Q,\\) and \\(PQ = \\sigma^2_1 P,\\) with \\(QP = 0.\\) Performing GLS on this two equation system we get the spatial error"} | 4ce84fd8fcf73e199e8b2711dd44ed197154b8b7-7 | 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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://surface.syr.edu/cgi/viewcontent.cgi?article=1157&context=cpr | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Kelejian, H.H., I.R. Prucha and Y. Yuzefovich (2004), Instrumental Variable Estimation of a Spatial Autoregressive Model with Autoregressive Disturbances: Large and Small Sample Results, Advances in Econometrics, 18, 163-198.\n\nLee, L. (2003), Best Spatial Two-Stage Least Square Estimators for a Spatial Autoregressive Model with Autoregressive Disturbances, Econometric Reviews, 22(4), 307-335."} | 4ce84fd8fcf73e199e8b2711dd44ed197154b8b7-10 | 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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://sydney.edu.au/science/publications/eleanor.bruce.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"2018\n\nHaworth, B., Biggs, E., Duncan, J., Wales, N., Boruff, B., Bruce, E. (2018). Geographic information and communication technologies for supporting smallholder agriculture and climate resilience. *Climate*, 6(4), 1-20. [More Information](http://dx.doi.org/10.3390/cli6040097)\n\nHaworth, B., Bruce, E., Whittaker, J., Read, R. (2018). The good, the bad, and the uncertain: Contributions of volunteered geographic information to community disaster resilience. *Frontiers in Earth Science*, 6, 1-15. [More Information](http://dx.doi.org/10.3389/feart.2018.00183)\n\n2016\n\nDuce, S., Vila-Concejo, A., Hamylton, S., Webster, J., Bruce, E., Beaman, R. (2016). A morphometric assessment and classification of coral reef spur and groove morphology. *Geomorphology*, 265, 68-83. [More Information](http://dx.doi.org/10.1016/j.geomorph.2016.04.018)\n\nHaworth, B., Whittaker, J., Bruce, E. (2016). Assessing the application and value of participatory mapping for community bushfire preparation. *Applied Geography*, 76, 115-127. [More Information](http://dx.doi.org/10.1016/j.apgeog.2016.09.019)\n\nDavies, K., Murphy, R., Bruce, E. (2016). Detecting historical changes to vegetation in a Cambodian protected area using the Landsat TM and ETM+ sensors. *Remote Sensing of Environment*, 187, 332-344. [More Information](http://dx.doi.org/10.1016/j.rse.2016.10.027)\n\nSewell, T., Stephens, R., Dominey-Howes, D., Bruce, E., Perkins-Kirkpatrick, S. (2016). Disaster declarations associated with bushfires, floods and storms in New South Wales, Australia between 2004 and 2014. *Scientific Reports*, 6, 1-11. [More Information](http://dx.doi.org/10.1038/srep36369)\n\nSewell, T., Stephens, R., Dominey-Howes, D., Bruce, E., Perkins-Kirkpatrick, S. (2016). *Natural disaster declarations in New South Wales, Australia between 2004 and 2014*.\n\nVila-Concejo, A., Bruce, E., Kennedy, D., McCarroll, R. (2016). Proceedings of the 14th International Coastal Symposium ICS2016: Sydney, NSW, Australia, 6th-11th March 2016. *Journal of Coastal Research*, 1 and 2(75).\n\nGoltsman, D., Li, Z., Bruce, E., Connolly, S., Harvey, J., Kennedy, P., Maitz, P. (2016). Spatial analysis of pediatric burns shows geographical clustering of burns and 'hotspots' of risk factors in New South Wales, Australia. *Burns*, 42(4), 754-762. [More Information](http://dx.doi.org/10.1016/j.burns.2016.02.026)\n\n2015\n\nHaworth, B., Bruce, E. (2015). A Review of Volunteered Geographic Information for Disaster Management. *Geography Compass*, 9(5), 237-250. [More Information](http://dx.doi.org/10.1111/gec3.12213)\n\nHaworth, B., Bruce, E., Middleton, P. (2015). Emerging technologies for risk reduction: Assessing the potential use of social media and VGI for increasing community engagement. *Australian Journal of Emergency Management*, 30(3), 36-41.\n\nBiggs, E., Boruff, B., Bruce, E., Duncan, J., Haworth, B., Duce, S., Horsley, J., Curnow, J., Neef, A., McNeill, K., Van Ogtrop, F., et al (2015). *Environmental Livelihood Security in Southeast Asia and Oceania*.\n\nBiggs, E., Bruce, E., Boruff, B., Duncan, J., Horsley, J., Pauli, N., McNeill, K., Neef, A., Van Ogtrop, F., Curnow, J., Haworth, B., Duce, S., et al (2015). Sustainable development and the water-energy-food nexus: A perspective on livelihoods. *Environmental Science and Policy*, 54, 389-397. [More Information](http://dx.doi.org/10.1016/j.envsci.2015.08.002)\n\nGoltsman, D., Li, Z., Bruce, E., Darton, A., Thornbury, K., Maitz, P., Kennedy, P. (2015). Too hot to handle? Hot water bottle injuries in Sydney, Australia. *Burns*, 41(4), 770-777. [More Information](http://dx.doi.org/10.1016/j.burns.2014.10.025)\n\n2014\n\nBiggs, E., Boruff, B., Bruce, E., Duncan, J., Haworth, B., Duce, S., Horsley, J., Curnow, J., Neef, A., McNeill, K., Van Ogtrop, F., et al (2014). *A Water-Energy-Food-Livelihoods Nexus Approach for Spatially Assessing Change*.\n\nBruce, E., Albright, L., Sheehan, S., Blewitt, M. (2014). Distribution patterns of migrating humpback whales (Megaptera novaeangliae) in Jervis Bay, Australia: A spatial analysis using geographical citizen science data. *Applied Geography*, 54, 83-95. [More Information](http://dx.doi.org/10.1016/j.apgeog.2014.06.014)\n\nBiggs, E., Boruff, B., Bruce, E., Duncan, J., Haworth, B., Duce, S., Horsley, J., Curnow, J., Neef, A., McNeill, K., Van Ogtrop, F., et al (2014). *Environmental Livelihood Security in Southeast Asia and Oceania: A Water-Energy-Food-Livelihoods Nexus Approach for Spatially Assessing Change*.\n\nGoltsman, D., Li, Z., Bruce, E., Maitz, P. (2014). Geospatial and epidemiological analysis of severe burns in New South Wales by residential postcodes. *Burns*, 40, 670-682. [More Information](http://dx.doi.org/10.1016/j.burns.2013.09.005)\n\nOwers, C., Kavanagh, R., Bruce, E. (2014). Remote sensing can locate and assess the changing abundance of hollow-bearing trees for wildlife in Australian native forests. *Wildlife Research*, 41(8), 703-716. [More Information](http://dx.doi.org/10.1071/WR14168)\n\nDuce, S., Vila-Concejo, A., Hamylton, S., Bruce, E., Webster, J. (2014). Spur and groove distribution, morphology and relationship to relative wave exposure, Southern Great Barrier Reef, Australia. *Journal of Coastal Research*, 70, 115-120. [More Information](http://dx.doi.org/10.2112/SI70-020.1)\n\n2013"} | a4271758cccd132e981e9a9c43044824696c7255-1 | 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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://sydney.edu.au/science/publications/eleanor.bruce.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Bruce, E., Albright, L., Blewitt, M. (2013). Distribution patterns of migrating humpback whale (Megaptera novaeangliae) mother-calf groups in Jervis Bay, Australia: A geostatistical analysis. _CoastGIS 2013_, University of Victoria: CoastGIS.\n\nHaworth, B., Bruce, E., Iveson, K. (2013). Spatio-temporal analysis of graffiti occurrence in an inner-city urban environment. _Applied Geography_, 38, 53-63. [More Information](http://dx.doi.org/10.1016/j.apgeog.2012.10.002)\n\n2012\n\nTaylor, C., Liu, B., Bruce, E., Burns, B., Jan, S., Myburgh, J. (2012). Primary scene responses by Helicopter Emergency Medical Services in New South Wales Australia 2008-2009. _BMC Health Services Research_, 12(1), 1-9. [More Information](http://dx.doi.org/10.1186/1472-6963-12-402)\n\n2011\n\nBruce, E., Bruce, L., Cowell, P. (2011). Incorporating geomorphic zonation in nutrient models for coastal-estuarine environments: coupling GIS and aquatic ecosystem modeling. _19th International Congress on Modelling and Simulation (MODSIM 2011)_, Perth: Modelling and Simulation Society of Australia and New Zealand Inc (MSSANZ).\n\n2010\n\nHickey, D., Bruce, E. (2010). Examining Tidal Inundation and Salt Marsh Vegetation Distribution Patterns using Spatial Analysis (Botany Bay, Australia). _Journal of Coastal Research_, 26(1), 94-102. [More Information](http://dx.doi.org/10.2112/08-1089.1)\n\n2007\n\nFletcher, R., Johnson, I., Bruce, E., Khuon, K. (2007). Living with heritage: Site monitoring and heritage values in Greater Angkor and the Angkor World Heritage Site, Cambodia. _World Archaeology_, 39(3), 385-405. [More Information](http://dx.doi.org/10.1080/00438240701465001)\n\nHickey, D., Bruce, E. (2007). Spatial modelling of coastal saltmarsh Species distribution patterns and elevation dependent tidal inundation within Botany Bay, Australia. _Coast GIS 2006_, Wollongong: Australian National Centre for Ocean Resources & Security (ANCORS).\n\nWaugh, J., Neave, M., Bruce, E. (2007). The impact of varying rainfall conditions on the quality of runoff entering Wamberal Lagoon, New South Wales, Australia. _Physical Geography_, 28(1), 37-49. [More Information](http://dx.doi.org/10.2747/0272-3646.28.1.37)\n\nHalley, V., Bruce, E. (2007). Thematic accuracy assessment of acoustic seabed data for shallow benthic habitat mapping. _International Journal of Environmental Studies_, 64(1), 93-107. [More Information](http://dx.doi.org/10.1080/00207230601157419)\n\n2006\n\nBruce, E., Eliot, I. (2006). A spatial model for marine park zoning. _Coastal Management_, 34(1), 17-38. [More Information](http://dx.doi.org/10.1080/08920750500364898)\n\n2004\n\nBruce, E. (2004). Spatial Uncertainty In Marine And Coastal GIS. In Darius Bartlett & Jennifer Smith (Eds.), _GIS for Coastal Zone Management_, (pp. 51-62). US: CRC Press.\n\n2003\n\nBruce, E. (2003). Building upon an evolving field of spatial inquiry: recent developments in GIS applications in Australia. _Geography's New Frontiers Conference_, Sydney, NSW: The Geographical Society of New South Wales.\n\nBruce, E., Cowell, P., Stolper, D. (2003). Development of a GIS-based estuary sedimentation model. _Coastal GIS 2003: an integrated approach to Australian coastal issues_, Wollongong: University of Wollongong.\n\n2002\n\nBartlett, D., Bruce, E. (2002). Quality Control in Coastal GIS. In B.C. Sain, I. Pavlin and S. Belfiore (Eds.), _Sustainable Coastal Management: A Transatlantic and Euro-Mediterranean Perspective_, (pp. 221-239). United States: Springer."} | a4271758cccd132e981e9a9c43044824696c7255-2 | 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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://rigeo.cprm.gov.br/jspui/bitstream/doc/10198/2/rel_grande_sao_paulo_fase1_v2.pdf | 7 | {"primary_language":"pt","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":null} | 50afe6e9f440e329cda2e50d0f89d9ed00e644b8-7 | 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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... |
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INFERIOR-MÉDIO\n\nGRANITOS\n\nXISTOS E FILITOS\n\nJAZIDAS E OCORRÊNCIAS MINERAIS\n\nAREIA\n\nCASSITERITA\n\nARGILA\n\nFELDSPATO\n\nCAULIM\n\nFERRO\n\nOURO\n\nPRATA\n\nPIRITA\n\nQUARTZO\n\nBAUXITA\n\nFERRO E MANGANÊS\n\nFERRO E TITÂNIO\n\nFERRO E VANÁDIO\n\nFERRO E CROMO\n\nFERRO E NÍQUEL\n\nFERRO E COBRE\n\nCONVENÇÕES TOPOGRÁFICAS\n\nESTRADAS PRINCIPAIS\n\nESTRADAS SECUNDÁRIAS\n\nFERROVIAS\n\nLINHAS DE ENERGIA ELÉTRICA, TELEFONE, ETC.\n\nVILAS\n\nCIDADES\n\nCURVAS DE NÍVEL\n\nCOMPANHIA DE PESQUISA DE RECURSOS MINERAIS - CPRM\n\nSERVIÇO EXECUTIVO PAUL. - D.N.P.M.\n\nPROJETO: GRANDE SÃO PAULO"} | 50afe6e9f440e329cda2e50d0f89d9ed00e644b8-8 | 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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://rigeo.cprm.gov.br/jspui/bitstream/doc/10198/2/rel_grande_sao_paulo_fase1_v2.pdf | 5 | {"primary_language":"pt","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":null} | 50afe6e9f440e329cda2e50d0f89d9ed00e644b8-5 | 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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://militaryhealth.bmj.com/content/jramc/23/4/440.full.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"stem and compressed by a brass rod. A pencil of \\( \\text{CO}_2 \\) snow is formed and can be forced through the stem on removing the cap.\n\nA double piece of lint rolled round the end of the pencil is sufficient to protect the operator's figures.\n\nA well formed and hard pencil has the following advantages: (1) It lasts longer; (2) the pressure on the affected part is more even and better results are obtained; (3) it can be shaped by a scalpel.\n\n**Fig. 1.**—Cylinder of \\( \\text{CO}_2 \\) with collecting chamber and mould attached. On the table different moulds are arranged, pencil of \\( \\text{CO}_2 \\) snow on the extreme right.\n\nThe snow has a temperature of \\(-79^\\circ \\text{C}\\), and when pressed hard on the skin it freezes the underlying structures, and the frozen area becomes white, depressed and hard.\n\nAs thawing takes place redness and turgescence of the part is noticed, and a blister forms in twenty-four to forty-eight hours. Healing goes on under a crust and the resulting cicatrix is smooth, white and pliable.\n\nThe effect produced by the \\( \\text{CO}_2 \\) snow depends on: (1) The pressure used; (2) the duration of the application."} | 675c4772751557ee719e8f9cefbbb4b53b9a0963-2 | 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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://militaryhealth.bmj.com/content/jramc/23/4/440.full.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"All either developed sores while stationed in Fort Lahore or a short time after they had returned to cantonments.\n\nNo case occurred among the soldiers in the band. They are never stationed in the Fort; only one case reported sick from the R.A., and he frequently visited the Fort.\n\n**Situation.**—The sores were situated on the exposed parts of the body.\n\n| Location | Count |\n|--------------|-------|\n| Face | 60 |\n| Neck | 12 |\n| Trunk | Nil |\n| Upper arm | 6 |\n| Elbow-joint | 42 |\n| Forearm | 30 |\n| Hand | 78 |\n| Thigh | Nil |\n| Knee-joint | 36 |\n| Leg | 24 |\n| Foot | 12 |\n\n300\n\n**FIG. 4.**—Large white smooth cicatrix; a few spots not completely healed.\n\n**Duration.**—This varied from fourteen days to two and a half years. Average duration four months.\n\n**Size.**—The size varied from three inches by two inches to a sixpenny piece.\n\n**Variety.**—Four distinct clinical types were noticed.\n\n(1) Ulcerating sore with hard raised margins. The sore was covered by a hard crust."} | 675c4772751557ee719e8f9cefbbb4b53b9a0963-5 | 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://militaryhealth.bmj.com/content/jramc/23/4/440.full.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Clinical and other Notes.\n\nCARBON DIOXIDE SNOW WITH SPECIAL REFERENCE TO THE TREATMENT OF ORIENTAL SORES.\n\nBy Captain T. J. Mitchell.\nRoyal Army Medical Corps.\n\nThe treatment of certain skin diseases by refrigeration with carbon dioxide snow is well known, and many civil hospitals at home use it extensively. After experimenting with it for two years, I think the results warrant its more extensive use in the East.\n\nThe apparatus required is simple and inexpensive; it consists of:\n(1) a cylinder of \\( \\text{CO}_2 \\) which may be obtained from the nearest soda water factory. The cost of a full cylinder is Rs. 20; (2) a collecting chamber and mould which can be made in the bazaar for a few rupees.\n\nOne mould is sufficient and the collecting chamber can be dispensed with, if the following simple method is employed.\n\nTwo layers of thick blotting paper are rolled tightly round a cylindrical office ruler. A towel is rolled round the blotting paper. The ruler is extracted and one end of the tube thus formed is closed, by doubling up the end of the towel and fixing it with a safety pin. The open end is fitted to the valve of the cylinder and fixed by a bandage.\n\nThe cylinder of \\( \\text{CO}_2 \\) is placed in the vertical position with the valve lowermost. The \\( \\text{CO}_2 \\) is turned on very gently and allowed to escape until the towel feels hard and solid.\n\nThe \\( \\text{CO}_2 \\) snow is next transferred to a brass mould made like a bottle filler; the stem is fitted with a cap. The \\( \\text{CO}_2 \\) snow is forced into the"} | 675c4772751557ee719e8f9cefbbb4b53b9a0963-1 | 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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://cchsca.myschoolapp.com/ftpimages/882/download/download_3371874.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"November is a wrap. I hope you were able to spend time with family and friends enjoying Thanksgiving. I was in the Reno area with my family – it was great. We also enjoyed some clear blue skies along with snow over the pass when coming home on Friday to watch our CC Raiders take on Inderkum. What a game. Congratulations to our team and coaches. Also, good luck tomorrow as we take on Del Oro at Hornet Stadium in Sacramento. Game time is 2:00 pm\n\nFoundation/Finance Team: this week our development team met with the leadership of our Foundation to discuss distribution and structure of the CCHS Foundation. Did you know the CCHS Foundation:\n\n- Has 17 trustees representing our parents, past parents and alumni?\n- Is a separate corporation for the sole purpose of raising money for CCHS? Examples of their fundraising include:\n - BASH (to be held on March 23, 2019)\n - Annual Fund (It is not too late to give to AF – contact Mitzi Lucas at [email protected])\n - Mark Gallo Health and Fitness Center Campaign – Though our facility is up and running we still have a ways to go to fully pay for it through fund development. At this time we have approximately $895,078 to raise to fully fund the facility. Contact Joan Hart or me if you have interest in helping complete this project.\n - Ladd field (our new softball field) is very close to being fully funded. Before we break ground we will be collecting on our pledges to this project and Swing for Central – which was dedicated to Ladd Field. An aggressive construction timeline would suggest it will take us from 9 months to one year to complete it. We will keep you posted.\n - Scholarships – currently we have been challenged with a $100,000 matching grant from Dave and Gloria Mraz. If you are interested in adding to your endowed scholarship fund or if you would like to start a scholarship endowment fund – now is the time to do it. The challenge grant will match your donation dollar for dollar – up until we hit our $100,000 goal. Today we sit at about $40,000. The deadline is December 10, 2018. Call or email Joan Hart at [email protected] if interested.\n - ABC – this new Academic Club has been supported by our Foundation to help in raising funds for our Academic Programs. In just one year they have helped fund our College Signing Day, Instructional Coach, the new SAT/ACT prep class at CCHS and academic departments. Thank you goes out to Edwin Rizo who helped spearhead this club.\n- Is looking for additional trustees? If you are interested please contact me.\n\nLooking for a unique Christmas Gift? Consider honoring your student – or an alumni – with a bleacher seat on our Wall of History in the Mark Gallo Health and Fitness Center. Contact Joan Hart (524 6822 or [email protected]) for more information.\n\nComing Up\nCIF Sac Joaquin DII Section Football game at Hornet Stadium on Saturday. Game time is 2:00 pm\nWCEA Staff meeting on Tuesday from 1:00 pm to 3:00 pm\nMass on Friday at St. Stanislaus Church, 11:15 a.m.\n\nSincerely,\n\nJim Pecchenino ‘72\nPresident\nCentral Catholic High School"} | 581120799010a26d5ef77d64b5cfc79494ee2b5f-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://cchsca.myschoolapp.com/ftpimages/882/download/download_3371874.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"**Important 2018-2019 Dates**\n\n- Dec. 4: WCEA Meeting (Early Release 12:05pm)\n- Dec. 7: School Wide Mass (11:15am)\n- Dec 17-20: Quarter Finals\n- Dec 21: Christmas Break begins\n- Jan 7: Return to School\n- Jan 15: WCEA Meeting (Early Release 12:05pm)\n- Jan 16: Senior Retreat\n\n---\n\n**Finals Week Schedule**\n\nRead the schedule carefully, our Finals Week Schedule has changed. It is no longer arranged by subject.\n\n| | Monday, Dec. 17 | Wednesday, Dec. 19 |\n|----------------|--------------------------|--------------------------|\n| A period Final | 8:00-9:20 | E period Final 8:00-9:20 |\n| Prayer and Pledge | 9:20-9:30 | Prayer and Pledge 9:20-9:30 |\n| Break | 9:30-9:45 | Break 9:30-9:45 |\n| B period | 9:50-11:10 | F period Final 9:50-11:10 |\n\n| | Tuesday, Dec. 18 | Thursday, Dec. 20 |\n|----------------|--------------------------|--------------------------|\n| C period Final | 8:00-9:20 | G period Final 8:00-9:20 |\n| Prayer and Pledge | 9:20-9:30 | Prayer and Pledge 9:20-9:30 |\n| Break | 9:30-9:45 | Break 9:30-9:45 |\n| D period | 9:50-11:10 | Make-up Finals 9:50-11:10 |\n\n---\n\n**2019 Yearbook Senior Ad Information**\n\nParents will create and purchase their Senior ads for the 2019 yearbook online. No ads will be sold on campus.\n\n1). Log on to [www.yearbookordercenter.com](http://www.yearbookordercenter.com) and enter order number 6302.\n2). Click **Create a Yearbook Ad**.\n3). Follow the prompts to design your ad, add it to your cart and purchase it. Your ad is not complete until you add it your cart and complete the checkout process!\n4). Call Herff Jones Tech support if help is needed with the website at 1-877-362-7750.\n\nCreate and purchase ads online by Friday, December 14th, 2018 to guarantee your spot in the 2019 yearbook. After December 14, 2018 prices will increase by 20%. Space is limited after this date.\n\nEmail Yearbook Advisors Theresa Hubert [[email protected]](mailto:[email protected]) or Marlean Bravo [[email protected]](mailto:[email protected]) with any questions.\n\n**Full Color Ad sizes & Prices**\n\n- Full Page ($375)\n- Half Page ($250)\n- 1/4 Page ($150)\n\n---\n\n**Scrip Closed over Christmas Break**\n\nSCRIP WILL BE CLOSED DEC. 21, 2018 – JAN. 4, 2019 FOR CHRISTMAS BREAK\n\nLAST DAY TO PLACE SPECIAL ORDERS IS DEC. 14TH TO INSURE DELIVERY BEFORE THE BREAK\n\n---\n\n**Central Catholic High School Mission Statement**\n\nFaithful to our Catholic Tradition, our mission is to witness to the Gospel while building an educational community that inspires the spiritual, academic and social development of young adults.\n\n200 S. Carpenter Road ˚ Modesto, CA 95351 ˚ Phone: 209-524-9611"} | 581120799010a26d5ef77d64b5cfc79494ee2b5f-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://cchsca.myschoolapp.com/ftpimages/882/download/download_3371874.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Football Going to Sections and Athletics Gets New Tech\n\nOur CC Raiders football team persevered through the rain and mud to beat the Inderkum Tigers 31-30 and move on to the CIF Sac-Joaquin Section Championship!\n\nThe CIF SJS D2 title game will be against the Del Oro Golden Eagles at Sacramento State University's Hornet Stadium at 2:00pm on Saturday, December 1. Be there to cheer our Raiders on! Skip the line, tickets are available online here.\n\nIf you can't make it to the game, our athletics department has acquired some new technology to make following CCHS sports easier. We are now working with both the NFHS Network and REPu Sports.\n\nWith a $9.95/month subscription to NFHS, you can livestream all home games on David Patton Field (football, boys soccer, and girls soccer!) as well as some away games. This week's game will be livestreamed here.\n\nWith REPu Sports, we are now able to offer a mobile app! On our CCHS Raiders app, you can browse the schedules, rosters, scores and photos of our sports as well as star/favorite the sports you want to follow and receive notifications of updates. You can find the app by clicking the appropriate link (Apple App Store or Google Play Store) or opening your device's app store and searching for \"CCHS Raiders\". This app is free to use."} | 581120799010a26d5ef77d64b5cfc79494ee2b5f-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.depts.ttu.edu/music/ttuboc/BOC24EuphL1.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Texas Tech University Band and Orchestra Camp 2024 Euphonium Audition Materials\n\nLEVEL 1: Beginning\n\n1. Play a B flat Major Scale one octave in quarter notes\n\n2. Play the following passage:"} | b629c65a3ba8525c46b27e3f6d2a538447ca3221-1 | 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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://p2infohouse.org/ref/07/06970.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Textile Structures for Composites\n\nProject Code: S92-12\n\nPI(s):\nAuburn: Sabit Adanur, Yasser Gowayed\nClemson: Mike Drews, B. Goswami, C. Huey, G. Lickfield\nGA Tech: S. Kumar, R. Parachuru, Y. Wang\nNCSU: Aly El-Shiekh, M. Mohamed (Project Leader), C. Pastore\n\nCompiled By: Mansour H. Mohamed, NCSU\n\nANNUAL REPORT:\n\nOBJECTIVES:\n\nThe overall objective of this work is to expand the boundaries of textile processing with the ultimate goal of producing new multi-dimensional fibrous structures for composite application.\n\nLong Term:\n\n1. The application and development of textile preforms’ manufacturing methods by laminated and stitched fabrics, 2-D and 3-D braiding, 2-D and 3-D weaving, and warp and weft knitting.\n\n2. To produce composites from these complex textile structures using different infiltration and consolidation systems.\n\n3. To develop and validate analytical techniques for understanding the behavior of the composites as a function of process and reinforcement structure.\n\n4. To develop a processing science and technology basis for the manufacturing of these materials and to develop an understanding of the interaction between processing performance.\n\n5. To develop a “performance map” of the different textile reinforcement structures in terms of mechanical properties, shape forming capabilities, and eventually, economics to be used as a design guide for their application in end-use products.\n\nSUMMARY:\n\nThis project is a joint effort between Auburn University, Clemson University, Georgia Tech and North Carolina State University. The faculty are divided into teams for fabrication, consolidation, analysis and testing.\n\nThe following preforms made up E-glass fibers were used: (1) [0/90] biaxial laminates; (2) [9/90] laminates interlocked by weaving in through-the-thickness direction or so-called 3-D woven samples (ratio of yarn in warp/filling direction was 0.32/9.184/.035); (3) 2-D woven [0/90] fabrics; (4) 2-D woven [0/90] fabrics stitched through-the-thickness. The 2-D woven fabric was plain weave with ratio of warp to fill yarns being approximately 13:1. Through-the-thickness machine stitching of the 2-D woven preforms was both uniaxial and biaxial using Kevlar yarn with stitching lines being 4 or 10 mm apart. The reinforcement was impregnated with low-viscosity epoxy bisphenol F resin, Shell Epon DPL 862 mixed with the curing agent W, in a steel mold. The Resin Transfer Molding (RTM) machine VRM 2.5 from Liquid Control Corp. was employed for the resin impregnation. For comparison, samples were also made using hand lay-up in the same steel mold. Impregnated preforms were cured at 130°C for 6h. The fiber volume fraction was about 55% in the laminate panels, and from 45 to 60% in the 2-D woven panels. Void content in the RTM panels was about 1.5 to 2% and in the hand lay up panels about 1 to 3.5%. The cured panels were cut into the testing coupons using a diamond abrasive blade. All the woven composite samples were tested along the warp yarn direction.\n\nIn addition to the standard coupon specimens, so-called mini-sandwich specimens were also fabricated [133]. The mini-sandwich specimen consisted of an epoxy core and single layers of the impregnated woven fabric placed on the top and bottom surfaces of the epoxy core (Fig.1). Tabs made of glass/epoxy were attached both to"} | 546186d6ae01bda0568f34e7a41e1fb9e9b450a8-1 | 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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://p2infohouse.org/ref/07/06970.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Figure 4. Compression failure in 2-D woven glass/epoxy composite.