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http://sjku.muk.ac.ir/article-1-184-fa.pdf | 7 | {"primary_language":"fa","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"نمودار 4: طرح مشابهت فامیلی حاصل از بررسی 230 طرح اسپولایوتایپ جدا شده از سویه‌های مایکوباکتریوم توبرکلوزیس\n\n| No. of patients | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 | 30 | 31 | 32 | 33 | 34 | 35 | 36 | 37 | 38 | 39 | 40 | 41 | 42 | 43 | 44 |\n|-----------------|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|\n| 1 | X | X | X | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . |\n| 19 | X | X | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . |\n| 31 | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X |\n| 75 | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X |\n| 1 | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X |\n| 3 | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X |\n| 39 | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X |\n| 37 | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X | X |\n| 14 | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . | . |\n\n| octal code | Clade |\n|------------------|-------------|\n| 570077140030040 | AFRI |\n| 730777400030071 | CAS1 |\n| 777777145077171 | EAI |\n| 777777754027071 | Haarlem |\n| 670077777605031 | LAM2 |\n| 7777777423571 | Manu |\n| 70775177760771 | T |\n| 7777777777771 | undefined |\n| 3771 | W-Beijing |\n\nبحث\n\nدر این مطالعه میزان مقاومت مشاهده شده به یک آنتی‌بیوتیک از دو یا سه آنتی‌بیوتیک بالاتر از گزارش قبلی از ایران می‌باشد. مقاومت دارویی یک مشکل اساسی در درمان و کنترل سل می‌باشد و اضافه شدن سویه‌های مقاوم به جدا شده باعث تهدید این معضل بهداشتی دنیا شده است. اینجانب گزارش کسب مقاومت چند دارویی (MDR-TB) 13/8% گزارش شده است. (12) این سویه قادر به انتقال به افراد آلوده به ویروس ایدز در بیمارستانها و زندانها می‌باشد (13). سویه‌های مایکوباکتریوم توبرکلوزیس جدا شده از بیماران اتفاقی میزان مقاومت دارویی بالاتری نسبت به سویه‌های جدا شده از بیماران ایرانی نشان دادند (نمودار 3). اکثر کلاسترهای جدا شده از بیماران ایرانی متعلق به گروه تکاملی پرونده در حالیکه اکثریت سویه‌های جدا شده از بیماران اتفاقی به گروه 4 تعلق داشتند (نمودار 3). با در نظر گرفتن همراهمی مقاوم به چند دارو با گروه ژنتیکی (14) می‌توان استنباط کرد که غالب بودن گروه 4 در اپیدمیولوژی اتفاقی مطابق با مقاومت بالای مشاهده شده می‌باشد. بر اساس پلی‌مورفیسم"} | 8a4124bd2d9751f1f2c384b858f8c6e15eb0afad-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.navsource.org/archives/01/pdf/010301a.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ONCE MORE THE FAMOUS OREGON, BULL DOG OF SEA, VISITS HAWAII NEI\n\nUNITED STATES BATTLESHIP OREGON, AT ANCHOR OFF THE HARBOR.\n\nAs the sun rose on Decoration Day, the famous United States first-rate battleship Oregon, the pride of the American navy and the terror of the Pacific and Atlantic oceans, steamed into the harbor of Honolulu, her powerful engines, her swift and graceful lines, her bristling guns, and her great armor plate, all combining to make her the most formidable of the warships of the world.\n\nGreat and powerful, without looking impressive, bristling with great guns and a swarm of little guns, she might be taken for a homely and wicked-looking vessel, but she is not. She is the pride of the American who sends her forth to battle, and the terror of the enemy who sees her coming.\n\nAn Advertiser reporter went aboard the Oregon yesterday afternoon and was shown over the ship by some of the gallant and obliging officers who occupy the roomy quarters of the great battleship. The reporter was shown the fighting top, the turret, the great guns, the engine room, the wardroom, and the officers' quarters, and was given a thorough appreciation of the strength and power of the great battleship.\n\n\"I thank God that he is an American,\" said the officer, as he stood on the deck and looked out over the harbor. \"I thank God that he is an American, and that he has such a ship as the Oregon to protect him.\"\n\nThe Oregon has been steaming for nearly two years, having left New York on the 16th of October, 1898, and having traveled over forty thousand miles since that time. She has been in the Philippines, China, Japan, and many other ports, and has been in many engagements.\n\nThe Oregon is commanded by Captain Charles M. Thomas, who has been in Honolulu before, and who has many friends in this port. Captain Thomas was asked about the Oregon's trip, and he said that it had been a very pleasant one, and that the officers and men had enjoyed it very much.\n\nThe Oregon is a first-rate battleship, and her complement is 350 men. The majority of the men aboard the ship are \"short-timers,\" on their way home. In fact, there are only about ten or a dozen men on board the ship who have any length of time yet to serve in the service.\n\nWhen Captain Thomas was asked about the Oregon's trip, he said that it had been a very pleasant one, and that the officers and men had enjoyed it very much.