\n\nFigure 5. Localized fracture in the 0° wrap yarns under compression.\n\nFigure 6. Schematic of compressive fracture in 2-D woven composites."} | 546186d6ae01bda0568f34e7a41e1fb9e9b450a8-4 | 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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://p2infohouse.org/ref/07/06970.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"the coupon and to the mini-sandwich specimens to set the configuration standardized for IITRI. In present study, 40 mm wide specimens were used (both in static compression and compression after impact) rather than standard 10 mm used in IITRI test. Comparison on composite made from woven fabric indicated that the compressive strength was insensitive to the width variation (40 mm vs. 10 mm).\n\n\n\nLow-velocity impact was applied to the tabbed coupons using a small pendulum apparatus [14]. The diameter of hemispherical impactor was 6 mm. The impact energy ranged from 0 to 8.7 J that corresponds to the energy of 0 to 2.5 J per 1 mm of the coupon thickness. Impact loading produced near-round damaged area. To compare CAT-strength and static open-hole compressive strength, the coupon specimens were drilled with approximately the same diameter hole as the diameter of the 3.6 J impact damage (13 mm).\n\nThe compressive stress-strain plots for both woven and laminate composites exhibit only slight nonlinearity (Fig. 2). Observed compressive failure modes in the laminate, and in the 3-D woven composite are given in Figure 3. The laminates fails via delamination (Fig. 3a). Similar structure laminates but woven in the through the thickness direction do not delaminate, but instead exhibit shear-like failure at 45° (Fig. 3b). Such shear failure mode is considered to be fiber-strength dominated one [15]. Summary of the compressive strength data is given in Table 1. Obviously, relatively low strength values correspond to the delamination failure mode (438 MPa) as compared to the fiber-strength dominated mode (630 MPa). The small fiber content in through-the-thickness direction (3.5 vol%) significantly increases the laminate compressive strength. The choice of test (IITRI coupon vs. mini-sandwich) and fabrication (RTM vs. hand lay-up) techniques can be seen to have no influence on static compressive strength of the 2-D woven composites (Table 1).\n\nPost-failure examination of the 2-D woven composite coupons revealed cracking in the 23-39° range to the loading axis (Fig. 4). It is important to distinguish between initiation of compressive failure and post-failure phenomena. In order to pinpoint the failure initiation, the loading was stopped at 90-95% of the failure load. Compressive tincture was observed to initiate in the [0°] warp yarn. More detailed information about the failure initiation was obtained from the testing of mini-sandwich specimens as only single fabric layers were located on the surface. The kink-like localized fractures were recorded to occur periodically along the crimped [0°] yarns at the maximum misorientation points A (Figs. 5 and 6). The similar finding was reported for woven carbon/polyimide composites [10] using IITRI test."} | 546186d6ae01bda0568f34e7a41e1fb9e9b450a8-2 | 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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.zhaw.ch/storage/sml/bachelor/anwesenheiten-teilzeitstudium-wr-en.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"| Time | Monday | Tuesday | Wednesday | Thursday | Friday | Saturday |\n|---------------|--------|---------|-----------|----------|--------|----------|\n| 08.00 - 08.45 | | | | | | |\n| 08.50 - 09.35 | | | | | | |\n| 10.00 - 10.45 | | | | | | |\n| 10.50 - 11.35 | | | | | | |\n| 12.00 - 12.45 | | | | | | |\n| 12.50 - 13.35 | | | | | | |\n| 14.00 - 14.45 | | | | | | |\n| 14.50 - 15.35 | | | | | | |\n| 16.00 - 16.45 | | | | | | |\n| 16.50 - 17.35 | | | | | | |\n| 18.00 - 18.45 | | | | | | |\n| 18.50 - 19.35 | | | | | | |\n| 19.45 - 20.30 | | | | | | |\n| 20.35 - 21.20 | | | | | | |\n\n**1. semester fall 2024 WR 2024**\n\n**2. semester spring 2025 WR 2024**\n\n**3. semester fall 2025 WR 2024**\n\n**4. semester spring 2026 WR 2024**\n\n**5. semester fall 2026 WR 2024**\n\n**6. semester spring 2027 WR 2024**\n\n**7. semester fall 2027 WR 2024**\n\n**8. semester spring 2028 WR 2024**\n\n| Time | Monday | Tuesday | Wednesday | Thursday | Friday | Saturday |\n|---------------|--------|---------|-----------|----------|--------|----------|\n| 08.00 - 08.45 | | | | | | |\n| 08.50 - 09.35 | | | | | | |\n| 10.00 - 10.45 | | | | | | |\n| 10.50 - 11.35 | | | | | | |\n| 12.00 - 12.45 | | | | | | |\n| 12.50 - 13.35 | | | | | | |\n| 14.00 - 14.45 | | | | | | |\n| 14.50 - 15.35 | | | | | | |\n| 16.00 - 16.45 | | | | | | |\n| 16.50 - 17.35 | | | | | | |\n| 18.00 - 18.45 | | | | | | |\n| 18.50 - 19.35 | | | | | | |\n| 19.45 - 20.30 | | | | | | |\n| 20.35 - 21.20 | | | | | | |\n\n**WPM**"} | c66987861018f6875dc44d19f83dc6ad113c617a-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://oatao.univ-toulouse.fr/11946/1/potes_ruiz_11946.pdf | 11 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"In Fig. 10 is shown a part of the basic support (hierarchy of concept types) used for the application example. In this example, we consider the same hierarchy of relation types than in the right side of Fig. 3. Among the main concept types, the “experience” concept is described by a “context”, an “analysis” and a “solution”. We consider here that the “context” includes the “work order (WO)”, the “functional localisation”, the “failure”, the “technician”, etc. The “analysis” contains the different “causes” of intervention while the “solution” describes the “type of intervention” and the “maintenance action”.\n\n4.2. Formalizing experience-knowledge with Conceptual Graphs\n\nIn Fig. 11, an event on a bridge crane is the basis of an experience. The CG for an experience is built according to the support defined in Fig. 10, in which the used concepts are denoted by doted lines. The graph of Fig. 11 can be interpreted as follows: in the considered experience, Context C1 requires Analysis A1, which generates Solution S1. More specifically, the context is described by the Work Order No 698188 for equipment POMC02002. We distinguish here the object of the maintenance action, the failure (on..."} | 878b657aee30530b94121c0ee89ff9448222510a-11 | 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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://oatao.univ-toulouse.fr/11946/1/potes_ruiz_11946.pdf | 17 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"[23] A. Crespo Marquez, J.N.D. Gupta, Contemporary maintenance management: process, framework and supporting pillars, Omega – Int. J. Manage. Sci. 34 (3) (2006) 313–326.\n\n[24] T. Dasu, T. Johnson, Exploratory Data Mining and Data Cleaning, vol. 479, Wiley.com, 2003.\n\n[25] L. Delange, R. Vogin, ‘La croissance de sûreté de fonctionnement par le retour d’expérience dans le domaine technique et industriel’, Performances Humaines et Techniques 69 (1994).\n\n[26] R. Dieng-Kuntz, O. Corby, Conceptual graphs for semantic web applications, in: F. Dau, M.L. Mugnier, G. 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Abraham (Eds.), Proceedings of the 4th..."} | 878b657aee30530b94121c0ee89ff9448222510a-17 | 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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://oatao.univ-toulouse.fr/11946/1/potes_ruiz_11946.pdf | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"propositions developed in the literature for improving this association rule mining process is for instance presented in [58]. Nevertheless, because of its popularity and good performance, we have chosen the classical Apriori algorithm for extracting association rules in our application example. A post data-mining phase, which has in our opinion a specific interest and should not be automated, is so required to evaluate and filter the extracted rules.\n\n3.3.3. Assessment and interpretation of the rules\n\nThe post-processing phase is the assessment of the utility and reliability of the mined rules, then the interpretation of the discovered knowledge [35]. The main objective of this phase is to help the user to discover useful knowledge in the set of extracted association rules. There are several ways to evaluate the association rules in a knowledge discovery process. An interesting classification has been presented in [34], suggesting: (i) an “objective evaluation” (based on the thresholds defined by the user, so already taken into account in Apriori), (ii) a “semantic evaluation” (based on the domain knowledge), and (iii) a “subjective evaluation” (based on the objectives and beliefs of the user). The suggested post-mining approach is based on this classification.\n\n3.3.3.1. Objective evaluation. The \\textit{minsup} and \\textit{minconf} thresholds chosen by the user allow a first evaluation of the extracted rules. Choosing the optimal levels of \\textit{minsup} and \\textit{minconf} is a difficult task:\n\nIf the \\textit{minsup} is high, only experiences often combining the same itemsets will be considered. As a limit, if \\textit{minsup} = 1, a single rule would be generated under condition that all the experiences contain the same itemset. If \\textit{minsup} = 0, each experience would be expressed by a different rule: no generalization is in that case performed. Therefore, the \\textit{minsup} directly controls the number of rules extracted, and as a consequence the degree of generalization of the knowledge contained in these rules. In practice, efficiently mining the experiences requires to test different thresholds since rare rules may be more interesting than frequent ones. In the case of maintenance for instance, the “urgency” of a corrective maintenance activity may be considered, but very urgent maintenance orders are usually rare. Defining a high \\textit{minsup} would prevent from generating knowledge concerning these rare, but very critical experiences.\n\nThe \\textit{minconf} has a different interest: it shows the validity of a rule, i.e. up to what point the consequent part is linked to the antecedent part. A high \\textit{minconf} allows the generation of very robust rules, but in practice, these rules are usually well known. On the opposite, rules with a low confidence may be inconsistent (and may denote typing errors for instance), but may also express unusual but interesting situations.\n\n3.3.3.2. Semantic evaluation. Semantic evaluation allows to validate the interest of a rule according to external knowledge on the domain. Since the knowledge on a large domain like maintenance has multiple facets and may be complex, it is difficult to give generic guidelines here, except on an original point: combining objective and semantic evaluation may allow to diagnose some aspects of the consistency and coherence of the database.\n\nIn that purpose, we propose to use the following step-by-step approach (illustrated in the case study) as a methodology to understand and interpret the extracted rules:\n\n- analyse “elementary” rules (i.e. involving two items),\n- express each attribute by a question,\n- express the problem addressed by the rule by combining the questions involved,\n- interpret the support and confidence of each rule,\n- analyse the possible use of the rule for improving the maintenance activities,\n- check whether the reverse rule is, and should be, present,\n- consider the more complex rules by comparison with the elementary ones by mean of three logical operations, denoted here as extension (of the antecedent or consequent part of the rules), permutation (of items between the antecedent and consequent parts of the rules), and junction (of the antecedent or consequent parts of the rules), and then using the same steps above,\n- define, using CGs, the structure of the rules database (relations between identified elementary and complex rules) that allow a visual exploration of the mined rule set, and\n- finally, formalise a “metarule” to generalize a rule-set and provide a new abstraction level grouping the rules of the rules database.\n\nLet us consider an example for showing the interest of assessing present and absent rules, using two attributes of an experience: “cause” of a failure and “maintenance action” performed. In many real cases, a given cause of failure should result in a given maintenance action; conversely, this given maintenance action is only performed if this cause occurred. A consequence is that, in such case, if a rule of the type “IF (cause of failure A) THEN (maintenance action B)” is generated, the inverse rule should also be generated, since it has the same support and confidence. In some practical cases, we have noticed the absence of such reverse rule (see Section 4). This may show a difference of granularity in the way the attributes are considered by the designer of the database (maintenance manager) and the maintenance actor. The cause of failure could for instance have sub-causes for the maintenance actor, leading to different maintenance actions.\n\nAs a consequence, the analysis of the rules (not only the present ones but also the absent ones), considering their \\textit{minsup} and \\textit{minconf}, may allow to identify some inconsistencies in the databases (data typing errors, entry mistakes or defaults in the definition of the attributes).\n\n3.3.3.3. Subjective evaluation: checking the consistence of the rules with the user’s expectations. Even if algorithms like Apriori may mine various types of rules, a user in a given situation has usually an idea on the type of rule that she/he expects. For instance, the user is usually interested in rules linking “symptoms” to “causes” in a diagnosis phase, or “causes” to “maintenance actions” in the phase of search for solution.\n\nLet $X$ be the set of discovered association rules. According to a user query $Q$ regarding the structure of a rule, [53] suggests to distinguish between four sets of rules:\n\n- \\textbf{Conforming rules} a discovered rule $X_i \\in X$ is conform to the user query $Q$ if both antecedent and consequent parts of $X_i$ can be derived from $Q$, i.e. the conforming rules are the derived rules having both antecedent and consequent parts consistent with the user’s expectation.\n- \\textbf{Unexpected consequence rules} a discovered rule $X_i \\in X$ has an unexpected consequence with respect to $Q$ if the antecedent of $X_i$ is a projection of $Q$, but not the consequent part. Unexpected consequence rules show discovered rules that may be inconsistent with the existing knowledge. We can also find in this category the rules including the user query $Q$, but the consequent part of these rules provides more information.\n\n---\n\n1 These operations are semantically well defined by the graph operations of specialization, generalization and equivalence: the “extension” is a form of “generalization” in CGs, the “junction” a form of “join” in GCs and “permutation” is a light form of equivalence in CGs."} | 878b657aee30530b94121c0ee89ff9448222510a-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://societyandethicsresearch.wellcomeconnectingscience.org/wp-content/uploads/2022/01/20170805-ria-novosti-thieves-of-genes-why-british-scientists-study-the-opinions-of-russians-about.pdf | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"\"While I cannot predict anything about how the results of the Russian part of our project will differ from the results of other surveys, that's why it's interesting for us.\" All our studies were conducted earlier in English-speaking countries, and we would be interested to hear opinions from people who represent other cultures and speak a different language, and understand what their opinions are like, why and how they differ, and we also plan to conduct similar studies in China and a number of other Asian countries,\" concludes the sociologist.\n\nRIA SCIENCE\n\n#Cambridge university #United Kingdom #Russia\n\nScientist: in the \"mythologization\" of GMOs, the media and politicians are to blame\n\nADD A COMMENT\n\nCOMMENTS"} | 7193a470ed9dde48f070834b87ceea4a74c52631-7 | 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.michigantownships.org/downloads/temporary_extensions_to_foia_deadlines_mta_april_8_2020.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"(3) A board or commission that is the head of a public body is not considered to have received a written appeal under subsection (2) until the first regularly scheduled meeting of that board or commission following submission of the written appeal under subsection (1)(a).\n\n(4) In an action commenced under subsection (1)(b), a court that determines the public body required a fee that exceeds the amount permitted under its publicly available procedures and guidelines or section 4 shall reduce the fee to a permissible amount. Venue for an action against a local public body is proper in the circuit court for the county in which the public record or an office of the public body is located. The court shall determine the matter de novo, and the burden is on the public body to establish that the required fee complies with its publicly available procedures and guidelines and section 4. Failure to comply with an order of the court may be punished as contempt of court.\n\n(5) An action commenced under this section and an appeal from an action commenced under this section shall be assigned for hearing and trial or for argument at the earliest practicable date and expedited in every way.\n\n(6) If the requesting person prevails in an action commenced under this section by receiving a reduction of 50% or more of the total fee, the court may, in its discretion, award all or an appropriate portion of reasonable attorneys' fees, costs, and disbursements. The award shall be assessed against the public body liable for damages under subsection (7).\n\n(7) If the court determines in an action commenced under this section that the public body has arbitrarily and capriciously violated this act by charging an excessive fee, the court shall order the public body to pay a civil fine of $500.00, which shall be deposited in the general fund of the state treasury. The court may also award, in addition to any actual or compensatory damages, punitive damages in the amount of $500.00 to the person seeking the fee reduction. The fine and any damages shall not be assessed against an individual, but shall be assessed against the next succeeding public body that is not an individual and that kept or maintained the public record as part of its public function.\n\n(8) As used in this section, \"fee\" means the total fee or any component of the total fee calculated under section 4, including any deposit.\n\nHistory: Add. 2014, Act 563, Eff. July 1, 2015"} | ac514d3862e1ec45a849e24ae2d147fa2118e8df-8 | 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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://www.michigantownships.org/downloads/temporary_extensions_to_foia_deadlines_mta_april_8_2020.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"(2) Within 10 business days after receiving a written appeal pursuant to subsection (1)(a), the head of a public body shall do 1 of the following:\n\n(a) Reverse the disclosure denial.\n\n(b) Issue a written notice to the requesting person upholding the disclosure denial.\n\n(c) Reverse the disclosure denial in part and issue a written notice to the requesting person upholding the disclosure denial in part.\n\n(d) Under unusual circumstances, issue a notice extending for not more than 10 business days the period during which the head of the public body shall respond to the written appeal. The head of a public body shall not issue more than 1 notice of extension for a particular written appeal.\n\n(3) A board or commission that is the head of a public body is not considered to have received a written appeal under subsection (2) until the first regularly scheduled meeting of that board or commission following submission of the written appeal under subsection (1)(a). If the head of the public body fails to respond to a written appeal pursuant to subsection (2), or if the head of the public body upholds all or a portion of the disclosure denial that is the subject of the written appeal, the requesting person may seek judicial review of the nondisclosure by commencing a civil action under subsection (1)(b).\n\n(4) In an action commenced under subsection (1)(b), a court that determines a public record is not exempt from disclosure shall order the public body to cease withholding or to produce all or a portion of a public record wrongfully withheld, regardless of the location of the public record. Venue for an action against a local public body is proper in the circuit court for the county in which the public record or an office of the public body is located has venue over the action. The court shall determine the matter de novo and the burden is on the public body to sustain its denial. The court, on its own motion, may view the public record in controversy in private before reaching a decision. Failure to comply with an order of the court may be punished as contempt of court.\n\n(5) An action commenced under this section and an appeal from an action commenced under this section shall be assigned for hearing and trial or for argument at the earliest practicable date and expedited in every way.\n\n(6) If a person asserting the right to inspect, copy, or receive a copy of all or a portion of a public record prevails in an action commenced under this section, the court shall award reasonable attorneys' fees, costs, and disbursements. If the person or public body prevails in part, the court may, in its discretion, award all or an appropriate portion of reasonable attorneys' fees, costs, and disbursements. The award shall be assessed against the public body liable for damages under subsection (7).\n\n(7) If the court determines in an action commenced under this section that the public body has arbitrarily and capriciously violated this act by refusal or delay in disclosing or providing copies of a public record, the court shall order the public body to pay a civil fine of $1,000.00, which shall be deposited into the general fund of the state treasury. The court shall award, in addition to any actual or compensatory damages, punitive damages in the amount of $1,000.00 to the person seeking the right to inspect or receive a copy of a public record. The damages shall not be assessed against an individual, but shall be assessed against the next succeeding public body that is not an individual and that kept or maintained the public record as part of its public function.\n\nHistory: 1976, Act 442, Eff. Apr. 13, 1977; -- Am. 1978, Act 329, Imd. Eff. July 11, 1978; -- Am. 1996, Act 553, Eff. Mar. 31, 1997; -- Am. 2014, Act 563, Eff. July 1, 2015"} | ac514d3862e1ec45a849e24ae2d147fa2118e8df-6 | 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.iariw.org/papers/2014/BobbioAbstract.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"also test the sensitivity of capital services to alternative assumptions on the rate of return (exogenous versus endogenous) and we compare capital services with capital stock measures. The goal is twofold: to shed light on some puzzles of the Italian economy as described by current national accounts data (e.g. high capital-labor ratio compared to similar countries); to check to what extent different National account practices across countries might hinder the international comparability of net national income and of wealth and productivity measures.\n\nIn the reminder we limit the discussion to the effect of using the information on service lives obtained from the new dataset. On the basis of the new evidence on service lives, the net capital stock of OM&E in 2011 appears to be overestimated by 19.3%. The finding indicates that the statistic is highly sensitive to differences in service lives. It also suggests that the fact that Italy has a high capital-labor ratio compared to similar countries may be partly due to a positive bias in the estimation of the net capital stock. Also, the net capital stock of OM&E would exhibit stronger pro-cyclicality. As to the recessionary period 2008-2011, we calculate that the stock could have dropped by 0.8%, instead of increasing by 1.2% as currently measured in national accounts.\n\nThe downward revision of service lives may also temper the long run dynamics of capital stock estimates, if gross fixed capital formation shifts over time towards sectors affected by a more significant revision, such as for Services in Italy. The conjecture is supported by our results, but the magnitude of the effect is small, on average -0.2 percentage points for the annual growth rate of net capital of OM&E between 1990 and 2010 (-4.2 percentage points overall).\n\nThe survey provides evidence that service lives have been declining over time, which also would imply a systematically weaker dynamics of capital stock measures, and a higher TFP growth. With regard to Italy, service lives where set by Istat in the early 90s relying on “expert advice” and revised in 2002 for Hardware and Communication equipment. We assume that such values were correct then and that service lives have been gradually falling to the level detected by the survey between 2005 and 2010 for discarded and newly purchased goods. The simulated rise of the net capital stock of OM&E is 35.2% from 1990 to 2010, 20.6 percentage point less than when leaving service lives constant at their 1990 level, as assumed by Istat. The annual growth rate of capital services of OM&E decreases from 2.3 to 1.6%, amounting to a cumulated 19.1 percentage point difference. Aggregate TFP growth is 4.7 percentage points higher. As to the recessionary period 2008-2011, the overall growth of capital services is reduced from 4.0 to 1.0%, implying an upward revision of TFP growth of 0.6 percentage points."} | cd23c2d9ad0c8cfc7ac815c8d0e37a5966ffc353-2 | 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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.iariw.org/papers/2014/BobbioAbstract.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Abstract for “New Evidence on Service Lives of Capital Goods in Italy: Implications for Capital Stock Measurement and TFP Growth”\n\nEmmanuele Bobbio (Bank of Italy) \nMassimiliano Iommi (Italian National Institute of Statistics) \nRaffaele Tartaglia-Polcini (Bank of Italy)\n\nIn this paper we present results from a new survey on service lives of Other Machinery and Equipment (OM&E) in Italy that was conducted in 2011 by the Bank of Italy in collaboration with the Italian National statistical institute (Istat). We use newly estimated service lives to calculate the Italian net capital stock and consumption of fixed capital, as well as the productive capital stock and related capital services of OM&E in the non-farm business sector, both at the aggregate and industry level. We then explore the sensitivity of such measures with respect to changes in assumptions commonly employed by NSI concerning the length of service lives and their dynamics over time, retirement patterns, the depreciation profile and the rate of return of capital. Overall results indicate that precise and timely measurement of service lives is important to determine the level and the dynamics of the capital measures considered.\n\nThe survey was administered to a sample of 465 firms, including 85 producers of capital goods. It covers 24 asset categories (4-digit CPA) of the OM&E aggregate (the 24 categories represent 91% of expenditure on OM&E between 2000 and 2011 in Italy). For each category, respondents were asked to report the service life of the most significant assets that were discarded and/or exported between 2005 and 2010 and the expected service life of the most significant assets that were purchased over the same period; in addition, they were requested to express a qualitative judgement on the asset service life perceived change over the previous 10 years.\n\nOur analysis is based on the responses for 1,710 assets provided by the 359 user firms that participated in the survey. We aggregate this information in four asset categories (Hardware, Communication equipment, Furniture and Residual OM&E) and four sectors of destination (Services, Manufacturing, Construction and Other industries). In the Italian national accounts Istat uses the same service life across sectors. Our estimates are lower and vary across the four sectors considered. For example, we find the service life for (discarded) Residual OM&E to be 15.4 years in manufacturing and 9.1 years in services, instead of 18.0 years for all sectors.\n\nAssuming that the variability across firms approximates the variability over time, we use discard data to test for alternative parameterizations of the retirement distribution and find the log-normal and the Weibull to deliver the best fit. Finally, the analysis of the data supports the hypothesis that service lives have been declining over time: estimates for discarded assets tend to be larger than those for purchased assets. Also, the qualitative responses indicate that firms overall perceive a shortening of service lives over time.\n\nIn the second part of the paper we run sensitivity analysis with regard to service lives (including constant versus time varying service lives), retirement patterns, age-efficiency and age-price profiles (hyperbolic age efficiency profile combined with linear age-price profile versus geometric model); we"} | cd23c2d9ad0c8cfc7ac815c8d0e37a5966ffc353-1 | 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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.umontpellier.fr/wp-content/uploads/2022/07/2022-07-04-10-deliberation-ca-um-fondation-um-convention-mecenat-chambre-departementale-huissiers-justice-herault-chaire-sapientia.pdf | 1 | {"primary_language":"fr","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Délibération n°2022-07-04-10\n\nLe Conseil d'Administration de l'Université de Montpellier, dans sa séance du 4 juillet 2022, sous la présidence de M. Philippe AUGÉ, Président de l'Université de Montpellier,\n\nVu le Code de l'Éducation, et notamment, l'article L 719-12, dans sa rédaction issue de la Loi n°2007-1199 du 10 Août 2007 sur les Libertés et Responsabilités des Universités, et l'article D 711-1,\nVu la loi n° 87-571 du 23 juillet 1987 modifiée sur le développement du mécénat,\nVu le décret n°2008-326 du 7 juillet 2008, relatif aux règles générales de fonctionnement des Fondations universitaires,\nVu le décret n°2008-618 du 28 juin 2008, relatif au budget et au régime financier des établissements publics à caractère scientifique, culturel et professionnel bénéficiant des responsabilités et compétences élargies,\nVu la délibération de la modification des statuts de la Fondation Universitaire de Montpellier en date du 17 novembre 2015,\nVu la décision n°2022-138-UM portant délégation de signature du président de l'Université de Montpellier à Monsieur Nicolas GIRAUDEAU, président de la Fondation Université de Montpellier du 21 décembre 2021,\nSur les avis favorables de l'Université de Montpellier,\n\na délibéré :\n\nObjet : **Approbation de la convention de mécénat entre la Chambre Départementale des Huissiers de Justice de l'Hérault et l'Université de Montpellier au profit de la Chaire Sapientia de la Fondation Université de Montpellier.**\n\nAprès s'être assuré du quorum, le Président indique que la Chambre Départementale des Huissiers de Justice de l'Hérault souhaite apporter son soutien aux formations préparant au concours de Commissaire de justice en effectuant une action de mécénat prenant la forme d'un versement de 2000 euros (deux mille euros), au profit de la Chaire Sapientia portée par la Fondation Université de Montpellier.\n\nLa convention a pour objet de définir les modalités de mise en œuvre du mécénat que la Chambre Départementale des Huissiers de Justice de l'Hérault souhaite réaliser au profit de la Chaire Sapientia.\n\nLe versement réalisé par la Chambre Départementale des Huissiers de Justice de l'Hérault sera affecté à la chaire Sapientia (Bourse Commissaire de justice). La Fondation s'engage à ce que la somme versée par la Chambre Départementale des Huissiers de Justice de l'Hérault soit utilisée exclusivement au financement des actions prévues par la convention.\n\nSuite à la présentation et aux débats qui s'en sont suivis, le Président de l'Université de Montpellier demande aux membres de se prononcer.\n\n**Résultat du vote :**\n- Membres en exercice : 36\n- Membres présents et représentés : 25\n- Membres n'ayant pas pris part au vote : 0\n- Suffrages valablement exprimés : 25\n- Pour : 25\n- Contre : 0\n- Abstention : 0\n\n**Ce projet de convention est approuvé à l'unanimité des membres du Conseil d'Administration.**\n\nPour extrait certifié conforme,\nFait à Montpellier, le 5 juillet 2022.\n\nLe Président de l'Université de Montpellier,\n\n[Signature]\n\nPhilippe AUGÉ\n\nClassée au recueil des délibérations sous la référence : 2022-07-04-10-délibération-ca-um-fondation-um-convention-mecenat-chambre-departementale-huissiers-justice-herault-chaire-sapientia.\n\nTransmise à la Rectrice le : **27 JUIL. 2022**\n\nModalités de recours contre la présente délibération :\nEn application de l'article R.421-1 du code de justice administrative, le Tribunal administratif peut être saisi par voie de recours formé contre la présente délibération, et ce dans les deux mois à partir du jour de sa publication et de sa transmission au Recteur, en cas de délibération à caractère réglementaire."} | aa859c8648d191f7ac2323fe4ec104e9dbbe7efa-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.ined.fr/fichier/s_rubrique/18999/pop_et_soc_francais_13.fr.pdf | 2 | {"primary_language":"fr","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"On constate, dès ce moment, trois choses : une corrélation entre l’âge et l’orientation, le caractère cumulatif du retard scolaire et l’impact puissant des conditions géographico-socioculturelles sur ce retard (dans l’échantillon, l’âge moyen d’une classe de C.M.2 passe de 11,9 ans en région parisienne à 12,2 ans en zone rurale ; les enfants d’ouvriers de Paris entrent en 6ᵉ à 11,8 ans et ceux des cadres supérieurs et professions libérales, à 11,3 ans).\n\nLes facteurs géographiques et sociaux interviennent donc dans cette première orientation vers la 6ᵉ (1), mais la réussite scolaire exprimée par l’âge, l’hérédité et le milieu culturel constitue un élément déterminant ; en effet, ce n’est pas seulement une affaire de revenus familiaux, un fils d’instituteur a autant de probabilité d’accéder à la 6ᵉ qu’un enfant de gros commerçant ou d’industriel et ce sont les fils ou les filles des professions libérales qui ont les plus fortes probabilités d’accès aux études les longues.\n\nÀ quelle allure ont cheminé ces 55% ayant accès au second degré ? Certains auront pris un retard d’un an, d’autres de deux ans, et ce retard croît avec le temps : en 1963-64, 11,5% de la promotion du C.M.2 ont perdu un an ; ensuite la proportion des élèves en retard en 1964-65 atteint 20,6%, l’année d’après 23,6% et en 1966-67, 26,7%. Les délais sont un peu plus importants dans le circuit C.E.G. qu’au lycée.\n\nC’est ainsi que, compte tenu des abandons en cours d’études, s’explique le fait qu’un tiers seulement des élèves entrés en 6ᵉ en septembre 1962, atteint la seconde quatre ans plus tard.\n\nCes retards entraînent une élévation constante de l’âge moyen des classes ; les chiffres procurés par cette enquête longitudinale sont confirmés par ceux fournis par le Ministère de l’Éducation Nationale sur les âges par classes scolaires (voir tableau page 3). Il ressort de ces indications qu’en 1965-66, déjà 20,9% de la génération entrant dans l’enseignement primaire (cours préparatoire) avait au moins une année de retard ; en 6ᵉ, 48,0% et en classe de seconde 66,1% des lycéens étaient attardés.\n\nSept ans plus tôt, en prenant les mêmes critères d’âge, le retard en cours préparatoire touchait 24,1% des jeunes enfants, en 6ᵉ 41,9% et en seconde 63,6%.\n\nL’augmentation du retard scolaire en cours d’études n’est pas, en fait, nouvelle, c’est un phénomène automatique dès qu’on a affaire à un enseignement qui permet les redoublements. On peut toutefois se demander si un enseignement suivi « normalement » par un tiers seulement des élèves est bien adapté à son objet. Ce qui est plus inquiétant, c’est que le retard paraît s’accroître avec le temps et qu’il concerne une fraction de plus en plus importante des enfants du fait de l’augmentation, bonne en soi, du taux d’entrée en 6ᵉ (1). Ce sentiment d’être en retard qui est maintenant le lot de la majorité des enfants les prépare mal à leur vie d’homme.\n\nL’enquête de l’I.N.E.D. fournit un autre renseignement, d’ailleurs corrélatif du redoublement des classes, il s’agit des abandons dont le taux s’élève régulièrement : 6,8% en 6ᵉ, 7,3% en 5ᵉ, 8,1% en 4ᵉ et 11,3% en 3ᵉ.\n\nQu’advient-il des enfants qui n’effectuent pas le circuit lycéen jusqu’à la seconde ? Si l’on photographie en septembre 1962 la promotion qui vient de quitter le C.M.2, puis en septembre 1964, puis en septembre 1966, il apparaît que sur la promotion de départ, 2,1% des enfants ont été mis au travail en 1962, 19,4% en 1964, et 33,2% en 1966, dans les plus mauvaises conditions puisque 28% l’ont été sans aucune formation professionnelle préalable.\n\nEnfin, 22,2% de la promotion initiale se trouvent dans l’enseignement professionnel court, en 1966, mais 13,5% y ont également un retard de un à deux ans sur une scolarité normale.\n\nL’effet du milieu résidentiel et socio-professionnel est marqué : pour l’ensemble des élèves entrés en 6ᵉ, 28% des Parisiens arrivent « à l’heure » en seconde, 13% des ruraux, la moitié des enfants de cadres supérieurs et professions libérales atteignent la seconde en quatre ans contre 6% pour les enfants de salariés agricoles et 63% pour ceux d’ouvriers ; s’agit-il là de l’effet d’une sélection au départ ou d’une application d’autant plus grande chez l’enfant qu’il est issu d’un milieu plus modeste ?\n\nL’effet d’âge sur les destinées des jeunes est considérable. En 1962, la promotion s’étageait principalement sur 4 générations et si 46,0% avaient plus de 13 ans révolus, 6,9% avaient moins de 10 ans. Or, quatre ans plus tard, le taux de scolarisation des plus vieux aux plus jeunes s’échelonne de 3,6% à 99% ; se retrouvent en seconde, moins de 1% de ceux de plus de 13 ans et 41% de ceux qui n’avaient pas 10 ans.\n\nCette enquête a montré la validité des jugements portés à l’origine par les maîtres, en classes C.M.2, sur la réussite scolaire de leurs élèves : parmi ceux notés, en 1962, « excellente réussite », 93% étaient encore scolarisés en 1966 dont 59% en seconde. En revanche, le groupe « mauvaise réussite » ne comportait que 25% de scolarisés et 0,2% en seconde. Ceci infirme, statistiquement, l’idée très répandue sur les « révélations » d’élèves au cours de l’adolescence, bien que les cas d’espèces ne puissent être exclus. L’enquête fait apparaître\n\n---\n\n(1) 55% de l’échantillon en moyenne, entrent en 6ᵉ ; le taux s’élève de 72% en région parisienne à 42% en zone rurale, de 94% pour les enfants des cadres supérieurs à 32% pour ceux des salariés agricoles.\n\n(1) 55% en 1962 et 66% en 1968."} | a35de3f3c40bb271966215e1bd11a9eae7843972-2 | 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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.ined.fr/fichier/s_rubrique/18999/pop_et_soc_francais_13.fr.pdf | 3 | {"primary_language":"fr","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"à ce propos des « bavures » dues à des motifs familiaux ou sociaux : alors que 7% des « excellents » ne sont plus scolarisés en 1966, 5% des « mauvais » stagnent encore en 4e et en 3e.\n\nMalgré ces accidents, le classement des élèves, selon la combinaison de l’âge au départ et du degré de réussite scolaire s’établit pendant les quatre années ultérieures avec rigueur et constance ; si le retard initial s’aggrave parmi les plus de 13 ans en C.M.2, même notés excellents — aucun n’est en seconde — tous les moins de 10 ans sont encore scolarisés et 67%\n\nse trouvent en seconde ; l’âge en fonction des résultats donne donc une bonne indication sur l’avenir scolaire, c’est là un signe essentiel des aptitudes.\n\nOn en vient ainsi à se demander s’il ne vaudrait pas mieux envisager, pour éviter cette déperdition sur le parcours, un enseignement comportant, comme par exemple aux Etats-Unis, très peu de redoublement grâce à un système de classes adaptées aux capacités ce qui permettrait d’ailleurs aux plus doués d’avancer à leur rythme.\n\nP. LONGONE.\n\n---\n\nQUELQUES CHIFFRES\n\nPromotion scolaire 1965-66\n\n| | Cours préparatoire | Sixième | Quatrième | Seconde |\n|----------------------|--------------------|---------|-----------|---------|\n| Age normal | 6 ans | 11 ans | 13 ans | 15 ans |\n| Nombre d’élèves | 1 111 359 | 572 661 | 428 611 | 295 284 |\n| En avance | 11,9% | 8,9% | 7,3% | 6,6% |\n| Age normal | 67,2% | 42,2% | 33,3% | 27,3% |\n| Un an de retard | 15,1% | 38,1% | 39,6% | 37,8% |\n| Deux ans de retard | 5,8% | 10,7% | 19,8% | 28,3% |\n\n100,0%, 100,0%, 100,0%, 100,0%\n\nSources : Tableaux de l’éducation nationale, édition 1967. I.P.N.\nOn a pris en compte l’âge au 1er janvier de l’année scolaire en cours (1-1-66) pour obtenir la répartition ci-dessus des effectifs des 4 classes considérées.\n\n---\n\nSANTE ET POPULATION\n\nLa mortalité maternelle\n\nRelèvent de la mortalité maternelle, les décès qui interviennent du fait de la grossesse, de l’accouchement, et des suites de celui-ci. Il s’agit d’une létalité consécutive à des infections, aux hémorragies, à la toxémie, à certains avortements et à diverses autres complications de la grossesse et de l’accouchement.\n\nSi, désormais, l’importance statistique de ces décès est minime (0,32 pour 1 000 naissances vivantes, en 1965, pour la France) et en chiffres absolus 269 en 1967, ils ont représenté un véritable fléau autrefois (2 à 3% des naissances au XVIIIe siècle) et ils demeurent, humainement et socialement, très douloureux étant donné qu’ils frappent des mères jeunes, quelquefois déjà mères de famille ; en outre, si ce taux de 0,32 pour 1 000 naissances est apparemment faible, il n’est plus\n\ndu tout négligeable lorsqu’on le calcule par rapport à la mortalité féminine totale des groupes d’âges concernés ; ainsi, dans la période 1953-1958, la mortalité maternelle a représenté 7% de la mortalité féminine totale entre 20 et 24 ans et 7,8% dans le groupe 25 à 29 ans.\n\n« Autrefois un fléau ».\n\nLa démographie historique nous apprend qu’autrefois lorsque cette mortalité maternelle faisait de grands ravages, c’est en France qu’elle était la plus faible, en particulier au XVIIe siècle et au début du XIXe siècle. Néanmoins 2% des premières naissances entraînaient le décès de la mère.\n\nA la fin du XVIIe siècle, Louis XIV supprime le monopole des accouchements, détenu jusque là par les matrones et confie l’accouchement en Milieu de Lavallière à un chirurgien réputé : Mauriceau. Dès 1668, Mauriceau publie un traité d’obstétrique qui mit la France très en avance dans l’art\ndes accouchements ; il surgit une pléiade de grands accoucheurs et sages-femmes.\n\nVers 1760, l’initiative d’un ministre physiorate, Henri Jean-Baptiste Bertin (1720-1792) qui créa en province des écoles de sages-femmes ne contribua pas peu à l’avance que prit en Europe, l’obstétrique française.\n\nSigmund Peller, qui a étudié l’histoire démographique des familles régnares européennes de 1500 à 1850 (sur 2 850 femmes), montre que, dans cet échantillon pourtant socialement privilégié, la mortalité maternelle, limitée aux deux premiers mois suivant l’accouchement, s’élevait aux XVIIe et XVIIIe siècles à 1,97% des naissances, au XVIIIe à 2,01% et de 1800 à 1850 à 1,88% ; ce n’est que dans la seconde moitié du XIXe qu’elle baissait sensiblement : 1,47% Toujours dans ce même milieu, 27% des décès de femmes fécondes avant 50 ans, étaient dus à la mortalité maternelle au XVIIe, XVIIIe et XVIIIe siècles et 33% au XIXe.\n\nLa loi du 19 ventôse an XI (10 mars 1803) interdit la pratique des accouchements aux femmes non munies d’un diplôme de sage-femme, délivré après deux ans d’études, six mois de stage dans un hospice, et un examen. L’enseignement à Paris est organisé sous la direction du Baudelocque. L’usage (fin du XVIIIe siècle) de fer séguin diminue beaucoup la mortalité maternelle par hémorragie.\n\nCe n’est vraiment que dans la deuxième partie du XIXe siècle, notamment grâce aux travaux de Semmelweiss sur l’étiologie de la fièvre puerpérale (1861), que les infections à l’occasion des accouchements, diminuant fortement, la mortalité maternelle baissa."} | a35de3f3c40bb271966215e1bd11a9eae7843972-3 | 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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.ined.fr/fichier/s_rubrique/18999/pop_et_soc_francais_13.fr.pdf | 1 | {"primary_language":"fr","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Cadence scolaire et rythme humain\n\nIl est relativement aisé de conceptualiser un échafaudage d’enseignement et de formation le mieux adapté aux besoins de l’homme et de la société. La multitude des projets élaborés de tous côtés depuis dix ans le prouve. En revanche, rien ne serait plus précieux que de pouvoir suivre, sur le terrain, année par année, le cheminement scolaire d’une génération ; mais quelle patience et quelles difficultés !\n\nOr, il se trouve que la section de psycho-sociologie de l’I.N.E.D., en accord avec le Ministère de l’Education Nationale et avec son appui comme avec celui du Secrétariat général de l’enseignement catholique, a entrepris cette tâche.\n\nAu départ, la promotion scolaire qui se trouvait en 1961-62 en cours moyen 2e année (C.M.2) ou en 7e : un échantillon de plus de 21 000 enfants, bien représentatif des 934 000 filles et garçons alors dans ces classes, fut tiré de cette promotion et ses caractéristiques mises sur fiches et analysées.\n\nDepuis, tous les deux ans, grâce à la collaboration des chefs d’établissements des enseignements public et privé et des familles pour les adolescents mis au travail, cet échantillon a été suivi dans ses errances jusqu’à l’année scolaire 1966-67, c’est-à-dire l’entrée en seconde, pour les élèves ayant réussi sans accident le premier cycle du second degré (1) ; l’échantillon continue d’ailleurs à être observé, des éléments de tête entrant en classes terminales en septembre 1968.\n\nLes enseignements à tirer de cette enquête sont considérables : retard scolaire qui va s’aggravant d’année en année, imprégnation d’un fort pourcentage de jeunes aux tâches d’actif, énorme éventail de la réussite scolaire, rôle important des facteurs socio-culturels dans cette réussite apparaissent derrière les chiffres. La pêche est si fructueuse que l’on ne peut, dans un article, que s’attarder sur un seul thème (1) ; nous avons choisi celui du rythme scolaire, nous réservant de revenir une autre fois sur l’impréparation professionnelle totale de plus d’un quart de l’effectif mis au travail.\n\nSur les 21 000 enfants observés en septembre 1962, tout près de 20% avaient dû redoubler le C.M.2. Le reste de l’échantillon, quelque 17 000 enfants, se répartit entre les classes terminales de l’enseignement primaire (42%), la population active et des classes de rattrapage (3%) et les classes de 6e de C.E.G. ou de lycée (55%).\n\nSur ces 55% des 17 000 enfants restants, on en retrouve un tiers (18%) entrés en seconde en octobre 1966, ayant donc suivi normalement en quatre ans le parcours de la 6e à la seconde.\n\nMais le retard scolaire pris en route était déjà manifeste en C.M.2. Théoriquement, puisque l’école est obligatoire à 6 ans, cette classe correspond à des enfants de 10 à 11 ans ; déjà les élèves de 13 ans révolus et plus représentaient 15,8% de l’effectif total ; si l’école primaire avait donc pris deux années scolaires de retard ; d’ailleurs, la grande majorité de ces retardataires reste en classe de fin d’études à l’école primaire ou va dans des classes de rattrapage ou enfin entre dans la population active.\n\n(1) Les résultats complets de l’enquête de MM. Girard et Bastide sont publiés dans les numéros de février et d’avril 1969 de Population, la revue de l’I.N.E.D."} | a35de3f3c40bb271966215e1bd11a9eae7843972-1 | 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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://seclab.cs.ucdavis.edu/projects/history/CD-1/ande72.pdf | 85 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"This would be the case if only one user at a time were permitted to gain access to an object. However, in the multiple user environment, a given object could be in use by a large number of users, perhaps with different access privileges. In general, this case is handled within the same framework as for the single user; since each user's process is represented by a descriptor table (segment) unique to that user, the descriptor referring to such an object can have the access control information set to the appropriate value for that user. The actual checking on access type is accomplished on modern systems in hardware as a descriptor is referenced. Within this general framework, a number of secondary problems emerge. Graham[3] treats protection as a disjoint series of rings, and discusses the problems of changing control from one protection level (viewed as concentric circles or rings) to another in a safe manner. To provide protection in both a downward (from a superior routine to an inferior routine) as well as an upward direction, he proposes a model that augments the descriptor for a segment with ring bounds that permits free access as long as the element being transferred to is within the bounds but invokes special software whenever the bounds are exceeded in either direction. In general, the special software validates the address being referred to regardless of the direction of the reference. In this way, the mechanism protects a process from the operating system as much as the other way around.\n\nVanderbilt[4] has created a model that extends that of Graham to include cases that arise when a user sharing an object authorizes others to use the process he creates. In his model, he introduces the notion of access privileges as a function of the activation level of the process, and in effect makes copies of the descriptor segment for each activation level encountered in order to provide the precise control needed. He distinguishes the problems that arise from direct access to a shared procedure, and adopts as part of the model the policy that direct sharing of procedures is only permitted for procedures authorized to the borrower by their owner, while only indirect sharing of procedures is permitted for those procedures owned by a third party and authorized and used by an owner in constructing a procedure that is (to be) shared with others. In the latter case, a borrower can only affect indirect access to procedures borrowed by the owner of a shared procedure.\n\nModels for Hierarchical Access Control\n\nThe only available work that deals with this subject in a formal manner is that of Weissman[5]. In it the author defines security objects (files, users, terminals, and jobs) and security properties associated with the objects. The properties are Authority (a hierarchical set of security jurisdictions — classification), Categories (a mutually exclusive set of security jurisdictions — a formalism of the need-to-know policy), and Franchise (clearance).\n\nThe balance of the paper is devoted to developing a set-theoretic statement of the policy adopted in the ADEPT-50 system:\n\na) A user is granted access to the system only if he is a member of the set of users known to the system."} | 0c8f431e55703d66d313eca3a42c6307951a81d8-85 | 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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://seclab.cs.ucdavis.edu/projects/history/CD-1/ande72.pdf | 51 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"| Research Item | Development of Secure Open Use Systems | Cost Reduction in System Design | New Technology | Procurement and Production | Security Theory | Secure Operations | Certification and Recertification |\n|-----------------------------------|----------------------------------------|---------------------------------|----------------|----------------------------|----------------|------------------|----------------------------------|\n| Secure Networks | x | x | x | | | | |\n| Security Models | | x | | x | | | |\n| Security Software Engineering | | | x | | x | | |\n| Security Surveillance | x | | x | | | x | |\n| Certification Techniques | x | | | | | | x |\n| Architecture Research | x | x | x | | x | | |\n| Data Integrity and Reliability | | | | | | x | |\n| Automatic Classification | | | x | | | | x |\n| Magnetic Media | | | | | | | x |\n| Computer Aided Integrated Design | | | x | | | | x |\n\nFigure 7-1. Relationship Between Research Items and Security Problem Areas\n\noperator into taking certain actions that will violate security restrictions. At the same time such an operator's system could also form the basis of a security audit system which collects the major statistics as a mere by-product of all the information the operator's console receives. Such a system could be more computer independent than many other potential solutions to this problem. The programming of such a system could be quite independent of the particular main system that it is serving. It can be made specific to the explicit system by means of descriptor tables which are used to"} | 0c8f431e55703d66d313eca3a42c6307951a81d8-51 | 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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://seclab.cs.ucdavis.edu/projects/history/CD-1/ande72.pdf | 141 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"1. ORIGINATING ACTIVITY (Corporate author)\nJAMES P. ANDERSON COMPANY\nBOX 42\nFORT WASHINGTON, PENNA. 19034\n\n3. REPORT TITLE\nCOMPUTER SECURITY TECHNOLOGY PLANNING STUDY -- VOL II\n\n4. DESCRIPTIVE NOTES (Type of report and inclusive dates)\nFINAL REPORT FEB. — SEPT. 1972\n\n5. AUTHOR(S) (First name, middle initial, last name)\nJAMES P. ANDERSON\n\n6. REPORT DATE\nOCTOBER, 1972\n\n7a. TOTAL NO. OF PAGES\n131\n\n7b. NO. OF REFS\n4\n\n8a. CONTRACT OR GRANT NO.\nF19628-72-C-0198\n\n8b. PROJECT NO.\n6917\n\n8d. OTHER REPORT NO(S) (Any other numbers that may be assigned this report)\nESD-TR-73-51 VOL II\n\n12. SPONSORING MILITARY ACTIVITY\nELECTRONIC SYSTEMS DIVISION, AFSC\nL. G. HANSCOM FIELD\nBEDFORD, MASS. 01730\n\n13. ABSTRACT\nDETAILS OF A PLANNING STUDY FOR USAF COMPUTER SECURITY REQUIREMENTS ARE PRESENTED. A DEVELOPMENT PROGRAM TO OBTAIN A OPEN-USE MULTI-LEVEL SECURE COMPUTING CAPABILITY IS DESCRIBED. PLANS ARE ALSO PRESENTED FOR THE RELATED DEVELOPMENTS OF COMMUNICATIONS SECURITY PRODUCTS AND THE INTERIM SOLUTION TO PRESENT SECURE COMPUTING PROBLEMS. FINALLY A RESEARCH PLAN COMPLEMENTARY THE RECOMMENDED DEVELOPMENT PLAN IS ALSO INCLUDED."} | 0c8f431e55703d66d313eca3a42c6307951a81d8-141 | 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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://synapse.koreamed.org/Synapse/Data/PDFData/2016JKSR/jksr-68-427.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"marrow were performed with Gram staining and both the aerobic and anaerobic culture. Empirical intravenous antibiotics were then initiated (ceftriaxone, clindamycin, and gentamicin). All Gram stains and cultures from the aspirates were negative. The polymerase chain reaction was negative for both tuberculosis and non-tuberculous mycobacteria. Fungal cultures were negative. Even after a 2 week-course of empirical antibiotics and analgesics, the soft tissue swelling on the anterior chest wall, especially around the sternum, did not regress. A follow-up CT scan was then obtained.