\n\nAuction Sale\n\n-OF-\n\nHousehold Furniture\n\nON FRIDAY, MAY 31,\n\nAT 10 O'CLOCK A. M.,\n\nAt the residence of MRS. H. W. MIST, Nuuanu street, near Pauoa road, I will sell at public auction the entire household furniture, consisting of:\n\n- Upholstered Parlor Furniture\n- Oak and Rose Wood Tables\n- Pictures, Lace Curtains\n- Patent Rockers, Mahogany Chairs\n- Piano Lamp, Music Stand\n- Koa Bookcase, Koa Sideboard\n- Koa Tables\n- Curly Walnut Piano\n- Hanging Lamp\n- Black Walnut Bedroom Sets\n- Iron Beds, Plate Glass Mirrors\n- Invalid's Bed Table, Chiffoniers\n- Crockery, Glassware\n- Kitchen Utensils, Jewel Stove, Meat Safe\n- Ladies' Side Saddles\n- Wilcox & Gibbs' Sewing Machine\n- And a large number of choice FERNS and PALMS of many varieties.\n\nJAS. F. MORGAN,\nAUCTIONEER.\n\nAuction Sale\n\n-OF-\n\nDelinquent Stock\n\nIN THE\n\nKihei Plantation Co.,\nLIMITED.\n\nON SATURDAY, JUNE 8,\n\nAT 12 O'CLOCK NOON.\n\nAt my salesroom, 65 Queen street, Honolulu, I will sell at public auction by order of the Treasurer, Mr. J. P. Cooke, the following certificates of stock in the Kihei Plantation Co., Ltd., unless the tenth, eleventh and twelfth assessments, now delinquent, with interest and advertising expenses, is paid on or before the day and hour of sale.\n\nJAS. F. MORGAN,\nAUCTIONEER.\n\nAuction Sale\n\n-OF-\n\nA Leasehold\n\nON SATURDAY, JUNE 15,\n\nAT 12 O'CLOCK NOON.\n\nAt my salesroom, 65 Queen street, Honolulu, I will sell at public auction, by order of the land agent of the BISHOP ESTATE, the lease of all of that portion of the LOKO MAKALAPA, at HALAWEWA, owned by the ESTATE OF BERNICE P. BISHOP, and containing an area of 89 acres, more or less, as per the survey of Mr. M. D. Monsarrat.\n\nLease to be for the term of 21 years, from July 1st, 1901. Upset price, $720 per annum, payable semi-annually in advance in United States gold coin.\n\nPurchaser to pay all taxes, rates or charges whatsoever. All charges for expenses of lease, etc., to be at the purchaser's expense.\n\nFor further information apply at the office of the Land Agent of the Bishop Estate, 77 Merchant street.\n\nJAS. F. MORGAN,\nAUCTIONEER.\n\nTheosophical Society\n\nTHE REGULAR MEETINGS OF\n\nThe Aloha Branch, Theosophical Society are now as follows: Saturday, 7:30 p.m., public meeting in the hall of Knights of Pythias, Fort St.; Tuesday, 7:45 p.m., class of \"Ancient Wisdom,\" at the residence of Mr. Rice, Beretania St.; Thursday evening, 7:45 o'clock, beginners' class at residence of Mrs. K. C. Rows, 1383 Beretania St.\n\nLibrary open for exchange of books, Saturday evening and Wednesday afternoon, from 3 to 5.\n\nInformation obtained from Mrs. Marques, 314 Fort street.\n\nThe Instruments Used In\n\nTHE SILENT BARBER SHOP\n\nAre Thoroughly Disinfected Before Using.\n\nJOSEPH FERNANDEZ, Prop.,\n\nArlington Hotel, Hotel Street."} | 8032c056bf1bcde23d1d271c9fbb1c79bc4975d6-1 | 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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://static-content.springer.com/openpeerreview/art:10.1186%2F1476-069X-7-23/12940_2007_161_ReviewerReport_V1_R3.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Reviewer's report\n\nTitle: Water Disinfection By-products and the Risk of Specific Birth Defects: A Population-based Cross-Sectional Study in Taiwan\n\nVersion: 1 Date: 18 October 2007\n\nReviewer: Manolis Kogevinas\n\nReviewer's report:\n\nGeneral\n\nThe authors report of a large study in Taiwan associating 9 congenital malformations with levels of THMs in drinking water. The issue evaluated is important and has been discussed for quite some time. Exposure classification was based on routine measurements. An association is found between the highest exposure levels and specific malformations although no effect (actually a protective effect) was found for hypospadias. A metanalysis was conducted combining results from other similar studies. An important aspect of this study is the large sample size. Similar to many studies based on routinely collected data, this study has limited information on exposures and potential confounders. The authors could probably have provided a more balanced summary of the findings. Finally, the text could be clearer when discussing the metaanalysis.\n\nMajor Compulsory Revisions (that the author must respond to before a decision on publication can be reached)\n\nThe authors, mainly in the abstract, are reporting the most extreme results. It is true that they did have some significant increases in risk comparing the highest exposed group with the lowest for anencephalus, ventricular septal defects and cleft lip, but their is no dose response in the ORs by increasing THM level. The authors should be somehow more careful in interpreting these findings and should provide a . They should also comment more adequately the decreased risk for hypospadias.\n\nThe authors should discuss the range of exposures examined. The difference between exposure groups is rather narrow and, given exposure misclassification, it would be expected not to find large effects even if they existed. It would be useful if the authors provided more detailed information on the distribution of exposure levels in the highest category. In the discussion the authors could comment how do their exposure levels compare with those of other studies.