\n\nOn the second contrast-enhanced CT scan, the previously observed extensive gas through the pectoralis muscles had resolved. However, the enhancement of soft tissue surrounding the sternum remained without change. An incisional biopsy for the patient’s sternum and the suspicious soft tissue masses was performed. The histopathologic results were consistent with metastatic, poorly-differentiated carcinoma, most likely squamous cell carcinoma (Fig. 1C).\n\nThen, the patient underwent a work-up looking for the primary malignancy. A whole body positron emission tomography (PET)-CT scan was performed and demonstrated multiple increased uptakes suggesting bone metastases to the axial skeleton, including the spine, rib, pelvis, and skull base, especially the clivus (Fig. 1D). Pelvic nodal metastases around the prostate were also revealed. In addition, brain MRI was performed to evaluate the skull base. A metastatic mass involved the clivus, but there was no evidence of a primary tumor in the nasopharynx.\n\nOn the initial contrast-enhanced chest CT scan (Brilliance 64; Philips Medical Systems, Cleveland, OH, USA), there was a cortical disruption in the sternum, and air bubbles were also seen in the sternal marrow and retrosternal space. Gas was bilaterally spread throughout the pectoralis muscles to the axilla (Fig. 1A). The soft tissue surrounding the sternum was diffusely enhanced from the level of the 2nd costosternal junction to the 5th. Especially, at the level of the 3rd costosternal junction, lobular enhancing soft tissue masses were suspected anterior to the sternum (Fig. 1B). We suggested sternal osteomyelitis with gas gangrene. Additionally, the CT images demonstrated peripheral consolidation in both lower lobes and a minimal amount of bilateral pleural effusion, thought to be due to pneumonia. However, the whole lung evaluation using the lung window settings revealed no definable lung masses or nodules.\n\nFine needle aspirations for the pectoralis muscle and sternal marrow were performed with Gram staining and both the aerobic and anaerobic culture. Empirical intravenous antibiotics were then initiated (ceftriaxone, clindamycin, and gentamicin). All Gram stains and cultures from the aspirates were negative. The polymerase chain reaction was negative for both tuberculosis and non-tuberculous mycobacteria. Fungal cultures were negative. Even after a 2 week-course of empirical antibiotics and analgesics, the soft tissue swelling on the anterior chest wall, especially around the sternum, did not regress. A follow-up CT scan was then obtained.\n\n**Fig. 1.** A 69-year-old man who suffered from fever and pain in his anterior chest wall.\n\n**A.** Soft tissue surrounding sternum is enhanced. Sternal marrow cavity is also enhanced, and cortical disruption was evident. Gas was spread through the pectoralis muscles to the axilla, bilaterally. These findings are interpreted as sternal osteomyelitis with gas gangrene.\n\n**B.** At the level of the 3rd costosternal junction, lobular shape, hyperdense, soft tissue masses are suspected anterior to the sternum (arrow), and infiltrated into the marrow cavity of the sternum and retrosternal space.\n\n**C.** High power field (× 400) of the specimen from parasternal soft tissue contains poorly-differentiated carcinoma, most likely squamous cell carcinoma.\n\n**D.** Whole body positron emission tomography-CT demonstrates multiple bone metastasis to the axial skeleton, including the spine, rib, pelvis, and skull base, as well as intra-abdominal nodal metastasis around the prostate."} | 60bf9a2cda4bf03ef5826dfc2917e8d8f262f877-2 | 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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://synapse.koreamed.org/Synapse/Data/PDFData/2016JKSR/jksr-68-427.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Among the serum tumor markers, serum prostate specific antigen (PSA) was 17.33 ng/mL (normal < 4 ng/mL), but special staining of the specimens from the sternum and the surrounding soft tissue were all negative for PSA. Other tumor markers, including chorioembrionic antigen 19-1, were all within the normal range.\n\nThe patient refused prostate biopsy and any further evaluation. He also refused treatment except for pain control. The chest wall masses gradually enlarged, and his pain became multifocal. His condition declined, and he expired 2 months after the diagnosis due to multiple organ failure.\n\n**DISCUSSION**\n\nWhen inflammatory skin changes are associated with malignancy, these conditions are named according to the malignancy, such as inflammatory cancer, inflammatory carcinoma, and inflammatory metastasis. In our patient, the soft tissue swelling and pain of the anterior chest wall and erythematous skin with local heating sensation were due to the sternal metastasis. Moreover, cortical disruptions of sternum resulted in gas spreading through the pectoralis muscles. We assumed this condition as inflammatory metastatic carcinoma of sternum. Bachmeyer et al. (1) also described this condition as ‘inflammatory sternal metastasis’ in their report of two patients with sternal metastasis from lung adenocarcinoma. The patients had fever above 38°C and elevated ESR and CRP level, similar to our case. There was another case of inflammatory sternal metastasis from a squamous cell carcinoma reported by Thongngarm et al. (2). They reported a 44-year-old woman who presented with pain in the upper sternum and costochondral junction. At first, the patient was diagnosed with Tietze’s syndrome and was treated with the non-steroidal anti-inflammatory drugs. As palpable tenderness and mild swelling of the anterior chest wall developed, fine needle aspiration was performed. The pathology revealed squamous cell carcinoma of unknown origin. The different findings between the three previous cases (1, 2) and our case were the CT findings of air spreading through the pectoralis muscles. We first considered these lesions as gas gangrene associated with osteitis and osteomyelitis of sternum and costochondral junction. The possibility of a malignancy arose after the follow-up CT demonstrated no regression of the soft tissue enhancement despite the resolution of the intramuscular gas.\n\nAn interesting finding in the current case is that the spontaneous gas gangrene was associated with a sternal metastasis, and this is the first such association to be reported to our knowledge. Usually, gas gangrene is caused by the clostridium species such as *Clostridium perfringens* or a polymicrobial infection and associated with a contaminated penetrating muscle injury. In our case, no microbe was isolated on culture, and there was no obvious wound to suggest a route of entry. Moreover, gas gangrene is a rapidly progressive and very fatal condition involving all the muscles, subcutaneous, and skin layers, and requires urgent surgical debridement (3, 4). Our patient, though, did not show the usual deteriorating clinical course of gas gangrene.\n\nWe attempted to find the primary malignancy. The sternum is not a common site for the involvement with malignancy regardless of primary or metastatic lesion. The common malignancies of the sternum are metastatic adenocarcinoma from the breast, thyroid, kidney, gastrointestinal tract, liver, lung, and rarely, the prostate (2, 5, 6). In our patient, the bone metastases were already too extensive, as was apparent on the PET-CT scan. The only positive tumor marker was the serum PSA, but the histopathology suggested squamous cell carcinoma, not adenocarcinoma. Considering that both the prostate and breast cancer can undergo squamous transformation, we performed the special staining for PSA on the sternal tissue, which turned out to be negative. Ultimately, we could not identify the primary site of the metastatic squamous carcinoma of sternum during the patient’s life.\n\nIt is common and reasonable for physicians to consider a painful swelling of the anterior chest wall as a benign condition including infection, inflammatory arthritis, relapsing polychondritis, seronegative spondyloarthropathies, and crystalline-induced arthritis (2, 6, 7) and to develop the treatment plans accordingly. An inflammatory sternal metastasis is a rare condition reported in few reports. Here, we emphasize that the metastasis of the sternum and adjacent costochondral junction may present with inflammation. The definite diagnosis should also depend on the histopathological examination and bacteriologic studies.\n\n**REFERENCES**\n\n1. Bachmeyer C, Langman B, Kazerouni F, Charoud A, Mougeot-Martin M. Inflammatory sternal metastasis heralding"} | 60bf9a2cda4bf03ef5826dfc2917e8d8f262f877-3 | 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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://synapse.koreamed.org/Synapse/Data/PDFData/2016JKSR/jksr-68-427.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"INTRODUCTION\n\nAnterior chest wall pain and swelling associated with inflammatory symptoms may be related to the inflammatory process such as infections and arthritis (1). Occasionally, an underlying pathologic process, such as malignancy, can be missed if the symptoms clearly implicate an infection. It can lead to catastrophic results for both the patient and the clinician. Here, we report an elderly male patient initially presenting as gas gangrene in the pectoralis major muscles and osteomyelitis of the sternum and finally diagnosed as metastatic carcinoma of unknown origin of the sternum.\n\nCASE REPORT\n\nA 69-year-old man was admitted for evaluation of fever and pain in his anterior chest wall. He had visited several orthopedic clinics for the anterior chest wall pain for 3 months, but the symptoms were not improved and progressing. On admission, his body temperature was 39.8°C. The pain was centered on the anterior chest wall, especially around the sternum. The soft tissue of the anterior chest wall was swollen, and the overlying skin was mildly erythematous with local heating sensation. On palpation, severe pain with crepitus was present. The remainder of the physical examination revealed only the left-sided hemiplegia due to a previous cerebral infarction occurred 10 years ago, and he had no history of diabetes.\n\nA complete blood cell count showed a hemoglobin level of 13.0 g/dL, 21900/mm$^3$ leukocytes with 88% neutrophils and 4.4% lymphocytes, and a platelet count of 240000/mm$^3$. The erythrocyte sedimentation rate (ESR) was 121 mm at the first hour, and the C-reactive protein (CRP) was 30 mg/L (normal < 0.7)."} | 60bf9a2cda4bf03ef5826dfc2917e8d8f262f877-1 | 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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://toc.proceedings.com/11427webtoc.pdf | 15 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"### 8.2 System-Level Design Techniques for Automotive Systems\n\n**Moderators:** J. Teich, Erlangen-Nuremberg U, DE; L. Lavagno, Politecnico di Torino, IT\n\n- **Re-Engineering Cyber-Physical Control Applications for Hybrid Communication Protocols** \n D. Goswami, R. Schneider and S. Chakraborty .................................................. 914\n\n- **Precise WCET Calculation in Highly Variant Real-Time Systems** \n P. Montag and S. Altmeyer .................................................................................. 920\n\n- **Optimal Scheduling of Switched FlexRay Networks** \n T. Schenkelaars, B Vermeulen and K. Goossens ............................................... 926\n\n### 8.3 Power/Error Tradeoffs\n\n**Moderators:** L. Bai, U of Michigan, US; J. Chen, Karlsruhe Institute of Technology, DE\n\n- **On the Efficacy of NBTI Mitigation Techniques** \n T.-B. Chan, J. Sartori, P. Gupta and R. Kumar .................................................. 932\n\n- **Partitioned Cache Architectures for Reduced NBTI-Induced Aging** \n A. Calimera, M. Loghi, E. Macii and M. Poncino ............................................... 938\n\n- **Adaptive Voltage Over-Scaling for Resilient Applications** \n P.K. Krause and I. Polian .................................................................................. 944\n\n- **Design of Voltage-Scalable Meta Functions for Approximate Computing** \n D. Mohapatra, V.K. Chippa, A. Raghunathan and K. Roy ................................. 950\n\n### 8.4 Memory System Architectures\n\n**Moderators:** T. Austin, U of Michigan, US; G. Gaydadjiev, TU Delft, NL\n\n- **MLP Aware Heterogeneous Memory System** \n S. Phadke and S. Narayanasamy ...................................................................... 956\n\n- **Impact of Process Variation on Endurance Algorithms for Wear-Prone Memories** \n A.P. Ferreira, S. Bock, B. Childers, R. Melhem and D. Mosse ......................... 962\n\n- **FlexMemory: Exploiting and Managing Abundant Off-Chip Optical Bandwidth** \n Y. Wang, L. Zhang, Y. Han, H. Li and X. Li ...................................................... 968\n\n- **Scratchpad Memory Optimizations for Digital Signal Processing Applications** \n S.Z. Gilani, N.S. Kim and M. Schulte ............................................................... 974\n\n### 8.5 Testing and Designing SRAM Memories\n\n**Moderators:** S. Nassif, IBM, US; X. Wen, Kyushu Institute of Technology, JP\n\n- **Robustness Analysis of 6T SRAMs in Memory Retention Mode under PVT Variations** \n E.I. Vatajelu and J. Figueras ............................................................................. 980\n\n- **Stability Optimization of Embedded 8T SRAMs Using Word-Line Voltage Modulation** \n B. Alorda, G. Torrens, S. Bota and J. Segura .................................................. 986\n\n- **Proactive Recovery for BTI in High-Κ SRAM Cells** \n L. Li, Y. Zhang and J. Yang .............................................................................. 992"} | d4b8ea2db28be2b0d549d0429d7b5daac72734f3-15 | 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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://toc.proceedings.com/11427webtoc.pdf | 21 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"A Quantitative Analysis of Performance Benefits of 3D Die Stacking on Mobile and Embedded SoC ........................................................................................................................... 1333\nD. Kim, S. Yoo, S. Lee, J.H. Ahn and H. Jung\n\n10.8 PANEL SESSION – State of the Art Verification Methodologies in 2015 .............................. 1339\nModerator: A. Crone\nPanelists: O. Bringmann, C. Chevallaz, B. Dickman, V. Esen and M. Rohleder\n\n11.1 INTELLIGENT ENERGY MANAGEMENT – Smart Energy Utilization: From Circuits to Consumer Products\nModerator: P. Mitcheson, Imperial College, UK\nEnergy-Modulated Computing ........................................................................................................ 1340\nA. Yakovlev\n\n11.2 Architectural Innovations for Reconfigurable Computing\nModerators: D. Goehringer, Fraunhofer Institute, DE; K. Bertels, TU Delft, NL\nI²CRF: Incremental Interconnect Customization for Embedded Reconfigurable Fabrics ...................... 1346\nJ.W. Yoon, J. Lee, J. Jung, S. Park, Y. Kim, Y. Paek and D. Cho\nMARC II: A Parametrized Speculative Multi-Ported Memory Subsystem for Reconfigurable Computers ................................................................................................................................. 1352\nH. Lange, T. Wink and A. Koch\nTargeting Code Diversity with Run-Time Adjustable Issue-Slots in a Chip Multiprocessor ................... 1358\nF. Anjam, M. Nadeem and S. Wong\n\n11.3 Asynchronous Circuits and Advanced Timing Issues in Logic Synthesis\nModerators: T. Villa, Verona U, IT; P. Vivet, CEA-LETI, FR\nAn Efficient Algorithm for Multi-Domain Clock Skew Scheduling ...................................................... 1364\nY. Zhi, W.-S. Luk, H. Zhou, C. Yan, H. Zhu and X. Zeng\nA Delay-Insensitive Bus-Invert Code and Hardware Support for Robust Asynchronous Global Communication ......................................................................................................................... 1370\nM.Y. Agyekum and S.M. Nowick\nRedressing Timing Issues for Speed-Independent Circuits in Deep Submicron Age ........................... 1376\nY. Li, T. Mak and A. Yakovlev\n\n11.4 High Level Synthesis\nModerators: S. Singh, Microsoft Research, UK; P. Brisk, UC Riverside, US\nRealistic Performance-Constrained Pipelining in High-Level Synthesis .............................................. 1382\nA. Kondratyev, L. Lavagno, M. Meyer and Y. Watanabe\nOptimization of Mutually Exclusive Arithmetic Sum-of-Products ....................................................... 1388\nT. Drane and G. Constantinides\nIntermediate Representations for Controllers in Chip Generators ..................................................... 1394\nK. Kelley, M. Wachs, A. Danowitz, P. Stevenson, S. Richardson and M. Horowitz\nPower Optimization in Heterogenous Datapaths .............................................................................. 1400\nA.A. Del Barrio, S.O. Memik, M.C. Molina, J.M. Mendias and R. 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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://toc.proceedings.com/11427webtoc.pdf | 18 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Moving to Green ICT: From Stand-Alone Power-Aware IC Design to an Integrated Approach to Energy Efficient Design of Heterogeneous Electronic Systems ............................................................ 1127\nS. Rinaudo, G. Gangemi, A. Calimera, A. Macii and M. Poncino\n\n9.6 Embedded System Resource Allocation and Management\nModerators: S. Chakraborty, TU Munich, DE; A. Girault, INRIA, Rhone-Alpes, FR\nA Workflow for Runtime Adaptive Task Allocation on Heterogeneous MPSoCs ................................... 1129\nJ. Huang, A. Raabe, C. Buckl and A. Knoll\nEnergy-Efficient Scheduling of Real-Time Tasks on Cluster-Based Multicores .................................... 1135\nF. Kong, W. Yi and Q. Deng\nE-RoC: Embedded Raids-on-Chip for Low Power Distributed Dynamically Managed Reliable Memories .............................................................................................................................. 1141\nL.A.D. Bathen and N.D. Dutt\n\n9.7 EMBEDDED TUTORIAL – Sub-Wave Length Lithography and Variability Aware Test and Characterization Methods\nModerator: R. Galivanche, Intel Corporation, US\nModeling Manufacturing Process Variation for Design and Test ........................................................... 1147\nS. Kundu and A. Sreedhar\nVariability Aware Modeling for Yield Enhancement of SRAM and Logic ............................................... 1153\nM. Miranda, P. Zuber, P. Dobrovolny and P. Roussel\nCorrelating Models and Silicon for Improved Parametric Yield ............................................................. 1159\nR. Aitken, G. Yeric and D. Flynn\n\nIP4 Interactive Presentations\nEvaluating Energy Consumption of Homogeneous MPSoCs Using Spare Tiles .................................. 1164\nA.M. Amory, L.C. Ost, C.A.M. Marcon, F.G. Moraes and M.S. Lubaszewski\nImproving the Efficiency of a Hardware Transactional Memory on an NoC-Based MPSoC ................. 1168\nL. Kunz, G. Girao and F.R. Wagner\nAnalytical Model for SRAM Dynamic Write-Ability Degradation Due to Gate Oxide Breakdown .......... 1172\nV. Chandra and R. Aitken\nMulti-Level Attacks: An Emerging Security Concern for Cryptographic Hardware ............................... 1176\nS.S. Ali, R.S. Chakraborty, D. Mukhopadhyay and S. Bhunia\nA New Reversible Design of BCD Adder .............................................................................................. 1180\nH. Thapliyal and N. Ranganathan\njTLM: An Experimentation Framework for the Simulation of Transaction-Level Models of Systems-on-Chip .......................................................................................................................... 1184\nG. Funchal and M. Moy\nEnsuring Correctness of Analog Circuits in Presence of Noise and Process Variations Using Pattern Matching .............................................................................................................................. 1188\nR. Narayanan, M.H. Zaki and S. Tahar\nA Multi-Objective Decision-Theoretic Exploration Algorithm for Platform Based Design ...................... 1192\nG. Beltrame and G. 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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.yorku.ca/health/yupc/wp-content/uploads/sites/441/2024/01/Therapeutic-Presence_Dr.-Shari-Geller_2024-Flyer.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"In this training you will:\n\n- Explore an empirically validated model of therapeutic presence along with core presence practices\n- Discover the neurophysiological mechanisms of therapeutic presence\n- Learn practices and skills for attuning in the moment with clients\n- Practice self-compassion techniques to sustain emotional connection with clients and work through the barriers to presence\n- Apply presence and self-compassion skills for self-care and to prevent and alleviate burnout\n- Receive take home practices for clients, students, trainees and for yourself\n\nDr. Shari Geller is an author, clinical psychologist, and certified Mindful Self-Compassion (MSC) teacher, offering training modules in therapeutic presence internationally as part of a longer-term vision of having presence be a foundational training across psychotherapy approaches. Shari co-authored the book, *Therapeutic Presence: A Mindful Approach to Effective Therapeutic Relationships – 2nd Edition (2022)* with Dr. Leslie Greenberg. Shari’s book: *A Practical Guide For Cultivating Therapeutic Presence (2017)*, offers hands on tools and guidance for cultivating and strengthening presence in therapy. Shari is a co-editor on a new book: *Self-Compassion in Psychotherapy: A Clinical Handbook* (manuscript in preparation).\n\nShari is the co-director of the Centre for MindBody Health, in Toronto, where she offers training, supervision and therapy in Emotion-Focused therapy (EFT) and Mindfulness and Self-Compassion modalities for individuals and couples. She is a therapist, supervisor, and trainer in Emotion Focused Therapy (EFT) and a certified Mindful Self-Compassion Teacher (MSC). Shari is part of the core faculty of the Self-Compassion in Psychotherapy (SCIP) certificate program and is Membership and Networking Committee Chair for the International Society for Emotion Focused Therapy (isEFT).\n\nwww.sharigeller.ca www.cmbh.space\n\n**Fees:** $300 ($250 for full-time graduate students and York faculty/staff, $225 for full-time York University graduate students)"} | 3197e8fd82129b329702a4c894069c4a8bf5fb9b-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.yorku.ca/health/yupc/wp-content/uploads/sites/441/2024/01/Therapeutic-Presence_Dr.-Shari-Geller_2024-Flyer.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Therapeutic Presence and Self-Compassion: \nBoosting Your Foundation for a Strong Alliance and Effective Therapy\n\nDates: May 9th & 10th, 2024 (9:00am - 12:30pm)\nTrainer: Dr. Shari Geller, Ph.D., C. Psych\n\nTherapeutic presence (TP) and self-compassion (SC) are essential factors in effective therapeutic and clinical relationships. Therapeutic presence is a way of being that optimizes the doing and techniques of therapy. Growing research is demonstrating therapeutic presence as a common factor to a strong therapeutic alliance and outcome. Presence provides clients with a sense of safety, allowing them to be seen, heard, understood, and “feel felt,” while also strengthening the therapeutic relationship so they can engage in effective therapeutic work. TP invites therapists to balance presence and compassion within themselves and with clients, ensuring they remain centered and effective even in the face of difficult emotions. This type of relationship helps regulate clients' emotions and supports their movement towards emotional health and neurophysiological integration. Practicing TP also sustains clinicians' vitality, connection, and effectiveness.\n\nSelf-compassion is also a key resource for clinicians, allowing them to work through the challenges and barriers to being fully present and attuned. Research shows that SC is strongly associated with therapists’ emotional well-being and balance, and more fulfilling relationships. Together, therapeutic presence and self-compassion are powerful resources for counsellors to maintain emotional balance in the midst of challenging clinical work, to enjoy their work and their clients more fully, and to prevent caregiver fatigue and burn-out.\n\nIn this two-part training, we will explore an empirically validated model of TP and how to create safety using neurophysiological principles based on concepts such as co-regulation and neuroception of safety stemming from Polyvagal Theory (Geller & Porges, 2014). We will also explore working with barriers to presence with self-compassion. We will incorporate core, evidenced-based presence practices from Dr. Geller’s books, ‘A Practical Guide for Cultivating Therapeutic Presence’ and ‘Therapeutic Presence: A Mindful Approach to Effective Therapeutic Relationships (co-authored with Dr. Leslie Greenberg). The workshop will weave didactic learning with experiential presence, mindfulness, and self-compassion practices, with techniques offered for cultivating presence during therapy and in life for clinicians, students, and clients."} | 3197e8fd82129b329702a4c894069c4a8bf5fb9b-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://com-radiology.sites.medinfo.ufl.edu/files/2015/12/Arthrography-wrist-and-elbow.pdf | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"most frequently due to repetitive valgus impaction injury of the radial head and developing ossification center of the capitellum during the late-cocking phase of pitching.\\(^{38}\\) The pathogenesis of OCD is believed to be secondary to compromised vascular supply to the capitellum, resulting in osteochondral fragmentation and eventually, instability.\\(^{26,38}\\) Arthrography plays a key role in determining the treatment pathway for these patients. Osteochondral injuries are visualized as irregularities along the articular surface, which fill in with intra-articular contrast.\\(^{5,38}\\) Osteochondral instability is demonstrated by the insinuation of contrast between the fragment and underlying bone; these patients invariably require surgical repair with either pinning or excision of the osteochondral fragment. Intra-articular bodies may be present in advanced cases, and their detection is greatly improved with MR arthrography over conventional MR imaging, especially when the bodies are incompletely ossified (Fig. 17).\\(^{5,28,39}\\)\n\n**SUMMARY**\n\nIn conclusion, MR arthrography of the wrist and elbow is useful for detecting a variety of intra-articular pathologies, and has proven to be more sensitive and specific than conventional MR imaging. MR dictations should address whether intrinsic ligament tears of the wrist are partial-thickness or full-thickness, and involve the dorsal, membranous, and/or volar components of the ligaments. With regard to the elbow soft tissue pathology, partial-thickness tears of the anterior band of the UCL in overhead-throwing athletes are well evaluated with MR arthrography. The “T sign” should be sought by the radiologist in cases of partial tearing at the attachment of ligament onto the sublime tubercle. Repetitive valgus elbow stress and rapid elbow extension during the late stages of throwing may result in olecranon stress fracture, with propagation from a structural weak point in the trochlear groove. And finally, MR arthrography is helpful in staging OCD of the capitellum, caused by repetitive valgus impaction injury in adolescent or young adult baseball pitchers.\n\n**REFERENCES**\n\n1. Bancroft LW. Wrist injuries: a comparison between high- and low-impact sports. Radiol Clin North Am 2013;51(2):299–311.\n2. Watanabe A, Souza F, Vezeridis PS, et al. Ulnar-sided wrist pain. II. Clinical imaging and treatment. Skeletal Radiol 2010;39(9):837–57.