\n\nIt is not clear what exactly have the authors done with the metaanalysis. This has to be written in a much clearer way. In some parts it appears as if they compared only with the Norwegian cohort while in the tables they quote other studies as well."} | ea82df9e722eb572deae0845a41197ce483960ac-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://static-content.springer.com/openpeerreview/art:10.1186%2F1476-069X-7-23/12940_2007_161_ReviewerReport_V1_R3.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Minor Essential Revisions (such as missing labels on figures, or the wrong use of a term, which the author can be trusted to correct)\n\nDiscretionary Revisions (which the author can choose to ignore)\n\nWhat next?: Accept after minor essential revisions\n\nLevel of interest: An article of importance in its field\n\nQuality of written English: Acceptable\n\nStatistical review: No, the manuscript does not need to be seen by a statistician."} | ea82df9e722eb572deae0845a41197ce483960ac-2 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+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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://help.oclc.org/@api/deki/pages/39297/pdf/Share+lists.pdf?stylesheet=default | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Discover how to share lists via Facebook, Twitter, email, or permalink using WorldCat.org.\n\nOverview\n\nYou can share a list on WorldCat.org using any of the following methods:\n\n- Facebook\n- Twitter\n- Email\n- Permalink\n\nShare a list on Facebook\n\n1. From the My Lists screen, click the title of the list you want to share.\n2. From the list, click **Share > Share on Facebook**. A Facebook log in dialog opens.\n3. Enter your Facebook **Email or Phone** and **Password**.\n4. Click **Log In**. A pre-populated post opens with a link to the list.\n5. Click **Post** to share.\n\nShare a list on Twitter\n\n1. From the My Lists screen, click the title of the list you want to share.\n2. Click **Share > Share on Twitter**. A Twitter log in dialog opens.\n3. Enter your Twitter **Phone, email, or username** and **Password**.\n4. Click **Log in**. A pre-populated tweet opens with a link to the list.\n5. Click **Tweet** to share.\n\nShare a list via Email\n\n1. From the My Lists screen, click the title of the list you want to share.\n2. Click **Share > Share via Email**. The default email client or app on your device opens with a pre-populated email containing a link to the list.\n3. Enter one or email addresses in the To field.\n4. *(Optional)* Edit these fields:\n - Your name"} | 6084c8d18582106db6c972603dd170861a0993da-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://help.oclc.org/@api/deki/pages/39297/pdf/Share+lists.pdf?stylesheet=default | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"◦ Subject\n◦ Email message\n\n5. Click Send. An email message with a link to the list will be sent to the selected recipient(s).\n\nShare a list via permalink\n\nA Permalink or permanent link is a simplified URL for a webpage that is designed to be short and easily interpreted. Permalinks are ideal for use in emails, blog posts, and other web-based communications where lengthy URLs might cause a problem.\n\nTo share a list via permalink:\n\n1. From the My Lists screen, click the title of the list you want to share.\n2. Click Share > Copy link. A Copied confirmation dialog appears in the lower-left corner of your browser. 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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... |
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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://patentimages.storage.googleapis.com/77/6b/a0/de79bc5c4e771c/US8198551.pdf | 12 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"required. The dielectric material may be curtain coated or screen applied, or it may be supplied as a dry film or in other sheet form. Typical examples of such circuitized substrates include PCBs and LCCs.\n\nBy the term “circuitized substrate assembly” as used herein is meant to include at least one and possibly more of such circuitized substrates having at least one and possibly more power cores as defined herein which form integral parts thereof, and at least one electrical component (defined below) mounted on and electrically coupled to the assembly.\n\nBy the term “electrical component” as used herein is meant components such as semiconductor chips, resistors, capacitors and the like, which are adapted for being positioned on the external conductive surfaces of such substrates as PCBs and chip carriers, and possibly electrically coupled to other components, as well as to each other, using, for example the PCBs or chip carrier's internal and/or external circuitry. The circuitized substrate assemblies formed in accordance with the teachings herein are readily adaptable for having one or more such electrical components positioned thereon and electrically coupled to the internal circuitry thereof, as mentioned, and also having these components coupled to each other if so desired.