\n3. Choudur HN, Ellins ML. Ultrasound-guided gadolinium joint injections for magnetic resonance arthrography. J Clin Ultrasound 2011;39(1):6–11.\n4. Medverd JR, Pugsley JM, Harley JD, et al. Lateral approach for radiocarpal wrist arthrography. AJR Am J Roentgenol 2011;196(1):W58–60.\n5. Delport AG, Zoga AC. MR and CT arthrography of the elbow. Semin Musculoskelet Radiol 2012;16(1):15–26.\n6. DeFilippo M, Pogliacomi F, Bertellini A, et al. MDCT arthrography of the wrist: diagnostic accuracy and indications. Eur J Radiol 2010;74:221–5.\n7. Daley EL, Bajaj S, Bisson LJ, et al. Improving injection accuracy of the elbow, knee, and shoulder: does injection site and imaging make a difference? A systematic review. Am J Sports Med 2011;39(3):656–62."} | 08445e8582e5675b3e72df691c2e45c31e495688-13 | 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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://com-radiology.sites.medinfo.ufl.edu/files/2015/12/Arthrography-wrist-and-elbow.pdf | 12 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Olecranon Stress Fracture\n\nOsseous stress reaction, contusion, and fracture also may be detected on the fluid-sensitive sequences of elbow MR arthrography. Olecranon stress fractures in throwing athletes are caused by shear forces in the posterior compartment and chronic impingement.\\(^1\\) Repetitive valgus elbow stress and rapid elbow extension during the late stages of throwing may result in olecranon microtrauma. These repetitive excessive forces may lead to olecranon stress fracture, with propagation from a structural weak point in the trochlear groove.\\(^35\\) MR imaging is reserved for cases in which radiographs are inconclusive; injected contrast may extend into portions of incomplete fractures (Fig. 16) and associated bone marrow edema will be evident on fluid-sensitive sequences. Initial treatment of olecranon stress fractures is conservative and consists of rest and splinting. Screw fixation may be preferable so as to achieve early union in elite athletes and hasten return to play.\\(^36,37\\)\n\nOsteochondral Injuries and Osteochondritis Dissecans\n\nInstability of the elbow predisposes to osteochondral and articular cartilage injury; these lesions are optimally evaluated with MR arthrography, as this carries greater sensitivity than routine MR imaging or CT arthrography.\\(^5\\) Arthrographic evaluation of osteochondral injury is crucial for determining the stability of these lesions, which will determine if surgical intervention is required. Along the same disease spectrum, the presence of intra-articular bodies can be much better demonstrated with MR arthrography than with conventional imaging, as the insinuation of contrast between the fragment and adjacent bone greatly improves contrast resolution.\n\nOsteochondritis dissecans (OCD) of the elbow is a specific manifestation of osteochondral injury seen classically in adolescent or young adult athletes, especially baseball pitchers. The characteristic distribution involves the radiocapitellar joint.\n\n---\n\n**Fig. 15.** High-grade tearing of the RCL in a 17-year-old boy after elbow dislocation 1 year prior. Coronal MR arthrogram shows high-grade tearing of the deep fibers of the proximal RCL (arrowhead), with intact overlying common extensor tendon origin. Patient also had healed coronoid process fracture (not shown).\n\n**Fig. 16.** Olecranon apophyseal stress fracture in a 17-year-old baseball player who also sustained partial-thickness tear of the UCL. (A, B) Sagittal T1-weighted fat-suppressed (A) and coronal T1-weighted (B) images show medial-sided stress fracture through the olecranon physis (arrow), with contrast extending into the medial and deep portions (arrowheads) of the physis."} | 08445e8582e5675b3e72df691c2e45c31e495688-12 | 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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://com-radiology.sites.medinfo.ufl.edu/files/2015/12/Arthrography-wrist-and-elbow.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Extrinsic Ligaments\n\nThe extrinsic ligaments of the wrist are shown to better advantage with MR arthrography due to joint distention. Dorsally, the extrinsic ligaments are the dorsal radiocarpal ligament (DRCL) and the dorsal intercarpal ligament (DICL) (Fig. 4).13,22,23 These ligaments generally demonstrate homogeneously low signal intensity on MR imaging.13,22,23 Volar extrinsic ligaments include the radioscaphocapitate ligament (RSCL), radiolunotriquetral ligament (RLTL, also known as the long radiolunate ligament), and the short radiolunate ligament. The RSCL is the most important volar extrinsic ligament, and the RSCL and RLTL can contain normal bands of higher signal on MR imaging/MR arthrography.13,22,23 The radial collateral ligament (RCL) of the wrist arises as a focal condensation of the joint capsule, just deep to the extensor tendon sheath; it originates from the radial styloid and inserts onto the scaphoid waist.13,22 Carpal instability may occur when there is concomitant injury to the intrinsic and extrinsic interosseous ligaments.1,22\n\nPATHOLOGY\n\nScapholunate Ligament\n\nMR arthrography’s ability to localize the precise location of the tear can help distinguish stable from potentially unstable injuries. Tears of the membranous portion of the SL ligament are usually degenerative and are not associated with carpal instability.17 Complete SL ligament tears are identified on conventional and MR arthrography by contrast extending from the radiocarpal to the midcarpal joint space through a SL interval defect. In advanced cases, widening of the SL interval also can be seen.17 Partial tears result in variable\n\nFig. 3. Normal wrist MR arthrogram. (A) Coronal TSE fat-suppressed image after radiocarpal joint injection of dilute gadolinium mixture demonstrates normal appearance of the SL ligament (gray arrowhead), LT ligament (white arrowhead), and the TFC (arrows). (B) Axial image through the SL (arrows) and LT (arrowheads) ligaments show the thicker bandlike portions of the dorsal ligaments compared with the volar components. L, lunate; S, scaphoid; T, triquetrum.\n\nFig. 4. Extrinsic ligaments. (A) Coronal image through the dorsal joint capsule of the wrist shows the normal dorsal radiocarpal (arrows) and dorsal intercarpal (arrowheads) ligaments. These intact ligaments are shown to better advantage with MR arthrography due to joint distention. (B) Coronal MR arthrogram through the volar wrist shows the volar radiolunotriquetral (RLT) ligament (asterisks). L, lunate; T, triquetrum."} | 08445e8582e5675b3e72df691c2e45c31e495688-4 | 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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.davidtragen.co.uk/wp-content/themes/davidTragen/resources/Lancashire_Life_May%202013.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"It took a move to Barcelona for David Tragen to figure out what he wanted to do in life. The talented furniture designer and maker, from Chorlton, studied an International Business degree before teaching English as a foreign language in Sicily. But it was when he went to the Spanish cultural hotspot that everything fell into place.\n\nHe said: ‘I knew being an English teacher wasn’t going to be forever. I really wanted to find something inspiring and I knew I wanted it to be creative.\n\n‘It started when I moved into my own flat. I needed to fill it with furniture. In Barcelona people would put out unwanted furniture in the street for them to be taken to the tip. I saw that as an opportunity. It was a light-bulb moment for me.’\n\nDavid, who spent six years in Barcelona, started collecting and restoring these discarded pieces and making lamps. He did work for private clients as well as bars and restaurants and also spent a year making furniture in Ibiza. It was during this time on the Spanish island that the then mostly self-taught craftsman decided to do more training.\n\nHe moved back to the UK and worked in Devon for a year in what is considered to be one of the best workshops in Britain. He then worked for another year as a cabinet maker in Chester. But it was in 2004 that he decided to launch his own business, Tragen Design. He now produces all of his work, which is all handcrafted and limited edition, in Islington Mill, Salford.\n\nHe said: ‘I knew I wanted to do something a bit different. People let themselves think they can’t do certain things but there was no reason I couldn’t do it. I really wanted to make my own things, rather than doing it for someone else.\n\n‘I get excited about designing something and then making it come to life. Sometimes I wake up at 5am and I have an..."} | 489e1decdf68f402eeb37e70e30927b1a8448fc6-1 | 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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://www.davidtragen.co.uk/wp-content/themes/davidTragen/resources/Lancashire_Life_May%202013.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"idea and I have to sketch it out. I love being able to create pieces that hopefully people will love.’\n\nThe 43-year-old has already done many commissions for private homes and commercial premises in the north west and further afield, including the Menorah Synagogue in Gatley, near Manchester, and Withington Methodist Church. He also made a clock for Manchester Grammar School, which he attended as a boy, and a four poster bed for a Manchester United footballer.\n\nHe produces everything from lamps and mirrors to coffee tables, wardrobes and dining table and chairs. His pieces can cost anything from £85 for a clock to several thousand pounds – his most expensive commission to date has been £16,000 for a dining table and chairs. He uses many different types of wood, including some he sources from Greater Manchester TreeStation Ltd, a Gorton-based company that supplies ethically and locally-sourced woods. His striking designs are inspired by nature, sculpture and architecture.\n\nDavid, a former winner of the Best New Maker Award at the Great Northern Contemporary Craft Fair, now wants to develop more ground-breaking, sculptural pieces that he will be able to show at exhibitions and will help get his name more recognised. He has already produced a Beating Wings coffee table, a contemporary design using more than 100 components to create 50 layers. He is also working on another piece which takes inspiration from a sea urchin and will use more than 200 components to build a table. He will show them at Makers, a selling exhibition being held at Cube Gallery in Manchester from May 15-25.\n\nHe said: ‘My work is in between the fields of art and design and I want to do more of those kinds of pieces. Some of it is sculptural too and I want to develop that.\n\n‘What really excites me is this freedom to design pieces I have always wanted to do as well as interpreting clients’ ideas. I love the whole process, from dreaming up the initial ideas to seeing the shavings coming off my hand-plane. To be able to make my living designing and working in wood is truly a privilege.’\n\nAbove: David’s Pegasus table design\nBelow: A beautifully inlaid cabinet\n\nDavid’s Mandorla design table and chairs\n\n“I love the whole process, from dreaming up the idea to seeing the shavings come off my hand-plane”"} | 489e1decdf68f402eeb37e70e30927b1a8448fc6-2 | 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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://orise.orau.gov/resources/k12/documents/lesson-plans/lets-make-paper.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Let’s Make Paper!\n\nSubmitted by: Noelle Kendig, Science/Art\nUniversity of North Georgia, Suwanee, Ga\n\nTarget Grade: 3rd Grade\n\nTime Required: 2, 60 minute sessions\n\nStandards\n\n- S3L2. Obtain, evaluate, and communicate information about the effects of pollution (air, land, and water) and humans on the environment.\n\nLesson Objectives\n\nStudents will:\n\n- Understand the affects that humans have on the environment\n- Make their own paper out of recycled paper from the school.\n- Express their understanding of recycling on the paper they create.\n\nCentral Focus\n\nIn this lesson, students will review how important recycling can be to the environment. They will have the opportunity to make their own paper from recycled paper found in the school.\n\nBackground Information\n\nStudents should have a firm understanding of what recycling means and what objects have the ability to be recycled in the environment.\n\nMaterials\n\n- Sponge\n- Cup (plastic or Styrofoam)\n- Spoon\n- Bucket\n- Frame\n- Screen (draining water)\n- Clear mold window tube\n- Blotter paper\n- Pulp (blended up recycled paper)"} | 75db0206b683cd346a5a16234612e3245529cf8f-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://orise.orau.gov/resources/k12/documents/lesson-plans/lets-make-paper.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The teacher will say each of these directions out loud before performing the action and then watch and assess to make sure the students are following each direction given.\n\nStep 1. “Get 2 scoops of pulp and dump it in your cup”.\n\nStep 2. “Fill your cup with water, a little over half way”.\n\nStep 3. “Stir water and pulp together in cup with spoon, keep stirring until ready to pour or pulp will clump and sink”.\n\nStep 4. Pour into clear tube that I had you set up a couple minutes ago, move around as you pour to try and get the pulp even”.\n\nStep 5. “Now carefully lift the clear tube and set to the side, put the window screen over pulp and gently pat with a sponge to soak up excess water”.\n\nStep 6. “Now it is time for coaching, take your blotter paper and put on the pulp, flip over so the pulp is resting on the blotter paper”.\n\nStep 7. “Take your window screen and place on top of pulp, press more firmly to soak up excess water and flatten out newly formed paper”.\n\nStep 8. “That piece is done, place on your craft paper that has your name. Are there any questions? Okay now make your last 2 by yourself”.\n\nIndependent Practice:\n\nStudents will repeat the steps stated above and continue making a total of 3 pieces of paper.\n\nWhen they finish forming each paper they will set aside on a larger craft piece of paper with their name and allow it time to dry.\n\nClosing\n\nTeacher will ask students how the activity they just did related to recycling. The teacher will then ask for any questions from students. The students will then be handed an exit slip asking them to name three ways you can protect the environment.\n\nExtension: When the student’s paper dries, give them the opportunity to draw/color different ways to help the environment. Hang them up on display when they are finished.\n\nDifferentiation\n\nThe teacher modeled throughout this lesson and wrote the steps on the board for a visual. The video was used to help re-explain vocabulary words and give the students another visual of the words they"} | 75db0206b683cd346a5a16234612e3245529cf8f-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://orise.orau.gov/resources/k12/documents/lesson-plans/lets-make-paper.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Instruction\n\nIntroduction\n\n1. Teacher will activate prior knowledge by asking students what recycling means to them. The teacher will remind them that recycling helps protect the environment because without it the world would just become cluttered and we would run out of natural resources.\n\n2. The teacher will then play a video on YouTube that will catch the student’s interest and get a discussion going. [https://www.youtube.com/watch?v=BaFpv03hq-4](https://www.youtube.com/watch?v=BaFpv03hq-4)\n\n3. When the video is finished, the teacher will ask the students to name different things that can be recycled. The teacher will write each suggestion on the board as they call out items.\n\n4. The teacher will then transition the conversation by asking if the students have ever wondered how paper is made. The teacher will tell students we do get paper from trees, but what about the paper we throw in the recycle bin every day. Think about all that paper that gets put in the recycle bin just in this school alone.\n\n5. **Explanation of how paper is recycled:** The teacher will then explain how paper is recycled and the students get to make their very own paper today.\n\n “All of this pulp in this bag (teacher holds up pulp), was made from the paper all of you have been putting in the recycle bin the past couple weeks. All you have to do is collect your used paper and put it in a blender. Big industries that recycle paper daily have a very big machine that shreds the paper into tiny little pieces. That is what I did with my blender. From here, all you need is the tools I have laid out on this table in front of me (teacher will hold up each one and place in correct position for making paper). My first tool is a bucket. This will catch the water. My second tool is a windowed frame, and I will put this onto of the bucket. This piece is a thin strainer, you can’t even see the holes. It lets the water go through but keeps pulp to collect back onto paper. Now this clear plastic window tool goes on the very top of our tower we just made. This will hold the pulp in place to form the shape. Now watch me go through this all the way and then we do one together (teacher will begin showing students as she talks out loud). I am going to take 2 scoops of pulp of and put in this red cup. Then I am going to fill it up with water a little over halfway. Take your spoon and immediately start mixing to a creamy consistency, make sure you mix until you’re ready to pour or the pulp will settle back at the bottom (teacher will walk around while mixing to show students cup). Next pour this mix into the top of our tower in the clear window, let out and move the cup around so it doesn’t just fall in one area, you want it as even as possible. Let the water stop dripping and gently remove the clear window. Put the window screen over the pulp and gently pat with a sponge to mop up excess water. Put the blotting paper over it like so and flip over so the pulp is laying on the blotting paper. Put the window screen back over the pulp and press down to soak up excess water and flatten then paper you just made. That’s all there is to it! Set aside to let it dry now.\n\nModel activity\n\n- The teacher will make a piece of paper step by step having the class follow his/her every move."} | 75db0206b683cd346a5a16234612e3245529cf8f-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.scielo.br/pdf/rbent/v56n2/aop2612.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"through June 2011. Within an area of approximately two hectares, all cases of parasitism of colonies of *M. cerberus* were recorded. This location has low human presence and predominantly arboreal vegetation. All the parasitized colonies were attached to the edges of roofs of old outbuildings and vacant houses.\n\nThe events of parasitism of colonies of *M. cerberus* by females of *M. consimilis* were observed during both climate seasons. We recorded 11 cases of parasitism during the study period, but monitored only five parasitized colonies from the beginning of the parasitism until the colony declined. All the monitored colonies were founded by haplometrosis, and were in pre-emergence when the invasion occurred (17.2 ± 8.2 cells; mean ± SD; \\( n = 5 \\)) (Fig 1C). Four colonies were invaded by a single female, and the other was invaded simultaneously by three females of *M. consimilis*. Giannotti (1998) demonstrated that most of the colonies of *M. cerberus* are founded by haplometrosis, and this behavior may have favored the invasion by females of *M. consimilis* observed in this study. In general, colonies founded by haplometrosis have low potential defenses against invaders compared to those founded by pleometrosis (Gamboa 1978; Gamboa *et al.* 1992).\n\nThe invasion and the period of establishment of the foreign female in the host colony were marked by antagonistic behaviors between the host and foreign females, mainly combat with attacks in the form of bites and lunges. The conflict period lasted three to five days, and during this period the host female dedicated most of her time to attempting to expel the foreign female. Subsequently, the aggressive behaviors gradually decreased and the host and foreign females began to coexist in the colony. Previous studies with social wasps of independent-foundation have demonstrated that the invader female must develop several strategies to attain success in the invasion, for instance acting more aggressively (Cervo & Lorenzi 1996; Cervo *et al.* 2004), or still more..."} | 5ee4a72cd62dab4563697730789f0b73450d946a-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.scielo.br/pdf/rbent/v56n2/aop2612.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"complex strategies such as mimicking the chemical signature of the host colony (Lorenzi et al. 2004; 2007). Queens of both species divided their reproductive activities equally, and the first offspring of \\( M. \\) consimilis emerged after a mean period of 75.2 ± 6.3 days (mean ± SD; \\( n = 5 \\)). The individuals of the two species that emerged during the remaining colony’s cycle shared equally in the maintenance of the host colony, confirming this phenomenon as facultative social parasitism (Taylor 1939).\n\nThe architecture of all the old parasitized nests differed from the typical architecture of the host-species nest. Giannotti (1999) described an elongated comb and peripheral petiole for the nest of \\( M. \\) cerberus, and Montagna et al. (2010) described an elliptical comb and centralized petiole for the nest of \\( M. \\) consimilis. Old parasitized nests had the peripheral petiole typical of the host species; however, the combs were elliptical, similar to those constructed by the invader species (Fig. 1D). This suggests that the tasks of constructing the nest were shared among the offspring of the two species.\n\nACKNOWLEDGMENTS\n\nThe authors thank Orlando T. Silveira (Museu Paraense Emílio Goeldi) for the identification of the species and Janet W. Reid (JWR Associates) for the revision of the English text. CAPES provided a doctoral fellowship to the first author, and WFAJ acknowledges his research grants from the CNPq.\n\nREFERENCES\n\nCervo, R. & F. R. Dani. 1996. Social parasitism and its evolution in Polistes, p. 98–112. In: S. Turillazzi & M. J. West-Eberhard (eds.). Natural history and evolution of paper-wasps. New York, Oxford University Press, xiv+400 p.\n\nCervo, R. & M. C. Lorenzi. 1996. 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Geografia 17: 65–91."} | 5ee4a72cd62dab4563697730789f0b73450d946a-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.scielo.br/pdf/rbent/v56n2/aop2612.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Facultative social parasitism involving the invasion of a queenright colony by a foreign reproductive female has been documented in all three subfamilies of social wasps in the family Vespidae (Taylor 1939; Wilson 1971). In the subfamily Polistinae specifically, intraspecific facultative social parasitism has been described in both the genera *Polistes* Latreille, 1802 (Strassmann 1981; Klahn 1988) and *Mischocyttarus* Saussure, 1853 (Litte 1979); whereas interspecific facultative social parasitism has been described only in the genus *Polistes* (O’ Donnell & Jeanne 1991; Giannotti 1995; Cervo & Dani 1996; Cervo et al. 2004). A single case of interspecific interaction in the genus *Mischocyttarus* was recorded by Pinto et al. (2004), in which two females coexisted in the initial phases of colony development. Here we provide the first report of the phenomenon of interspecific facultative social parasitism in the paper wasp genus *Mischocyttarus*.\n\n*Mischocyttarus cerberus* Ducke, 1918 is a neotropical social wasp that occurs in central-western and southeastern Brazil. Colonies of *M. cerberus* are generally founded by a single female, and nests consist of one uncovered comb, which is attached to the substratum by a single peripheral petiole (Fig. 1A) (Giannotti 1998, 1999). Similarly, *Mischocyttarus consimilis* Zikán, 1949 is a neotropical social wasp, which until recently was known only from Paraguay but has now been reported from central-western Brazil. Relatively little is known about its life-history; the first studies were carried out only recently. Colonies of *M. consimilis* are generally founded by a single female, and nests consist of one uncovered comb, which is attached to the substratum by a single centralized petiole (Fig. 1B) (Montagna et al. 2010; Torres et al. 2011). Individuals of *M. consimilis* closely resemble individuals of *M. cerberus* in their body size and color pattern (Fig. 1). In agreement with Ortolani et al. (2010) the morphologic similarity among two species should motivate the parasitism for the invader species.\n\nParasitism of colonies was observed under field conditions in the municipal district of Dourados (22º13’16”S; 54º48’20”W), state of Mato Grosso do Sul, Brazil. The climate of this region, according to Zavatini (1992), is humid subtropical, with higher precipitation and temperatures in September through February (warm-rainy season), and less precipitation and mild temperatures in March through August (cold-dry season). All the parasitized colonies, located in a rural area, were monitored weekly from March 2010."} | 5ee4a72cd62dab4563697730789f0b73450d946a-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://pub.ist.ac.at/Pubs/courses/AY1314/LinearAlgebra_F13/ex5.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Exercise 5.7. Let \\( v = \\begin{pmatrix} 1 \\\\ 1 \\end{pmatrix} \\in \\mathbb{R}^2 \\) and \\( p_v : \\mathbb{R}^n \\to \\mathbb{R}^n \\) the projection to the \\( L_v \\). (10 points)\n\n a) Derive the matrix \\( P_v \\) that corresponds to the projection \\( p_v \\) and show that \\( P_v P_v = P_v \\).\n\n b) Find a vector non-zero vector \\( w \\) with \\( w \\perp v \\). Derive the matrix \\( P_w \\) that corresponds to projecting to the line through \\( w \\).\n\n c) Show that \\( P_v P_w = 0_{2 \\times 2} \\) and \\( P_w P_v = 0_{2 \\times 2} \\).\n\nLet \\( q : \\mathbb{R}^2 \\to \\mathbb{R}^2 \\) be the function defined by \\( q(x) = x - P_v x \\) for all \\( x \\in \\mathbb{R}^2 \\).\n\n d) Derive the matrix \\( Q \\in \\mathbb{R}^{2 \\times 2} \\) that corresponds to \\( q \\).\n\n e) Show: \\( QP_v = 0_{2 \\times 2} \\) and \\( Qu = 0_{2 \\times 2} \\) for all \\( u \\in L_v \\).\n\nExercise 5.8. (8 points)\n\n a) Show: if \\( A \\) is an orthogonal matrix, then the only (real) eigenvalues it can have are +1 and −1.\n\n b) Give an example of a \\( 2 \\times 2 \\) orthogonal matrix that has exactly these eigenvalues.\n\nExercise 5.9. Let \\( A, B \\in \\mathbb{R}^{n \\times n} \\). Let \\( v \\in \\mathbb{R}^n \\) be an eigenvector of both \\( A \\) and \\( B \\) (potentially for different eigenvalues). Prove or disprove the following statements: (4 points)\n\n a) \\( v \\) is an eigenvector of \\( A + B \\),\n\n b) \\( v \\) is an eigenvector of \\( AB \\).\n\nExercise 5.10. Let \\( A, B \\in \\mathbb{R}^{n \\times n} \\). Prove or disprove the following statements: (4 points)\n\n a) if \\( v \\) is an eigenvector of \\( A + B \\), then \\( v \\) is an eigenvector of both \\( A \\) and \\( B \\),\n\n b) if \\( v \\) is an eigenvector of \\( AB \\), then \\( v \\) is an eigenvector of both \\( A \\) and \\( B \\).\n\nExercise 5.11. Let \\( A \\in \\mathbb{R}^{n \\times n} \\). Let \\( v \\) and \\( w \\) be eigenvectors of \\( A \\). Prove or disprove the following statements: (6 points)\n\n a) \\( v + w \\) is an eigenvector of \\( A \\),\n\n b) if \\( v \\) and \\( w \\) have the same eigenvalue, then \\( v + w \\) is an eigenvector of \\( A \\),\n\n c) if \\( w = \\lambda v \\) for some \\( \\lambda \\in \\mathbb{R} \\), then \\( v + w \\) is an eigenvector of \\( A \\)."