\n\nBy the term “high speed” as used herein to define the substrate signal speed capabilities is understood to mean signals within a frequency range of from about 3.0 to about 10.0 Gigabits Per Second (GPS) and possibly even faster. The circuitized substrate assemblies formed herein are capable of operating at such high frequencies if desired.\n\nBy the term “high expansion dielectric material” as used herein to define the dielectric materials used as part of the invention’s power core is meant a material having a coefficient of thermal expansion (CTE) of greater than about 25 parts per million (ppm)/deg. C in the X-Y (in plane) direction and greater than about 70 ppm/deg. C in the Z (out of plane) direction, said directions taken from a cross-section of said material.\n\nBy the term “information handling system” as used herein is meant to define any instrumentality or aggregate of instrumentalities primarily designed to compute, classify, process, transmit, receive, retrieve, originate, switch, store, display, manifest, measure, detect, record, reproduce, handle or utilize any form of information, intelligence or data for business, scientific, control or other purposes. Examples include personal computers and larger processors such as computer servers and mainframes. Such products are well known in the art and are also known to include PCBs and other forms of circuitized substrates as part thereof, some including several such components depending on the operational requirements thereof.\n\nBy the term “low expansion dielectric material” as used herein to define the dielectric materials used as part of the invention's power core is mean a material having a CTE within the range of from about 7 to about 20 ppm/deg. C in the X-Y direction and less than about 50 ppm/deg. C in the Z direction, said directions taken from a cross-section of said material.\n\nBy the term “power core” as used herein is meant a multi-layered structure comprising at least one dielectric layer and at least two conductive layers positioned on opposite sides of the dielectric layer. The materials used to form the power core of the invention are defined herein. One of the conductive layers will function as a power plane while the other conductive layer may function as a ground layer, but may also function in another manner, including as a signal layer. Alternatively, both conductive layers may function as power planes for the substrate. It is understood from the teachings herein that the primary function of the power cores taught herein is to become an integral part of circuitized substrates, particularly an LCC or PCB.\n\nBy the term “thru hole” as used herein is meant to include three different types of electrically conductive holes formed within a circuitized substrate. As mentioned, it is known in circuitized substrate constructions to provide conductive interconnections between various conductive layers (including power, ground and signal) of the substrate. For some applications, it is desired that electrical connection be made with almost if not all of the conductive layers. In such a case, a thru-hole (which includes a layer or layers of conductive material located on walls of openings of the dielectric material which support same) is typically provided through the entire thickness of the substrate is referred to as a PTH. For other applications, it is often desired to also provide electrical connection between the circuitry on one face of the board to a depth of only one or more of the inner circuit layers. These are referred to as “blind vias”, which pass only part way through (into) the substrate. In still another case, such multi-layered substrates often require internal “vias” which are located entirely within the structure and covered by external layering, including both dielectric and conductive layers. Such internal “vias”, also referred to as “buried vias”, are typically formed within a first formed sub-composite, e.g., a power core, which is then bonded to other sub-composites and/or dielectric and/or conductive layers to form the final, thicker multilayered circuitized substrate. Therefore, for purposes of this application, the term “thru hole” is meant to include all three types of such electrically conductive openings, each of which includes one or more layers of conductive material located on internal walls of the openings formed within the chosen dielectric material.\n\nAs understood from the description herein, a primary object of the present invention is to provide a power core structure readily adapted for use as part of a circuitized substrate such as a LCC or PCB wherein the power core possesses key attributes such as a low CTE, high stiffness and good cracking resistance. The circuitized substrate utilizing such a power core will in turn possess the key attributes of being of relatively lower cost than many known substrates and yet able to meet the high performance obligations demanded in today's environment.