} | 088bc38f32e301a7ced88d9d6302be1bc28b7412-2 | 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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://pub.ist.ac.at/Pubs/courses/AY1314/LinearAlgebra_F13/ex5.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Exercise 5.1. Suppose \\( B = \\{v_1, \\ldots, v_n\\} \\) is an orthogonal basis of \\( \\mathbb{R}^n \\). Show that \\( B \\) is a basis of \\( \\mathbb{R}^n \\). (4 points)\n\nExercise 5.2. (8 points)\nLet \\( A \\in \\mathbb{R}^{n \\times n} \\) be an orthogonal matrix. Show that\n\na) for any \\( x \\in \\mathbb{R}^n \\): \\( \\|Ax\\| = \\|x\\| \\),\n\nb) for any \\( x, y \\in \\mathbb{R}^n \\): \\( \\langle Ax, Ay \\rangle = \\langle x, y \\rangle \\).\n\nExercise 5.3. (6 points)\nLet \\( s_\\tau : \\mathbb{R}^n \\to \\mathbb{R}^n \\) be the function that cyclically shifts the entries of \\( x \\) by \\( \\tau \\), \\( s_\\tau(x) := (x_\\tau, x_{\\tau+1}, \\ldots, x_n, x_1, \\ldots, x_{\\tau-1})^\\top \\).\n\na) Construct its matrix \\( S_\\tau \\in \\mathbb{R}^{n \\times n} \\).\n\nb) Which properties does \\( S_\\tau \\) have? Mark all options that are correct (and only those):\n- \\( S \\) is square,\n- \\( S \\) is symmetric,\n- \\( S \\) is invertible,\n- \\( S \\) is orthogonal,\n- \\( S \\) is a multiple of the identity matrix,\n- \\( S \\) could be the adjacency matrix of a graph.\n\nExercise 5.4. Let \\( v^{(1)}, \\ldots, v^{(n)} \\) be an orthonormal basis of \\( \\mathbb{R}^n \\). For any \\( x \\in \\mathbb{R}^n \\), let \\( y \\in \\mathbb{R}^n \\) be the vector of coefficients of \\( x \\) represented with respect to \\( v^{(1)}, \\ldots, v^{(n)} \\) (i.e. \\( y = (y_1, \\ldots, y_n)^\\top \\) such that \\( x = \\sum_{j=1}^n y_j v^{(j)} \\) ). (6 points)\n\na) Show: \\( \\|y\\| = \\|x\\| \\).\n\nb) Let \\( \\tilde{y} := \\sum_{j=1}^k y_j v^{(j)} \\) for \\( k < n \\), and assume that \\( \\sum_{j=1}^k (y_j)^2 \\geq 0.9 \\sum_{j=1}^n (y_j)^2 \\). What can you say about about \\( \\|\\tilde{y}\\| \\) in comparison to \\( \\|y\\| \\)?\n\nExercise 5.5. Let \\( A = \\begin{pmatrix} a & b \\\\ c & d \\end{pmatrix} \\in \\mathbb{R}^{2 \\times 2} \\). Show that \\( \\lambda \\in \\mathbb{R} \\) is an eigenvalue of \\( A \\) if and only if \\( \\lambda \\) satisfies the equation\n\\[\n\\lambda^2 - (a + d)\\lambda + ad - bc = 0.\n\\]\nGive a formula to compute the solutions of this equation. (4 Points)\n\nExercise 5.6. Let \\( A \\in \\mathbb{R}^{m \\times n} \\) be a square matrix.\n\na) Suppose there is a matrix \\( B \\in \\mathbb{R}^{n \\times m} \\) (note that the numbers of rows and of columns, respectively, are swapped!) such that \\( BA = I \\in \\mathbb{R}^{n \\times n} \\) is the \\( n \\times n \\) identity matrix; such a matrix \\( B \\) is called a left inverse of \\( A \\). Show that for every \\( b \\in \\mathbb{R}^m \\), the system of linear equations \\( Ax = b \\)\nhas a solution. Is the solution necessarily unique, or can there be more than one? (3 Points)\n\nb) Let \\( A \\in \\mathbb{R}^{n \\times n} \\). Show that \\( A \\) is invertible if and only if for every \\( b \\in \\mathbb{R}^n \\), the system of linear equations \\( Ax = b \\) has exactly one solution \\( x \\in \\mathbb{R}^n \\). (6 Points)\n\n(c) Let \\( A \\in m \\times n \\), and suppose that by applying elementary row operations to \\( A \\), we obtain a matrix \\( A' \\) in row echelon form.\n\nConsider the following statements:\n\n(i) For every \\( b \\in \\mathbb{R}^m \\), the system of equations \\( Ax = b \\) has a solution \\( x \\in \\mathbb{R}^n \\);\n\n(ii) The matrix \\( A' \\) has rank \\( m \\), i.e., it has precisely \\( m \\) pivot elements.\n\nShow that these are equivalent, i.e., either one of them implies the other one. Show also that (ii) implies that \\( m \\leq n \\).\n\n(7 Points)\n\nd) Let \\( A \\) and \\( A' \\) be as in Part c). Consider the following statements\n\n(iii) For every \\( b \\in \\mathbb{R}^m \\), the system of equations \\( Ax = b \\) has exactly one solution \\( x \\in \\mathbb{R}^n \\);\n\n(iv) \\( m = n \\), and the matrix \\( A' \\) has rank \\( n \\), with \\( n \\) nonzero entries on the diagonal, zero entries below the diagonal, and arbitrary entries above diagonal (i.e., the entries \\( a'_{ij} \\) of \\( A' \\) satisfy \\( a_{ii} \\neq 0 \\) and \\( a_{ij} = 0 \\) for \\( i > j \\), where \\( 1 \\leq i, j \\leq n \\)).\n\nShow that the statements (iii) and (iv) are equivalent. (6 Points)"} | 088bc38f32e301a7ced88d9d6302be1bc28b7412-1 | 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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://www.tivorsan.com/wp-content/uploads/2011/03/020311_Biglycan.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Biglycan meets utrophin\n\nBy Tim Fulmer, Senior Writer\n\nBrown University researchers have found that systemic delivery of biglycan, an extracellular matrix glycoprotein, decreases muscle pathology and improves muscle function in dystrophic mice. The findings have been licensed to Tivorsan Pharmaceuticals Inc., which is working with the Brown team to optimize recombinant biglycan for delivery to patients with Duchenne muscular dystrophy.\n\nPrevious work in mice by Justin Fallon and colleagues at Brown showed that biglycan (BGN) is abundant in regenerating muscle and helps regulate expression of multiple components of the dystrophin-associated protein complex (DAPC). In muscular dystrophy patients, mutations in the dystrophin protein disrupt the function of the DAPC, leading to severe muscle pathology and loss of muscle function.\n\nBased on those findings, Fallon’s group hypothesized that biglycan could increase DAPC function in muscular dystrophy. Fallon, a professor of neuroscience at Brown, cofounded Tivorsan in 2008.\n\nTo test that hypothesis, the researchers first looked at biglycan knockout mice to see whether loss of biglycan influenced levels of utrophin, a protein expressed in developing muscle that is highly homologous to dystrophin and known to interact with the DAPC. Animal data have suggested that raising utrophin levels in the absence of dystrophin could have a disease-modifying effect in muscular dystrophy.\n\nIndeed, muscle tissue from biglycan knockout mice had significantly lower levels of utrophin than muscle tissue from wild-type mice (\\(p < 0.0001\\)). Moreover, the addition of recombinant biglycan to cultured mouse muscle cells deficient in the protein led to upregulation of utrophin at the cell membrane. Thus, biglycan directly increased the activity of utrophin.\n\nFallon’s team next delivered a recombinant form of biglycan to dystrophin (dmd; mdx) knockout mice, the standard mouse model of muscular dystrophy.\n\nIn the animals, a single systemic dose of biglycan significantly lowered muscle pathology and increased muscle function compared with vehicle control (\\(p = 0.028\\) and \\(p = 0.02\\), respectively). The treatment was not associated with organ toxicity.\n\nThe findings, which were published in the Proceedings of the National Academy of Sciences, are covered by Brown University patents.\n\nAccording to Joel Braunstein, CEO and cofounder of Tivorsan, the company is working with Fallon’s lab “doing whatever further optimization is necessary, as well as setting up the required bioassays, toxicology and pharmacokinetic studies, in order to file an IND with the FDA as soon as possible.”\n\nUpping utrophin\n\nFallon said recombinant biglycan meets many of the criteria for a strong muscular dystrophy therapeutic.\n\n“First of all, biglycan doesn’t require direct injection into the muscle but can be delivered systemically and still show significant activity in diseased muscle without appearing detrimental to other organs,” he noted. “Secondly, although most endogenous biglycan is a proteoglycan and therefore has glycosaminoglycan side chains, it unexpectedly turns out that the recombinant form is biologically active even without those carbohydrate modifications. That should greatly simplify and reduce the cost of large-scale manufacture of the compound.”\n\nFinally, he said, “as a strategy that increases levels at the muscle cell membrane, biglycan should be complementary to other potential muscular dystrophy therapies, such as exon skipping and agents aimed at increasing muscle mass.”\n\nFor example, an exon-skipping therapy could increase muscle levels of dystrophin in parallel with utrophin-enhancing biglycan therapy.\n\n“Compared with dystrophin gene therapy, utrophin-based therapies have a reduced likelihood of triggering an unwanted immune reaction. That’s because muscular dystrophy patients continue to express utrophin, albeit at very low levels, and are thus less likely to see the delivered protein as foreign, much as they might for dystrophin,” said James Ervasti, professor of biochemistry, molecular biology and biophysics at the University of Minnesota.\n\n“Compared with exon-skipping therapies, which correct mutations in the dystrophin gene, a utrophin-based therapy is presumably not limited to patients that express a particular dystrophin mutation,” Ervasti added. “The reason is utrophin can potentially replace dystrophin and perform its function regardless of the mutation that rendered dystrophin nonfunctional.”\n\nErvasti and colleagues have developed and patented a strategy for delivering a functional form of utrophin to muscle cells using a fragment of the HIV tat protein. In mdx mice, the tat-utrophin fusion construct decreased muscle pathology and increased muscle performance.\n\nAt this point there are not enough data to compare the utrophin-enhancing biglycan strategy and the tat-based utrophin approach.\n\nKay Davies, professor of anatomy at the University of Oxford and honorary director of the Medical Research Council functional genetics unit, also expects that utrophin-based therapies should have a good safety profile. “Some of our research in mice has shown that even if utrophin levels are increased in most of the body’s organs, we do not get a toxic effect,” suggesting there is less likelihood of toxicity problems with delivering too much utrophin to patients, said Davies."} | 2307999a8e4c977d8537073c93f758949ad9aebd-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://www.tivorsan.com/wp-content/uploads/2011/03/020311_Biglycan.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Davies was the first researcher to show that utrophin is structurally homologous to dystrophin and that upregulation of the former can compensate for deficiencies in the latter.\\(^{11,12}\\)\n\nThus far, the clinical experience with enhancing utrophin has been both limited and unsuccessful. In 2010, after completion of a Phase I trial, BioMarin Pharmaceutical Inc. and Summit Corp. plc ended their agreement when BioMarin discontinued further development of SMT C1100, an orally available small molecule upregulator of utrophin mRNA.\n\nAt that time, BioMarin said the doses used in the trial had failed to achieve the plasma concentrations necessary to increase utrophin expression in target tissues. However, Summit stated that an “appropriate formulation” could allow clinical development of the compound to continue.\n\nBioMarin has returned full rights of SMT C1100 to Summit, “who want to find another partner and begin a new Phase I trial based on reported data that showed the plasma levels of C1100 were close to what Summit researchers believe is needed to increase utrophin RNA levels for a therapeutic effect,” said Jon Tinsley, senior director of R&D at Summit.\n\nTinsley told SciBX that by increasing transcription of the utrophin gene in all muscle cells, “SMT C1100 is designed to increase the longevity of muscle fibers whether or not those fibers still express low levels of utrophin in the muscular dystrophy patient.” In that regard, he said, SMT C1100 could offer advantages over biglycan, “which seems to work mainly by stabilizing utrophin in that subset of muscle cells that still have residual utrophin activity,” he said.\n\nFulmer, T. SciBX 4(5); doi:10.1038/scibx.2011.122\nPublished online Feb. 3, 2011\n\nREFERENCES\n1. Amenta, A.R. et al. Proc. Natl. Acad. Sci. USA; published online Dec. 27, 2010; doi:10.1073/pnas.1013067108\n Contact: Justin R. Fallon, Brown University, Providence, R.I.\n e-mail: [email protected]\n2. Casar, J.C. et al. Dev. Biol. 268, 358–371 (2004)\n3. Lechner, B.E. et al. Muscle Nerve 34, 347–355 (2006)\n4. Bowe, M.A. et al. J. Cell Biol. 148, 801–810 (2000)\n5. Rafii, M.S. et al. J. Cell Physiol. 209, 439–447 (2006)\n6. Mercado, M.L. et al. FASEB J. 20, 1724–1726 (2006)\n7. Ebihara, S. et al. Physiol. Genomics 3, 133–144 (2000)\n8. Cerletti, M. et al. Gene Ther. 10, 750–757 (2003)\n9. Tinsley, J. et al. Nat. Med. 4, 1441–1444 (1998)\n10. Sonnemann, K.J. et al. PLoS Med. 6, e1000083; published online May 26, 2009; doi:10.1371/journal.pmed.1000083\n11. Tinsley, J.M. et al. Nature 384, 349–353 (1996)\n12. Tinsley, J.M. & Davies, K.E. Neuromuscl. Disord. 3, 537–539 (1993)\n\nCOMPANIES AND INSTITUTIONS MENTIONED\nBioMarin Pharmaceutical Inc. (NASDAQ:BMRN), Novato, Calif.\nBrown University, Providence, R.I.\nMedical Research Council, London, U.K.\nSummit Corp. plc (LSE:SUMM), Abingdon, U.K.\nTivorsan Pharmaceuticals Inc., Providence, R.I.\nUniversity of Minnesota, Minneapolis, Minn.\nUniversity of Oxford, Oxford, U.K."} | 2307999a8e4c977d8537073c93f758949ad9aebd-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.ijarcce.com/upload/2016/march-16/IJARCCE%203.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"IV. PROPOSED SYSTEM\nThe proposed system is Dynamic Query Form which is the iterative process until the user is not satisfied. In DQF, a basic query form is provided to the user then user can fill the query form and execute the query. If user does not satisfy with the result then he will enrich the query form and execute again.\n\nV. LITERATURE REVIEW\nDynamic query form includes the query form, query result and ranking metrics of the form component.\n\nA. Query Form Interface:\nThis includes the query form and query result\n\n(1) Query Form:\nEach of the query form represents a SQL query template. A query form F is define as \\( \\langle A_f, R_f, \\sigma_f, \\bowtie(R_f) \\rangle \\)\n\nWhich represent SQL query template as\n\n\\[\nF = (\\text{Select } A_1, A_2, A_3, \\ldots, A_f \\text{ from } \\bowtie(R_f) \\text{ where } \\sigma_f).\n\\]\n\nWhere \\( (A_1, A_2, A_3, \\ldots, A_f) \\) are the k attributes which are projected to the user and \\( \\bowtie(R_f) \\) is the join of the relations and \\( \\sigma_f \\) is the condition which is provided by the end user. \\( \\bowtie(R_f) \\) is automatically constructed according to the foreign keys in \\( R_f \\). \\( R_f \\) is determine by \\( A_f \\) and \\( \\sigma_f \\). \\( R_f \\) is the union set of relation which contains at least one attribute of \\( A_f \\) or \\( \\sigma_f \\). \\( A_f \\) and \\( \\sigma_f \\) are visible to the user. Ad-hoc join does not handle by the dynamic query form because join is not the part of the query form and invisible to the user.\n\n(2) Query Result:\nAs we mention that now a day’s database become so large and complex so the result of the dynamic query form will give huge amount of data instances. To avoid this problem, we output a compressed result to show a high level view of the query result.\n\nIn the compressed table, each instance represents a cluster of actual data instances. Now user can click on any instance in the compressed table to view the detailed view. There are many one-pass clustering algorithms to generate the compressed view for example incremental data clustering [5].\n\nAnother important use of query result is that, End user is not interested to provide their feedback explicitly. So using the compressed view, we can collect the user feedback so that we can estimate the goodness of the query form.\n\nB. Ranking Metrics:\nQuery forms are designed so that it will return the user’s required result. To estimate the quality of the query form result there are two traditional measure, Recall and Precision [6].\n\nAccording to query form, different query will be executed and will give the different output. So we get different Recall and Precision value. Because of this we are using Expected Precision and Expected Recall to find the performance of the query result. Expected Precision is the expected part of the query result, which the current user wants.\n\nExpected Recall is the expected part of the user interested query result instance, which is returned by the query form. User interest is calculated based on the click through on the query result which is displayed to the user."} | 4937f74110c639ef6528765961ace71a004862e1-2 | 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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... |
https://www.ijarcce.com/upload/2016/march-16/IJARCCE%203.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Dynamic Query Form for Relational Database\n\nPriyanka Gupta¹, Rakesh Kumar Singh², Rambha Agrahari³\n\nM.Tech Scholar, CSE, Kamla Nehru Institute of Technology, Sultanpur, U.P., India¹,³\nAssociate Professor, CSE, Kamla Nehru Institute of Technology, Sultanpur, U.P., India²\n\nAbstract: There is a rapid development of the modern scientific database and internet database. These databases have thousands of numbers of relations and attributes. So static query form does not work with a large number of relations and attributes, as they do not satisfy many ad-hoc database queries on the real world databases. Thus there is a requirement of a system which will satisfy the user requirement and generate the query form dynamically at the run time. In this paper we propose the Dynamic Query Form (DQF), which is going to provide the solution of the large and heterogeneous database. DQF captures the user’s interest and provides the rank query form component, which is useful for the user to make his/her decision. DQF is the iterative process and each iteration is guided by the user. In each iteration system generates the ranking list of form component automatically and user can add any component according to his/her requirement. The component ranking is generated by capturing the user preference. Now user can fill the enriched query form and execute the query and the result will be shown to the user. This process is repeated until the user is satisfied.\n\nKeywords: Query form, Query execution, User interaction, Query form generation.\n\nI. INTRODUCTION\n\nA database is not useful until a query interface does not provide to handle the database. If the user cannot communicate with the database, there is no use of that database. Structured query can be written in SQL and XQuery but it is not good for that type of user who does not know anything about SQL. For this reason, Query form is the easiest way for that type of user because they just fill the blanks in the form. That is the reason Query form is one of the most widely used techniques for providing the interface to the database. Traditional Query forms are predefined by the developers or DBA which does not satisfy the user ad-hoc query as the database becomes large and complex.\n\nThere are many existing database development tools such as Easy Query [1], Cold Fusion [2], Microsoft access, which will provide mechanism to customize the query form by the user but if the user is not familiar with these database tools then it is not easy to work with large database. DQF will generate the query form dynamically and each iteration in DQF consists of Query form enrichment and Query execution. The basic query forms are provided to the user and this form will be enriched iteratively using the user and system interactions till the user is satisfied with the query result.\n\nII. QUERY FORM TECHNIQUE\n\nHow non-expert user makes use of the relational database is a challenging topic. Non-expert user can interact with the database using Query By Example (QBE) [3] and Query Form.\n\nA. Query By Example:\n\nIt is a database query language for relational database. It is the first query language used to create visual tables where the user can enter commands, example elements and condition.\n\nExample form contacts:\n\n- Name: X\n- Address:\n- City:\n- State: Y\n- Pin code:\n\nResulting SQL:\n\n```sql\nSELECT * FROM CONTACTS WHERE NAME='X' AND STATE='Y';\n```\n\nB. Customized Query Form:\n\nThere are many existing tools for the developers to create or customize the query form such as SAP, Microsoft access and so on. The problem with these tools is that, they are for the professional developers who are familiar with their database. These tools are not for end user who does not know anything about the database.\n\nC. Automatic Static Query Form:\n\nIt is the data driven technique, which first finds a set of data attributes which are mostly queried. Then based on these attributes query form will be generated. So it will apply clustering algorithms on the historical queries to find the new queries. Then query form generated based on these new queries. The problem with this technique is that, if the database is very large and complex then user query could be diverse. In such cases, if we generate lots of forms in advance still it does not satisfy the user requirements. Another problem is that if we generate lots of query forms then how user will know which form will satisfy his/her requirement.\n\nIII. EXISTING SYSTEM\n\nTraditional query forms are predefined by the developers or DBA. As the database becomes large and complex, static query forms do not satisfy the user requirements."} | 4937f74110c639ef6528765961ace71a004862e1-1 | 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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.ijarcce.com/upload/2016/march-16/IJARCCE%203.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"There are many symbol and notations which are used to calculate the precision and recall and F-measure.\n\nTable 1: Notations and Symbols [10]\n\n| Symbol | Description |\n|--------|-------------|\n| $F$ | Query form |\n| $R_f$ | Set of relations involved in $F$ |\n| $A_f$ | Set of all attributes in $\\bowtie(R_f)$ |\n| $A_f(F)$ | Set of projection attributes of query form $F$ |\n| $\\sigma_f$ | Set of relevant attributes of query form $F$ |\n| $\\oplus$ | Set of selection expressions of query form $F$ |\n| $\\op$ | Set of relational operators in selection $\\oplus$ |\n| $d$ | Data instance in $\\bowtie(R_f)$ |\n| $D$ | The collection of data instances in $\\bowtie(R_f)$ |\n| $N$ | Number of data instances in $D$ |\n| $d_{A_f}$ | Data instance $d$ projected on attribute set $A_f$ |\n| $D_{A_f}$ | Set of unique values $D$ projected on attribute set $A_f$ |\n| $Q$ | Database query |\n| $D_q$ | Result of $Q$ |\n| $D_{uf}$ | User feedback as clicked instances in $D_q$ |\n| $\\alpha$ | Fraction of instances desired by $D_{uf}$ |\n\nC. Estimation of ranking score:\n\nThe ranking score estimation consist two phases. Ranking projection form component and Ranking selection form component.\n\n(1) Ranking projection form component:\n\nIn dynamic query form, the projection component has two level ranking. The first level ranking is to rank the entity. In this level, we provide the procedure how to rank the entity. The second level of ranking provides a ranking list of attributes of that entity. In this process, first we define how to rank the attributes of entity and then how to rank the entity.\n\n(2) Ranking selection form component:\n\nThe selection of attributes will be meaningless if the selection attributes are not relevant to the current projected entities. Therefore, the relevant attributes for creating the selection components should find out by the system first.\n\nThis procedure is divided into three phases:\n\n- Relevant attribute selection-\n In this phase, the relevant or similar type of attributes are selected and then grouped.\n\n- Ranking selection component-\n In this phase, components grouped which are selected in the first phase are acquired and these components are then ranked according to their usage.\n\n- Diversity of selection components-\n There may be number of redundancies or overlays in two selection components. Therefore, in order to select the recommended components, a high diversity should be provided. Diversity is the major topic in web searches and recommendation system which are proposed in [7] and [8].\n\nSimultaneously, maximizing the diversity and precision is an NP-hard problem [6].\n\nIn dynamic query form, it is observed that the most redundant components are constructed by the same attribute. So for each attribute, only the best selection components must be recommended.\n\nVI. FUTURE WORK\n\nIn the future work, we can develop the multiple methods for capturing the user’s interest for the query besides the click feedback. We can also add a text box for the user to enter the some keywords queries. The relevance score between the query form and the keywords can be incorporated into the ranking of form components in each step.\n\nVII. CONCLUSION\n\nDynamic query forms helps users to generate the query form dynamically. The main idea is to use a probabilistic model for providing the rank form components based on user preferences. Here we are capturing the user preferences using historical queries and run-time feedback both. Experimental results show that the success rate of dynamic query form is high as compared to static query form. Form component ranking makes easier for the user to customize query form.\n\nREFERENCES\n\n[1] Korzh.com. (2005),” EasyQuery [Online],”Available: http://devtools.korzh.com/eq/dotnet/\n[2] Adobe. (1995),” Cold Fusion [Online],”Available: http://www.adobe.com/products/coldfusion/\n[3] M. M. Zloof, “Query-by-example: The invocation and definition of tables and forms,” in Proc. VLDB, Framingham, MA, USA, Sept. 1975, pp. 1–14.\n[4] Liang Tang, Tao Li, Yexi Jiang, and Zhiyuan Chen, ”Dynamic Query Form for Database Queries,” IEEE TRANSACTIONS ON KNOWLEDGE AND DATA ENGINEERING, VOL. 26, NO. 9, pp. 2167, sept 2014.\n[5] C. C. Aggarwal, J. Han, J. Wang, and P. S. Yu, “A framework for clustering evolving data streams,” in Proc. VLDB, Berlin, Germany, Sept. 2003, pp. 81–92.\n[6] G. Salton and M. McGill, “Introduction to Modern Information Retrieval”, New York, NY, USA: McGraw-Hill, 1984.\n[7] R. Agrawal, S. Gollapudi, A. Halverson, and S. Ieong, “Diversifying search results,” in Proc. WSDM, Barcelona, Spain, Feb. 2009, pp. 5–14.\n[8] D. Rafiei, K. Bharat, and A. Shukla, “Diversifying web search results,” in Proc. WWW, Raleigh, NC, USA, Apr. 2010, pp. 781–790.\n[9] Liang Tang, Tao Li, Yexi Jiang, and Zhiyuan Chen, ”Dynamic Query Form for Database Queries,” IEEE TRANSACTIONS ON KNOWLEDGE AND DATA ENGINEERING, VOL. 26, NO. 9, pp. 2168, sept 2014.\n[10] Liang Tang, Tao Li, Yexi Jiang, and Zhiyuan Chen, ”Dynamic Query Form for Database Queries,” IEEE TRANSACTIONS ON KNOWLEDGE AND DATA ENGINEERING, VOL. 26, NO. 9, pp. 2169, sept 2014.\n[11] Priyanka P. Nikam, “A Review on Dynamic Query Forms for Database Queries,” Priyanka P. Nikam / (IJCSIT) International Journal of Computer Science and Information Technologies, Vol. 5 (6), pp. 8080, 2014."} | 4937f74110c639ef6528765961ace71a004862e1-3 | 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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://wiki.edgexfoundry.org/download/attachments/329472/CoreWG-AgendaAndMinutes-5-13-2021.pdf?api=v2&modificationDate=1620924135658&version=1 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"5/13/21\n\nAttendees:\n\nOthers may have been in attendance after roll was captured.\n\nAgenda\n\nOld\n- Ireland tasks update\n- Metrics ADR review\n\nNew\n- Timeout issue\n- CORS\n- Event Tagging (per SDK Go 915)\n\nOld Business\n\nIreland\n\nUpdate from Cloud:\n- Support scheduler - completed (basic API and features)\n- Notifications - merged (REST channel)\n - WIP - transmission API\n - Email sending work will happen after this\n- System management - started implementing the general API & moving APIs to V2\n - Ping/version APIs first (easy) - to resolve consul issue\n - V2 API design/model\n - Update the service APIs (config, start / stop, etc.)\n - (https://app.swaggerhub.com/apis/edgexfoundry1/system-agent/1.1.0)\n - Consumption - as part of V2 API implementation\n - Using V2 client\n - Jim to verify it does work via some config file - discussed in email\n - Change to init.go -> iterate over the clients list from configuration\n- TAF tests ongoing"} | 5814d65c0b0948220abc02fb6714865e628ceb70-1 | 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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://wiki.edgexfoundry.org/download/attachments/329472/CoreWG-AgendaAndMinutes-5-13-2021.pdf?api=v2&modificationDate=1620924135658&version=1 | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Yes we want to address CORS\n\n- Yes we want it to be handled in a common way - but separate code in edgex-go, SDKs\n - Is there common request handling in bootstrap or somewhere??\n - Bootstrap does setup the HTTP handler but could it deal with setting up CORS\n\n- Do we need to address the need (original) with Kong (CORS plugin needs to be enabled with Kong)\n - https://docs.konghq.com/hub/kong-inc/cors/\n\n- Jakarta issue\n\n- Event Tagging (per SDK Go 915) - Cloud’s suggestion approved\n- Rename autoevent frequency to interval: approved per Cloud’s suggestion"} | 5814d65c0b0948220abc02fb6714865e628ceb70-3 | 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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://wiki.edgexfoundry.org/download/attachments/329472/CoreWG-AgendaAndMinutes-5-13-2021.pdf?api=v2&modificationDate=1620924135658&version=1 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"● Integration / use of V2 APIs and any issues - May & June\n ○ Consumption points\n ■ Core data to metadata\n ■ Metadata to notifications\n ■ Scheduler to core data\n● Documentation - May/June\n● Message bus support (with DS to App services)\n ○ PRs started (Lenny has first out)\n● Test - Allow DS to have switch to use CBOR for everything or JSON sent through the bus (or REST channel) - on hold as a stretch goal for Ireland.\n ○ Built into the new client now - env var can be set to true always be CBOR\n ○ We’ll also need Modbus in V2 in order to do the performance tests.\n● CLI update to V2 - underway\n● Removal of EdgeX 1.x code\n ○ Reduce service image size (failing TAF checks in the case of command)\n ○ Priority\n ■ For June 30\n ● At least remove endpoint routes in the handlers\n ● Get rid of setting up of V1 database client (just the code to create the client)\n ● Contracts: remove of v1 model/v1 client (could be other modules too)\n ■ After June 30 - 2.0.1\n ● Code for the actual endpoints\n ● Code behind the V1 database clients\n● Kubernetes - nothing new to report\n● UI - may not deliver full UI by Jun 30. Will be part of 2.0.1 if missed and will deliver parts completed as beta for Ireland.\n\nADR Review\n\n● ADR metrics collection - went over high-level organization and what it now addresses (service metric collection and push to topic vs CPE and/or system management aggregation).\n\nNew Business\n\n● Timeout issue (per Lenny and other email exchange)\n ○ Lenny’s suggestion good - add Max Request Size - int\n ○ Tony to reply with any additions\n● CORS (Cross Origin Resource Sharing)\n ○ New SDK issue request: https://github.com/edgexfoundry/device-sdk-go/issues/916\n ○ From edgex-go past: https://github.com/edgexfoundry/edgex-go/issues/1913\n ○ (Lenny) FYI, utility for CORS. We could do this in our REST middleware handler. https://github.com/intel-iot-devkit/automated-checkout-utilities/blob/0dd0e1e344399f3042b1f64b82ccbc2d2e0333aa/utilities.go#L69"} | 5814d65c0b0948220abc02fb6714865e628ceb70-2 | 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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://people.iitr.ernet.in/facultyresume/ramcnfcy.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Project Scientist (2008 December-2009 March) \nDepartment of Chemistry \nIndian Institute of Technology Kanpur \nSupervisor: Prof. N. Sathyamurthy \n\nPost Doctoral Research Associate (2007 November-2008 November) \nDepartment of Chemistry \nUniversity of Perugia, Italy \nSupervisor: Prof. Vincenzo Aquilanti \n\nResearch Supervising Experience \nCo-mentor: SURGE 2007, IIT Kanpur \n1. Ms. Pallavika Ramaswamy \nCourse : B. Tech (Chemical Engineering) \nTitle of the dissertation: Hückel Calculations and Aromaticity \nin Two and Three Dimensions \nUniversity/Institution : NIT Suratkal \nYear : 2007 \n\nScientific Responsibilities \nReviewer: Journal of Chemical Physics \n International Journal of Quantum Chemistry \n\nAwards/Fellowships \n1. Biography selected in the 2010 edition of Marquis Who’s who in the world. \n2. Fellowship from the Research Foundation, State University of New York \n3. Fellowship from the Italian Ministry of University and Research \n4. Cleared National Eligibility test with Research Fellowships \n5. Sree Guruvayurappan Scholarship for the best student in B.Sc Chemistry, \n Sree Krishna College Guruvayur, Kerala (1997)"} | f2ca27843edb91064a1c31a589f989e3bd0017eb-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://people.iitr.ernet.in/facultyresume/ramcnfcy.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Personal Information\nNationality: Indian, Age and Date of Birth: 36 years, 15 January 1977, Married\n\nEducation\n\nPh.D in Chemistry Indian Institute of Technology Kanpur (2008)\nTitle of Thesis: Atoms and Molecules in a Confined Environment\nSupervisor: Prof. N. Sathyamurthy\n\nM. Phil in Chemistry University of Calicut (2002)\nDissertation: A Preliminary Theoretical Investigation of Cation-π Interaction\nSupervisor: Prof. M. P. Kannan\n\nM. Sc Chemistry University of Calicut (1999)\n\nTeaching Experience\n\nAssistant Professor: Indian Institute of Technology Roorkee (November 2012- )\nAssistant Professor (Contractual): Indira Gandhi National Tribal University\nAmarkantak, MP (September 2011 - Jan 2012)\n\nGuest Lecturer: Zamorin’s Guruvayurappan College, Calicut, Kerala\n(September 2002- March 2003)\n\nGuest Lecturer: Govt. College Kasaragod, Kerala June 2000 – March 2001\nGuest Lecturer: Govt. College Kasaragod, Kerala January 2000- March 2000\n\nResearch experience\n\nPost Doctoral Research Associate (2012 May- 2012 November)\nFaculty of Science\nUniversity of Ontario Institute of Technology\nSupervisor: Prof. Fedor Y Naumkin\n\nPost Doctoral Research Associate (2009 March- 2011 March)\nDepartment of Chemical and Biological Engineering\nThe State University of New York at Buffalo\nSupervisor: Prof. Eli Ruckenstein"} | f2ca27843edb91064a1c31a589f989e3bd0017eb-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://people.iitr.ernet.in/facultyresume/ramcnfcy.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"1. Structure and properties of small aurocarbons: a selective study \n C. N. Ramachandran, Fedor Y Naumkin (to be submitted)\n\n2. Density Functional Studies of Endosulfan and its Interaction with Glycine and GABA \n C. N. Ramachandran, Brijesh Kumar Mishra, Ashwani Kumar Tiwari, J. Chem. Sci. 2012, 124, 203.\n\n3. Encapsulation of Interstellar abundant $\\text{H}_3^+$ in a $\\text{C}_{60}$ fullerene \n C. N. Ramachandran and Eli Ruckenstein, Int. J. Quant. Chem. 2011, 111, 3695.\n\n4. Density functional theoretical studies of the isomers of croconic acid and their dimers \n C. N. Ramachandran and Eli Ruckenstein, Comp. Theor. Chem., 2011, 973, 28.\n\n5. Water Clustering around CO$_2$ molecule \n C. N. Ramachandran and Eli Ruckenstein, Comp. Theor. Chem., 2011, 966, 84.\n\n6. Guest Species Trapped in Carbon Nanotubes \n C. N. Ramachandran, D. De Fazio, N. Sathyamurthy, V. Aquilanti, Chem. Phys. Lett. 2009, 473, 146.\n\n7. Revisiting the Potential Energy Surface for the He + H$_2^+$ → HeH$^+$ + H Reaction at the Full Configuration Interaction Level \n C. N. Ramachandran*, D. De Fazio, S. Cavalli, F. Tarantelli and V. Aquilanti, Chem. Phys. Lett., 2009, 469, 26.\n\n8. Host-Guest Interactions in Endohedral Fullerenes \n C. N. Ramachandran, D. Roy and N. Sathyamurthy, Chem. Phys. Lett., 2008, 461, 87.\n\n9. A Time-Dependent Density Functional Theoretical Study of BN-Substituted C$_{60}$ fullerene \n C. N. Ramachandran and N. Sathyamurthy, J. Phys. Chem. A., 2007, 111, 6901 \n (One of the most accessed articles in 2007)\n\n10. Introducing a twist in carbon nanotubes \n C. N. Ramachandran and N. Sathyamurthy, Curr. Science., 2006, 91, 1503."} | f2ca27843edb91064a1c31a589f989e3bd0017eb-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://dspace.nau.edu.ua/bitstream/NAU/39249/8/08%20%D0%86%D0%9C%20%D0%9F%D0%95%D0%91%20%20%D0%9C%D0%90.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"I. Read and translate the following text.\n\nCurrent carries electrical energy from a power supply to the components of the circuit, where it is converted into other forms of energy. Electric current can heat a conductor, it can have chemical action and it can produce magnetic effects. There are direct and alternating current. Electric circuits can be series or parallel circuits. Electric circuits are made up of interconnected components. There are two categories in the classification of electric components: active and passive. Active elements can supply more energy than they absorb. Active components are: cells, batteries, generators, electron tubes and transistors. Passive elements never supply more energy than they absorb. Passive elements include: resistors, capacitors, inductors, relays, fuses, switches, etc.\n\nII. Give Ukrainian equivalents.\n\n1. potential difference\n2. integrated circuit\n3. alternating current\n4. resistance\n5. charge\n6. power supply\n7. inductor\n8. audio signal\n9. insulator\n10. semiconductor\n\nIII. Give definitions to the following terms:\n\n1. electric current\n2. transformer\n3. insulator.\n\nIV. Translate into English.\n\n1. Різні функції забезпечуються електричним колом.\n2. Змінний струм використовується як джерело електричної енергії як в промисловості, так і вдома\n\nV. Speak on your specialty.\n\nЗавідувач кафедри іноземних мов за фахом Акмалдінова О.М."} | fee5d92886dbeba922a11a2f4be1c927f9870692-2 | 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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... |
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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.gsa.gov/cdnstatic/LMD09305-SLA-2-_Z.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"B. This cost of $36,689.47 shall be amortized into the Tenant Improvement (TI) cost as of January 19, 2011. At this time, the unamortized portion of the TI will total $1,488,044.45. The unamortized TI ($1,488,044.45) and the new TI cost ($36,689.47) total $1,524,733.92. This cost will be amortized at 0.0% over 105 months. This results in a new TI rental rate of approximately $0.4355 per BOAF.\n\nAny place in the Lease or Supplemental Lease Agreement Number 1 that reference the TI cost shall be amended to reflect the new TI rental cost of $174,255.31 per year from January 19, 2011 through October 18, 2019.\n\nC. Paragraph 3 of the Lease as amended by Supplemental Lease Agreement Number 1 is hereby deleted in its entirety and replaced with the following:\n\n\"3. The Government shall pay the Lessor annual rent of $2,742,031.22 at the rate of $228,502.60 per month in arrears from October 19, 2009 through January 18, 2011. The Government shall pay the Lessor annual rent of $2,753,316.36 at the rate of $229,443.03 per month in arrears from January 19, 2011 through October 18, 2019. Operating costs are subject to revision annually based on CPI adjustments. Rent for a lesser period will be prorated. Payment shall be made electronically to: Liberty Property Limited Partnership, 500 Chesterfield Parkway, Malvern, PA 19355-8707.\""} | 4f5dfec4f9451d7ec6991712b4012b6273f73322-2 | 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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.gsa.gov/cdnstatic/LMD09305-SLA-2-_Z.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"SUPPLEMENTAL LEASE AGREEMENT\n\nAGREEMENT No. 2\nPage 1 of 2\n\nTO LEASE NO. GS-03B-09305\n\nADDRESS OF PREMISE\nLiberty at Hunters Green II\nSuite #200\n11841 Newgate Boulevard\nHagerstown, MD 21740-6994\n\nTHIS AGREEMENT, made and entered into this date by and between\nLiberty Property Limited Partnership\nwhose address is 500 Chesterfield Pkwy\nMalvern, PA 19355-8707\n\nhereinafter called the Lessor, and the UNITED STATES OF AMERICA, hereinafter called the Government:\n\nWHEREAS, the parties hereto desire to amend the above Lease to accept Tenant Improvement build out Change Orders #1-9; to amortize these costs into the Tenant Improvement portion of the rent; and to change the annual rent to reflect the increase in Tenant Improvement costs.\n\nNOW THEREFORE, these parties for the considerations hereinafter mentioned covenant and agree that the said Lease is amended, effective January 19, 2011, as follows:\n\nIN WITNESS WHEREOF, the parties subscribed their names as of the above date. To incorporate additional requirements.\n\nA. This shall serve as official notice of acceptance of the following change orders:\n\nChange Order 1 - Outlet for microwave in break room\nChange Order 2 - Outlet for stencil machine by shop desk\nChange Order 3 - Caulking between slabs\nChange Order 4 - Hardware (electrical & security costs for double doors\nChange Order 5 - Bollards around toilet rooms #120, #121 and smaller office\nChange Order 6 - 38 Column Protectors\nChange Order 7 - Two sidewalks on SE corner of building\nChange Order 8 - Bollards or other projection for 3 inspector drains\nChange Order 9 - Janitorial closet\n\nTOTAL TI COST TO BE ADDED TO TI PORTION OF THE RENT WITH AMORTIZATION BEGINNING JANUARY 19, 2011: $36,689.47\n\nAll other terms and conditions of the lease shall remain in force and effect.\n\nIN WITNESS WHEREOF, the parties subscribed their names as of the above date.\n\nUNITED STATES OF AMERICA General Services Administration, PBS, South Section\n\nBY Contracting Officer\n(Official Title)"} | 4f5dfec4f9451d7ec6991712b4012b6273f73322-1 | 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://lesotholii-media.s3.amazonaws.com/media/judgment/23634/attachments/cana-high-school-v-lesotho-evangelical-church-of-south-africa-school-secretariat-dr-senekal-2022-lshc-126-29-september-2022.pdf?X-Amz-Algorithm=AWS4-HMAC-SHA256&X-Amz-Credential=AKIAZDDPZGHN5MUMHBMX%2F20240622%2Feu-west-1%2Fs3%2Faws4_request&X-Amz-Date=20240622T092221Z&X-Amz-Expires=3600&X-Amz-SignedHeaders=host&X-Amz-Signature=1f2fa778a9660c7ddb10487f50d5a95b5221c12ab12cb3a67ba7420fae2413f1 | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"5.5 At the risk of repetition, the court will recite prayer 1(f) of the Notice of Motion. It reads as follows:\n\nThe 3rd Respondent shall not be compelled, directed and ordered to approve the 1st Applicant’s Incoming School Board elected on the 1st February 2020 inclusive of the 1st and 2nd Respondent’s appointed candidates as envisaged by the Education Act of 2010;\n\n5.6 In essence the Applicant is requesting the court to compel (force), direct (give an order) and order the Minister of Education, 3rd Respondent to appoint members of the school board of Cana High School. The question therefore becomes, is the court competent to make this order? Put differently, does the court have jurisdiction to entertain this matter.\n\n[6] JURISDICTION- THE LAW.\n\n6.1 The jurisdiction of the court is the authority given by the law upon the court, to decide or adjudicate and make final determination of any dispute between the parties or pass judgment or make a final order. Jurisdiction is a key question for the court because it goes to the root of the case and ultimately the fate of matter either at preliminary stage or on merit. If any order is passed without jurisdiction, it becomes a nullity and not enforceable by law. One of the most important aspects of the court’s jurisdiction is the authority and power it has to enforce orders that it makes. If a court cannot enforce its order once made, it therefore has no jurisdiction to make such an order. In the case of (Gallo Africa Ltd and Others v Sting Music (Pty) Ltd and Others)¹¹\n\nUnder the common law, the doctrine of effectiveness is the basic principle of jurisdiction. The essence of this doctrine is that a court will only have jurisdiction to adjudicate on a matter if its order will be effective (Veneta\n\n¹¹ Gallo Africa Ltd and Others v Sting Music (Pty) Ltd and Others¹¹ 2010 (6) SA 329 (SCA) at para 6"} | 8c540bab41843088a68fcd59ca36c3c2db71d4f1-8 | 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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://lesotholii-media.s3.amazonaws.com/media/judgment/23634/attachments/cana-high-school-v-lesotho-evangelical-church-of-south-africa-school-secretariat-dr-senekal-2022-lshc-126-29-september-2022.pdf?X-Amz-Algorithm=AWS4-HMAC-SHA256&X-Amz-Credential=AKIAZDDPZGHN5MUMHBMX%2F20240622%2Feu-west-1%2Fs3%2Faws4_request&X-Amz-Date=20240622T092221Z&X-Amz-Expires=3600&X-Amz-SignedHeaders=host&X-Amz-Signature=1f2fa778a9660c7ddb10487f50d5a95b5221c12ab12cb3a67ba7420fae2413f1 | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"b) The 1st and 2nd Respondents shall not be ordered and directed to dispatch the record of proceedings that gave birth to their refusal to appoint and submit two candidates to the 3rd Respondent for onward inauguration of the 1st Applicant’s Incoming School Board elected on the 1st February 2020 (if any to the Registrar of his Honourable Court and Applicant’s Attorneys within Seven (7) days hereof;\n\nc) The 1st and 2nd Respondent’s refusal to appoint and submit two candidates to the 3rd Respondent for onward inauguration of the 1st Applicant’s Incoming School Board elected on the 1st February 2020 shall not be reviewed, corrected and set aside;\n\nd) The 1st and 2nd Respondents shall not be compelled, directed and ordered to appoint and submit two candidates to the 3rd Respondent for onward inauguration and approval of the 1st Applicant’s Incoming School Board elected on the 1st February 2020;\n\ne) The 1st and 2nd Respondent shall not be compelled, directed and ordered to appoint and submit two candidates to the 3rd Respondent for onward inauguration and approval of the 1st Applicant’s Incoming School Board elected on the 1st February 2020 as envisaged by the Education Act of 2010;\n\nf) The 3rd Respondent shall not be compelled, directed and ordered to approve the 1st Applicant’s Incoming School Board elected on the 1st February 2020 inclusive of the 1st and 2nd Respondents appointed candidates as envisaged by the Education Act of 2010;\n\ng) The 3rd Respondent shall not be compelled, directed and ordered to approve the 1st Applicant’s Incoming School Board elected on the 1st February 2020;\n\nh) The Respondents herein shall not be ordered to pay costs on Attorney and Client Scale;"} | 8c540bab41843088a68fcd59ca36c3c2db71d4f1-3 | 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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://lesotholii-media.s3.amazonaws.com/media/judgment/23634/attachments/cana-high-school-v-lesotho-evangelical-church-of-south-africa-school-secretariat-dr-senekal-2022-lshc-126-29-september-2022.pdf?X-Amz-Algorithm=AWS4-HMAC-SHA256&X-Amz-Credential=AKIAZDDPZGHN5MUMHBMX%2F20240622%2Feu-west-1%2Fs3%2Faws4_request&X-Amz-Date=20240622T092221Z&X-Amz-Expires=3600&X-Amz-SignedHeaders=host&X-Amz-Signature=1f2fa778a9660c7ddb10487f50d5a95b5221c12ab12cb3a67ba7420fae2413f1 | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The Applicants shall not be granted such further and/or alternative relief;\n\n[2] ISSUES FOR DETERMINATION\n\n2.1 Reading from the Notice of Motion it appears that the issues for determination by this court are:\n\na. The issue of the appointment of two members of the 2\\textsuperscript{nd} Applicant\\textsuperscript{1} which are the responsibility of the 2\\textsuperscript{nd} respondent in terms of the Education Act\\textsuperscript{2}\n\nb. That the court should direct and compel the 3\\textsuperscript{rd} Respondent [Minister] to approve the 2\\textsuperscript{nd} Applicant. The 2\\textsuperscript{nd} Applicant is defined as the incoming board.\\textsuperscript{3}\n\n[3] FACTS THAT ARE COMMON CAUSE\n\n3.1 Most, if not all facts are contested. The facts that are common cause are:\n\na. That the first and second Respondents are as cited in the proceedings.\n\nb. That there was a process undertaken to establish a school board in February 2020 in that;\n\ni. The teacher component was elected.\\textsuperscript{4}\n\nii. The parent component was elected\\textsuperscript{5}\n\n---\n\n\\textsuperscript{1} Prayers 1 (c), (d), (e) of the founding affidavit.\n\n\\textsuperscript{2} Section 23(2)(a) of the Education Act reads “23. (1) A school shall be governed by a school board. (2) A school board consists of the following nine members appointed by the proprietor and approved by the Minister - (a) two members nominated by a proprietor, one of whom is the chairperson;\n\n\\textsuperscript{3} Prayer (f) of the Notice Motion\n\n\\textsuperscript{4} Paragraph 8.3.2 of the Founding Affidavit. The names of the teacher elected appears on “CANA1” at page 46 of the record and annexure “B” to the Answering Affidavit at page 95 of the record. The teacher’s name on both documents is MPHO NOE.\n\n\\textsuperscript{5} “CANA1” to the Founding Affidavit page 46 of the record and annexure “B” to the Answering Affidavit, page 95 of the record both disclose the names of MOSHAONYANE MAKHELE, TSELISO MORIE and MAKUME MAKUME as the parent component of the School Board."} | 8c540bab41843088a68fcd59ca36c3c2db71d4f1-4 | 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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://www.nd.gov/dhs/services/childfamily/cbcu/docs/doc-foster-adopt-guardian-cps-form.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"DC Child Protection Register (CPR) Check Request Application\n\nThis is a “fillable” PDF form. Download it on your computer, save it with applicant name and submission date: “John-Doe-App-10-01-2021” (no periods, punctuation, special characters or spaces in the file name). Type this form. If you print it and handwrite, print clearly in block lettering. Forms are returned if incomplete, incorrect or the handwriting is not clear.\n\nI. THE REQUESTOR COMPLETES THIS SECTION\n\n- ☐ NEW REQUEST (The applicant does not have a CPR clearance on file with this requestor) Date Needed\n- ☐ RENEWAL REQUEST (The applicant has a CPR clearance on file with this requestor) Date of Last Results\n\nPlease call 202-727-8885 or email [email protected] for special circumstances needing expedited results.\n\nRequest Purpose: Check Only One (if unsure, contact the CPR office at 202-727-8885 or [email protected])\n\n- ☐ Employment suitability determination (employee/contractor/sub-contractor/volunteer/fellow/intern)\n- ☐ Adoption/Guardianship/Foster Care/Kin Care\n- ☐ Household Member or Back-Up Caregiver\n- ☐ Grandparent/Relative Caregiver Program Subsidy\n- ☐ Investigation, Court, Custody Determination\n- ☐ Personal Use (may not be used for employment, child welfare or licensing purposes)\n\nContact Name/Title\nOrganization Name\nRequestor Address\nRequestor Phone #\nRequestor Email\n\nIf the employer has a contract/sub-contract with a DC Gov’t agency, list the agency here\n\nResults are sent to the requestor by encrypted email. The encrypted email link will expire 30 days after it is sent. Please check the email junk or spam folder if you have not received the results within 14 days for new hires or 45 days of the request date for others.\n\nII. THE APPLICANT COMPLETES THIS SECTION\n\n| Last Name (include suffix if applicable) | First Name | Middle Name (type \"no middle name\" if none) |\n|----------------------------------------|------------|--------------------------------------------|\n\nPreferred Phone Number\n- ☐ Home ☐ Work ☐ Cell\n\nEmail Address\n\n| Date of Birth (MM/DD/YYYY) | Social Security Number (or USCIS/Alien Registration #) | Sex (on birth certificate) |\n|----------------------------|--------------------------------------------------------|---------------------------|\n| | | ☐ Male ☐ Female |\n\nOther Names Used and Type of Name (maiden name, previous married name, legal name change, nicknames, alias, etc.)\n\n| Name | Type | Name | Type |\n|------|------|------|------|\n| | | | |\n| | | | |\n\nHousehold Members (List spouse/partner and all children including adoptive, foster, step, students away at college, and adult children)\n\n| Name (first name, middle name, last name) | Date of Birth | Relationship to Applicant |\n|------------------------------------------|---------------|---------------------------|\n| | | |\n| | | |\n| | | |\n| | | |"} | 1590dcb55214f54ec9a3807771b6a6e7e97d498c-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.nd.gov/dhs/services/childfamily/cbcu/docs/doc-foster-adopt-guardian-cps-form.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"RESIDENCY INFORMATION. List all addresses, and the start and end dates, to the best of your ability.\n\n Applicants for employment purposes working in DC must include all addresses of residence for the last five (5) years.\n\n Back-up caregivers, adult household members, subsidy recipients and individuals requesting a self-check living in DC must include all addresses of residence for the last five (5) years.\n\n Applicants for adoption, guardianship, foster care, and kinship care must provide all District of Columbia addresses going back to 2002, per the Improved Child Abuse Investigations Amendment Act of 2002, D.C. Law 14-206, § 4–1302.03.\n\n*To help remember your previous addresses, check the credit report bureaus (Equifax, Experian, TransUnion).*\n\n| Street Address (Include Quadrant and Apt # if applicable) | City, State, Zip | Start – End Dates (MM/YYYY – MM/YYYY) |\n|---------------------------------------------------------|-----------------|-------------------------------------|\n| **(EXAMPLE) 100 J Street NW, Apt. B** | **Washington, DC 20000** | **10/2016–present** |\n\nAPPLICANT CONSENT & IDENTITY VERIFICATION\n\nI hereby confirm that I have provided complete and accurate information. I understand that if I knowingly provide incomplete or false information, I may be subject to fines. I consent and authorize the D.C. Child and Family Services Agency to provide the Requestor information about me that may be contained in the Child Protection Register (“CPR”).\n\nApplicant Printed Name ____________________________ Applicant Signature ____________________________ Date __________\n\n☐ I will submit a color copy of the front of a government-issued, photo identification document with this application"} | 1590dcb55214f54ec9a3807771b6a6e7e97d498c-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.fresnostate.edu/csm/arc/documents/resources/computer-science/Computer%20Science%20Minor%202019-2020.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Computer Science, Minor\n\nDEPARTMENT\n\nBS in Computer Science, B.S.\nMS in Computer Science, M.S.\nMN in Computer Science, Minor\n\nREQUIREMENTS\n\nDepartment\n\nComputer Science Minor Requirements\n\nThe Computer Science Minor requires 20 units of computer science courses consisting of CSCI 40, CSCI 41, and 12 units from CSCI 1, 60, or upper-division courses. At least 6 of the 20 units must be upper division. No CR/NC courses will be accepted toward the Minor in Computer Science.\n\nSuggested minor sequences (after completion of CSCI 40, 41):\n\n- Artificial Intelligence: CSCI 60, 112, 117, 164, 166\n- Computer Architecture: CSCI 112, 113, 176, 177\n- Computer Graphics: CSCI 112, 172, 173\n- Computer Languages: CSCI 60, 112, 115, 117, 134\n- Database Emphasis: CSCI 60, 115, 124, 126, 144\n- Scientific Computation: CSCI 60, 112, 154*, 172*\n- Secondary Teaching: CSCI 60, 112, 113, 115, 117\n- Software Engineering: CSCI 60, 112, 115, 150, 152\n- System Software: CSCI 112, 113, 144, (146 or 148)\n- Theory of Computation: CSCI 60, 119, 174, 186, 188\n\n* CSCI 154 and 172 have a mathematics prerequisite. Note that these are only suggested combinations. While attention must be given to prerequisites, many combinations are available to interested students.\n\nFACULTY\n\nThe faculty comes from a variety of areas including computer systems and architecture, theoretical computer science, programming languages, software engineering, computer graphics, distributed systems and parallel processing, neural networks, image processing, computer vision, pattern recognition, wireless communication and mobile computing, robot swarm communication, evolutionary computation, domain-specific languages, and real-time and embedded systems. They have in common a desire to provide a program that will give the student a broad range of experience in computer science as well as the depth of education that will be needed in the student's later career, whether professional or academic.\n\nFor faculty phone numbers and e-mail, see the campus directory.\n\nFor more on the faculty, see the faculty pages.\nThe faculty pages are updated by the department or program."} | 58ac7027c43e0b41bc85e458bba794350c4f53ea-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://ovid.com/site/catalog/books/pdfs/10295.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Interpretation of Drug Property in Rhythm\n\nPublication Year: 2008\nEdition: 1st\nPublisher: People's Military Medical Digital Press\nISBN: 978-7-509-11926-6\nPlatform: Chinese\nProduct Type: Book\nSpeciality: Chinese Herbal Medicine\nTCM-Chinese Medicines and Medications\nLanguage: Chinese\nPages: 0\nIllustrations: 0"} | 8ca15733ec806fcabe89520568155e5b9eda4441-1 | 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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://scholarworks.gsu.edu/cgi/viewcontent.cgi?article=1081&context=cs_diss | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":null} | c90f4d7f2d84e91f40636179398da122c2a64407-6 | 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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://scholarworks.gsu.edu/cgi/viewcontent.cgi?article=1081&context=cs_diss | 57 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"\\[ \\min_{\\omega, \\xi, b} \\frac{1}{2} \\|\\omega\\|^2 + C \\sum_{i=1}^{n} \\xi_i \\]\n\nsubject to \\( \\forall i, y_i(\\omega \\cdot x_i + b) \\geq 1 - \\xi_i, \\xi_i > 0 \\) \\hspace{1cm} (6.1)\n\n### 6.1.1 SVM in Dual Form\n\nIn the case that data cannot be separated linearly by a hyperplane, SVM can perform non-linear classification by mapping data from the original inputs into high-dimensional spaces \\( x \\Rightarrow \\varphi(x) \\) assuming that classes can be separated by a hyperplane. However, it is very hard to explicitly define the right mapping function due to its high dimensions. Fortunately, SVM problem in equation (6.1) can be written in a dual form in equation (6.2):\n\n\\[ \\min_{\\alpha} \\frac{1}{2} \\sum_{i=1}^{n} \\sum_{j=1}^{n} \\alpha_i \\alpha_j y_i y_j \\langle \\varphi(x_i), \\varphi(x_j) \\rangle - \\sum_{i=1}^{n} \\alpha_i \\]\n\nsubject to \\( \\sum_{i=1}^{n} y_i \\alpha_i = 0 \\) and \\( \\forall i, 0 \\leq \\alpha_i \\leq C \\) \\hspace{1cm} (6.2)\n\nIn this form, only the dot products between pairs of inputs: \\( \\varphi(x_i) \\cdot \\varphi(x_j) \\) are required. It is much easier to define a function \\( k(x_i, x_j) = \\varphi(x_i) \\cdot \\varphi(x_j) \\) and calculate their dot product in high dimensional space. This function is called **kernel** function, and the commonly used kernel function is RBF and polynomial kernel. Therefore, the dual objective function can be written as equation (6.3):\n\n\\[ \\min_{\\alpha} \\frac{1}{2} \\sum_{i=1}^{n} \\sum_{j=1}^{n} \\alpha_i \\alpha_j y_i y_j k(x_i, x_j) - \\sum_{i=1}^{n} \\alpha_i \\] \\hspace{1cm} (6.3)\n\nFor a single data source, with a given kernel function, we are able to calculate a kernel matrix \\( K \\) for each pair of data. Whereas, this is not possible for multiple data sources in which \\( x_i \\) and \\( x_j \\) are in different locations and sharing values of \\( x_i \\) and \\( x_j \\) is prohibited."} | c90f4d7f2d84e91f40636179398da122c2a64407-57 | 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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://scholarworks.gsu.edu/cgi/viewcontent.cgi?article=1081&context=cs_diss | 83 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"reliable than a traditional filter approach, RELIEF, and a wrapper method, SVM-RFE at\nthe same number of test feature, $N_d$. These differences can be as much as 10% for a fixed\nsmall number of features. This significant improvement is originated from the inaccurate of\ntraditional models. RELIEF is simple approach, but it does not take classification method in\nconsideration. Thus, its results will be poor in some datasets compared to other algorithms,\nas shown in Mush dataset. SVM-RFE uses a greedy approach in eliminating one or more\nfeatures at a time. This will definitely lead to suboptimal solution. On the other hand,\nGMKL and DGMKL integrate kernels/features’ weights into the optimization objective,\nthus the solution will be optimal, and the models can achieve a higher accuracy at a low\nnumber of features.\n\nFrom Table 7.2, DGMKL generally yields comparable performance to GMKL in most\ncases. We notice a slightly lower accuracy in a few cases due to an inaccurate of kernel\napproximation. Moreover, DGMKL has a higher accuracy than GMKL in some cases because\nof the nature of squared hinge-loss."} | c90f4d7f2d84e91f40636179398da122c2a64407-83 | 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://madoc.bib.uni-mannheim.de/61558/1/3038912.3052613.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"(links in the left 10% body region) has a positive coefficient for the binomial model. The models for the infobox are contradicting each other, but overall show much less model improvements over the baseline model compared to our other visual feature models (lower LRT). Furthermore, we can clearly see that the navbox feature has a strong negative coefficient suggesting that links positioned at the bottom of the page in the navigation boxes are only seldomly visited. The coordinate features summarize the more fine-grained results in a broader level indicating that there is a preference towards choosing links that are at the beginning and also on the left side of the screen. The results presented are by and large confirming previous findings on the F-shaped way of information consumption [10, 14, 30].\n\nSummary. Our results suggest three indicators having an effect on the success of links on Wikipedia. First, humans appear to have a preference towards choosing links leading to the periphery of the underlying topological link network. Second, links connecting semantically related articles tend to be clicked more frequently than those connecting semantically unrelated articles. Third, the visual position of a link appears to have an impact of the link’s success. Links that are located on the top of the screen (i.e., lead of an article) and on the left of the screen are preferred by humans navigating Wikipedia suggesting a visual top-left preference.\n\n5. INTEGRATION IN MARKOV MODELS\n\nWhile the results presented in Section 4 provide evidence of factors effecting the success of links on Wikipedia, it is an open question how we can integrate these findings into existing models of human navigation. To that end, we investigate the influence of link features on models of human navigation in this section. We focus on first-order Markov chains as the most wide-spread models for this task [6, 7, 38]. First-order Markov chains are stochastic systems that assume a memoryless generative process, i.e., the probability of the next state (Wikipedia article) depends only on the current state. We utilize these models in two separate analyses. First, in Section 5.1, we craft hypotheses about human navigation based on our insights of Section 4.2 and incorporate these into a Bayesian inference process. This allows us to (a) identify whether given hypotheses can better explain observed transition behavior compared to a uniform structural baseline hypothesis and thus, potentially improve the Markov chain model fit, and (b) the model comparison provides an additional ranking of given hypotheses helping in confirming our previous results within a coherent research approach. Second, in Section 5.2, we aim at utilizing these insights to improve the classic PageRank algorithm in a weighted variation and validate its precision against the observed visit counts of Wikipedia articles.\n\n5.1 Bayesian integration\n\nNext, we explore the impact of integrating our findings in Markov chain navigation models; for that task we resort to a recently proposed Bayesian approach called HypTrails [37].\n\nMethodology. We aim to integrate hypotheses about navigational behavior, which we form based on our results obtained in Section 4.2, as prior knowledge into the inference process for Markov chains. HypTrails [37] provides a coherent framework for this task. First, one can express a hypothesis, i.e., beliefs in transition probabilities of a Markov chain, as a matrix $M = (m_{ij})$, where a higher value expresses higher belief in a transition between articles $i$ and $j$. Then, these hypotheses matrices are incorporated as Dirichlet priors into the Bayesian model inference procedure. Due to the sensitivity of a Bayesian model to the priors on its parameters, more plausible hypotheses—i.e., hypotheses that are in line with the observed data—induce higher marginal likelihood (evidence) values used for model comparison. Marginal likelihoods can be compared along different values of a parameter $\\kappa$ expressing the strength of belief in a hypothesis. Higher values reflect a higher belief in given hypothesis; i.e., a stronger probability mass concentration of the Dirichlet prior. Formally, model comparison is done by calculating a Bayes factor [24], which is the ratio of the marginal likelihoods for two hypotheses $H_1$ and $H_2$; if positive, the first hypothesis is judged as more plausible—strength of Bayes factors can be checked in an interpretation table of Kass and Raftery [24].\n\nComparing the marginal likelihood of a specific hypothesis (e.g., that humans prefer to navigate to the periphery of the network) with a structural baseline hypothesis (i.e., random preference of out-links) allows us to detect whether integrating given hypothesis into the inference process enhances the general model fit. Additionally, we can compare hypotheses with each other to obtain a ranking of hypotheses. For more methodological details, we point the reader to [37]. We describe how we construct hypotheses for our data next.\n\nHypotheses. We formalize and compare several hypotheses based on our main findings of Section 4 providing evidence of feature effects on link success. As mentioned, hypotheses are expressed as matrices $M = (m_{ij})$ indicating belief in transition probabilities. For finding good formalizations of these hypotheses, we experimented with different scaling variations such as logarithmic, square-root, and exponential feature scaling, but only report on the best formalization for each of the three feature groups due to limited space.\n\nAs a baseline, we use the structural hypothesis expressing the belief that someone navigating in the Wikipedia network chooses any out-link of an article randomly. Here, we set $m_{ij}^{\\text{structure}} = 1$ if there is a link from article $i$ to article $j$ and $m_{ij}^{\\text{structure}} = 0$ otherwise. If other hypotheses do not reveal higher marginal likelihoods than this baseline hypothesis (i.e., positive Bayes factors), they indicate no improvements to the model fit—i.e., they do not capture the actual human navigation behavior well.\n\nFor the network features, we focus on the $k$-core having shown promising results in Section 4. Since we want to formulate a hypothesis that expresses higher beliefs in transitions to articles with lower $k$-cores (i.e., the periphery of the network), we set the entries of the hypothesis matrix to $m_{ij}^{\\text{kcore}} = \\frac{1}{\\sqrt{\\text{trg}_{\\text{kcore}}}}$. Regarding semantic similarity, we use the $\\text{text}_{\\text{sim}}$ feature as it is, i.e., $m_{ij}^{\\text{text}_{\\text{sim}}} = \\text{text}_{\\text{sim}}$. This reflects a belief that transitions to similar articles (w.r.t. to the text similarity) are more likely. For visual features, we concentrate on the position feature. Our visual hypothesis states that links that are in the lead, in the most left part of the body, or in the infobox are more likely to be visited than the others (as the results of Section 4 suggest). Thus, we express this hypothesis as $m_{ij}^{\\text{visual}} = 1$ in these cases, and $m_{ij}^{\\text{visual}} = 0$ otherwise. For these hypotheses, we add the structural baseline hypothesis for smoothing in order to guarantee a minimum belief in all transitions to linked articles."} | 72f740f66846fbe96b9da45e426c361f19ebbedc-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://madoc.bib.uni-mannheim.de/61558/1/3038912.3052613.pdf | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"repeated in the infoboxes or overview tables for improved usability. Unfortunately, the data at hand does not disambiguate which link instance has been clicked if a link occurs multiple times. While this has no implications for the network and semantic features as they are independent of the link position, it influences the analysis of the visual features. In this paper, we have decided to use the visual feature of the first occurrence of a link on the screen based on its x- and y-coordinates. This choice is justified by additional experiments on a restricted dataset filtering out links with multiple occurrences. As for the main data, a strong preference for links in the top and the left hand side of the page can be found, cf. also Section 4.2. The results for the restricted dataset confirm our main findings, but also reveal a bias: the popularity of links at the top of the page is less pronounced (but still substantial) in this variation. For further analysis, we included the number of times a link occurs on an article as a nuisance parameter to our regression model, but this did not change the main inference. Thus, we are confident that our main findings are robust with respect to that issue. However, in future—preferably supplemented with more fine-grained click data—further studies on the impact of multiple link occurrences should be conducted.\n\nDifferent screen resolutions. In our analysis, we chose the specific screen resolution of 1920 × 1080 for deriving visual features. While this adheres to our data only containing click information from desktop users only, different users may have different visual perception of the same article. Since this may affect presented results, future work could set out to tackle this limitation by, e.g., repeating the visual analysis for different screen resolutions. Another issue of special interest would be to complement the analysis using transitions data capturing the mobile user behavior on Wikipedia.\n\nDefinition of success. We defined success of a link as the click popularity derived from user transitions. However, other forms of link success can be studied. For example, instead of explaining transition preference of out-going links, one could modify the research question of this study and look at in-going links. Then, the question of interest would be: Given a set of in-going links to a given article, which ones are more popular than others and how can we explain them? Also, in this work, we have not considered the narrow textual context of a link which is tightly related to the concept of information scent [34]. Further research can concentrate on this aspect and study the relationship between diminishing information scent [16] caused, i.e., by editors and the success of a link. Apart from that, the success of a link could also be defined in light of how much a link contributes to the different types of navigation. One could analyze navigability of the networks $D_{trans}$ and $D_{trans}^{w}$ on the edge and node level, i.e., by studying the flow in and out of a node or by removing nodes and edges. Link success could be also examined in terms of its ability to enable and encourage further navigation and exposing the user to a more richer content or to the strongly connected component of the network.\n\nMarkov chain hypotheses formulation. The results of Section 5 depend on how we code the hypotheses as priors. In this paper, we hand-crafted hypotheses that are in line by our data-driven insights of Section 4. We acknowledge that more fine-grained engineering and learning of good priors and weightings might further improve results. Additionally, even though in different context and with different methodology, one might argue that some results of Section 5 could have been expected given our earlier findings. Yet, the main goal here was to demonstrate the utility of incorporating assumptions about transition behavior into existing navigational models (i.e., Markov chain and PageRank) that predominantly, often have assumed uniform behavior. Additionally, obtained results helped us to further confirm our empirical insights of this paper. Nonetheless, we hope that in the future more studies on additional datasets, e.g., on other language editions of Wikipedia, are conducted in order to enrich our understanding of human navigation and link success.\n\nExplaining and modeling heterogeneity. While we have accounted for basic heterogeneity by utilizing mixed-effects models and Markov chain models that both model transitions given a current start article, more fine-grained analyses in that direction are warranted in future. For example, there might be specific user groups, positions within sessions, or specific times that exhibit deviating navigation behavior. In this direction, a detailed analysis of the random effects in the mixed-effects models might lead to better understanding of heterogeneous effects. Additionally, pattern mining approaches could be employed to detect interpretable subgroups of Markovian transition behavior [28]. Obtained insights could then eventually be used to further advance existing models by integrating mixtures of navigational hypotheses into the modeling process [4].\n\n8. CONCLUSIONS\n\nIn this paper, we studied what makes a link successful on Wikipedia. To that end, (i) we investigated link features and their effects on link popularity utilizing descriptive analyses supplemented by mixed-effects hurdle models. Results suggest that Wikipedia users prefer to navigate to articles that are in the periphery of the Wikipedia link network, to articles that are semantically similar, and to articles that are linked at the top or at the most left-hand side of the source article. (ii) Based on these findings, we integrated hypotheses about human navigational behavior into the well-known Markov chain model utilizing Bayesian inference. By doing so, we could improve respective model fits compared to a uniform baseline model. (iii) For further demonstrating the utility of our findings, we adapted the well-known PageRank algorithm that assumes random navigation by accounting for observed navigational preferences in a weighted variation. An evaluation of resulting pagerank values obtained by link weighting against actual view statistics revealed significant improvements over the unweighted baseline algorithm.\n\nOur work is relevant for researchers interested in studying human navigational behavior and link structures on the Web. Obtained insights can be utilized for providing qualitative link structures and for supplementing existing algorithms utilizing these structures to better adhere to observed transition behavior. In addition to future work directions discussed in Section 7, we also aim at extending our studies to different language versions of Wikipedia and newer time frames for identifying similarities and differences. Also, apart from Wikipedia, the provided methodological framework can be applied to other platform data in a straight-forward manner.\n\nAcknowledgments. We would like to thank Denis Helic for the inspiring discussions on the PageRank section. This work was partially funded by the Austrian Science Fund project \"Navigability of Decentralized Information Networks.\""} | 72f740f66846fbe96b9da45e426c361f19ebbedc-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://madoc.bib.uni-mannheim.de/61558/1/3038912.3052613.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"lead: all links in the first section of the article excluding infobox, (2) body: all other links in the main text, (3) left-body: links in the body that are displayed in the 10% most left part of the screen, (4) right-body: links in the remaining right part of the body, (5) infobox: all links in the infobox, (6) navbox: all links in a table in the last section of the article placed by editors for facilitating navigation. As links can occur multiple times on an article, we derived the visual position of a link based on its first occurrence on the screen. This goes hand-in-hand with our empirical results elaborated in Section 4.2. A more detailed discussion about this facet of our data is provided in Section 7.\n\n3. FOCUS OF ATTENTION\n\nWe start our analysis by investigating the focus of attention with respect to link usage in Wikipedia, i.e., we study how strongly user transitions are concentrated on the few most visited links.\n\nDistribution of transition counts. As a first key statistic, we observe that of ∼340 million links in $D_{wiki}$ only about 13.6 million links (or about 4% of all links) are regularly used, i.e., are visited at least 10 times within a month. However, even when considering only these 4% regularly used links, we can observe that users focus heavily on a comparatively small set of links: about 50% of all transitions stem from only about 600,000 links. A frequency plot of the distribution, see Figure 2(a), reveals a long-tailed distribution, where most of the links receive very low amounts of transitions.\n\nOut-degree distribution. A similar effect can be observed at the level of individual articles. We compare the out-degree distributions of nodes in $D_{wiki}$ and $D_{trans}$, i.e., we compare the number of available links on articles in $D_{wiki}$ with the number of regularly used links in $D_{trans}$. For a fair comparison, we consider only the out-degrees of nodes that occur in both networks. The results in Figure 2(b) reveal clear differences. The out-degree distribution of $D_{wiki}$ reaches a maximum frequency for articles having eleven out-links indicating a decent amount of links to choose from. However, the out-degree distribution of $D_{trans}$ clearly reveals that for most articles, users only visit a few articles regularly with the maximum frequency of only a single link. Formal comparison of both distributions with respect to (truncated) power-law, exponential, and log-normal distributions by their goodness of fit reveals that for $D_{trans}$ the out-degree distribution resembles a truncated power-law most closely, while for $D_{wiki}$ a log-normal distribution is preferred.\n\nGini coefficient of transition counts. The previous analyses have suggested a discrepancy between the link network $D_{wiki}$ and actually transitioned links in $D_{trans}$ and $D_{trans_w}$. The Gini coefficient is a measure of statistical dispersion allowing us to quantify the inequality of link popularity within articles. We calculate the Gini coefficient for each article based on a vector containing the transition counts for all links (including zeros) in this article from $D_{trans_w}$. A Gini coefficient of 0 indicates complete equality, while a result of 1 would mean that only a single link gets the whole attention. We visualize the histogram of all coefficients for each article in Figure 2(c); results indicate that there is a clear inequality of link popularity within articles, i.e., attention focuses on just a few links.\n\nSummary. In this section, we have presented empirical evidence that on Wikipedia user attention focuses on a small set of links while navigating. This hints towards a clear preference towards a few links and demonstrates the importance of finding indicators of link success, on which we focus in the remainder of this paper.\n\n4. WHAT MAKES A LINK SUCCESSFUL?\n\nMotivated by the discrepancy between link presence and link usage, we now study link success. That is, as illustrated in Figure 1, given a Wikipedia article, we aim at identifying effects of link features (network features, semantic features, or visual features) on counts of transitions to the respective target article. This allows us to answer questions such as: “Are links leading to peripheral articles more popular and thus, more successful?” We propose a methodology in Section 4.1 and discuss results in Section 4.2.\n\n4.1 Methodology\n\nFor studying effects of link features on the success of links, we employ descriptive statistics and hurdle mixed-effects regression models; we outline both approaches next.\n\nDescriptive analysis. We start our analysis with a descriptive overview on the effects of our features on transition counts. For an intuitive picture, we investigate boolean expressions on our features and determine for each feature the number of links, the number of transitions, and the average number of transitions per link. We focus on easy-to-interpret expressions: for network features, we compare the centrality of the target node with the centrality of the source node. For semantic similarity features, we compare the similarity between source and target article of the link with the median of the respective values for all links within the same source article. Finally, for the visual features, we divide the screen position in three areas for each dimension, that is the left, the middle, and the right third of the screen, and links in the top-half, the bottom-half and links that are only visible after vertical scrolling (assuming a resolution of 1920 × 1080) respectively. Furthermore, we use the position of the link in a specific part of the article such as the lead or the infobox.\n\nMixed-effects hurdle model. Additionally, we aim at statistically modeling the effects of all link features on link success given a certain start node. Our setting (cf. Figure 1) implies that individual links represent data points with the transition counts being the outcome to predict, and the respective link features the effects at interest. Yet, links in the dataset are not independent of each other, but rather nested within Wikipedia articles. Heterogeneous effects might be present as e.g., apart from generally different amounts of total transitions, the article of “Manchester” might pose different navigational behavior than the article of “USA”. Pooling all links into a single dataset for ordinary regression can lead to biased results; consequently we resort to mixed-effects models (also known as multilevel models or hierarchical models), allowing us to account for the nested structure—specifically the resulting random variations—between links (level 1) and Wikipedia pages (level 2). We define our mixed-effects model following [18]; for a broader introduction we point to [33]:\n\n\\[\nY_{i,j} = \\gamma_{0,0} + \\gamma_{1,0}X_{1,i,j} + u_{0,j} + u_{1,j}X_{1,i,j} + e_{i,j} \\quad (1)\n\\]\n\nHere, $Y_{i,j}$ refers to the transition count of a link $i$ (level 1) on a Wikipedia page $j$ (level 2); $\\gamma_{0,0}$ refers to the overall intercept and $\\gamma_{1,0}$ to the overall regression coefficient for the level 1 predictor $X_{1,i,j}$, e.g., the degree of the target node."} | 72f740f66846fbe96b9da45e426c361f19ebbedc-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... |
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