\n\nIn FIG. 1, there is shown the initial elements of a structure destined to be a power core in accordance with one embodiment of this invention. This structure includes a first dielectric layer 21 of low expansion material. The preferred material for layer 21 is a low moisture-absorbing thermosetting resin such as epoxy, polyphenylene ether, bismaleimide triazine or polyimide and, in a preferred embodiment, has an initial thickness of from about 2.95 mils to about 9.84 mils (a mil is understood to represent 1/1000 of an inch). Other low expansion thermosetting resins are possible. This material further includes woven fiberglass cloth as part thereof (the cloth being impregnated with the resin), for added reinforcement, in addition to amorphous spherical silica. Other inorganic particulates than silica may be utilized, including, for example, aluminum oxide, boron nitride, and aluminum nitride, to name a few. The silica (or other inorganic particulate) particles each have a size within the range of about 0.003 mils to about 1.377 mils, and, in one embodiment, the silica comprises from about 3 to about 49 percent by weight of the resin material. In this particular embodiment, the fiberglass cloth occupies from about 35 percent to about 55 percent by weight of the resin. Any conventional PCB fiberglass cloth should suffice for use here, with one particular example being sold under the product designation (number) 2116, and available from JPS."} | f2eeadc2947a48195f01751a647e2a8582dbacc9-12 | 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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... |
http://www.csbe-scgab.ca/docs/meetings/2010/CSBE100547.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"(volumes produced), a short residence time, easy to install, limited space required, adaptability to a high degree of automation.\n\n**Keywords:** manure, hog, phosphorus, odour, electrochemical, electro-flotation"} | ebd5179f3a0a17c8c902775a8b3245ef8c42fcce-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.csbe-scgab.ca/docs/meetings/2010/CSBE100547.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ELECTRO-SEPARATION PROCESS FOR TREATING LIQUID ANIMAL MANURES\n\nSIMON-P. GUERTIN¹, DANIEL MASSɲ, FRANÇOIS LAMARCHE²\n\n¹Institut de recherche et de développement en agroenvironnement, [email protected]\n²Agriculture and Agri-Food Canada\n\nCSBE100547 – Presented at Section II: Farm Buildings, Equipment, Structures and Livestock Environment Conference\n\nABSTRACT Presently, the most economical way to dispose of hog manure is to spread it on land as a source of nutrients for crops. A high risk to contaminate the environment occurs when large amounts of liquid manure are applied on soils and that risk increases when higher levels are applied as result of excess number of animal units per farm. Phosphorus losses are the result of soil erosion or drainage of excessive water following important rain events mainly in the fall (over 70 mm). In addition, there is also an odour problem associated with transportation and spreading operation, which puts more pressure on hog producers. Sometimes, producers have no choice to invest in very expensive manure treatment units in order to reduce the environmental and social pressures as well as to insure their farms expansion. The objective of this R&D project is to offer hog producers, a method capable of reducing the environmental risks associated with hog manure application on land and to reduce odours while spreading. The electrochemical process, that has been developed, will separate the solid from the liquid phase. P and N will be concentrated mainly in the solid and the liquid phases respectively. This technology should be accessible to all sizes of hog farms: low cost, user friendly and economical to use. The study has resulted in an appropriate method capable of pre-treating the slurries and that insure a high level of efficiency and performance when removing suspended particles from the liquid in the electro-flotation cell unit. The data shows that the organic particles in suspension are removed at 99.9% (turbidity index). The phosphorus level in the liquid portion is reduced by more than 98%. Furthermore, the heavy metal contents in the treated liquid manure are under the suggested environmental levels. Moreover, the treated liquid portion still contains nitrogen that could be used on crops and vegetables. The liquid is sterilized (free of pathogens) and odours are limited. The slurry phosphorus is concentrated in the solid portion (flock). The proposed technology uses an electro-flotation cell unit to concentrate the phosphorus in the solid phase and the nitrogen in the liquid portion shows a great potential to facilitate nutrients management on crops as well as to develop valuable products. Consequently, it is possible to reduce the surcharge in nutrients like phosphorus on agricultural soils. In addition, odours are under control and this will contribute to reduce the social pressure from the people living nearby hog facilities. Several advantages of the electro-flotation technology have been identified such as the competitive operating cost, its ability to adapt to a wide variety of farm size operations."} | ebd5179f3a0a17c8c902775a8b3245ef8c42fcce-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://reliefweb.int/sites/reliefweb.int/files/resources/Humanitarian%20Journal%20-%20Issue%202.pdf | 20 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"In comparison to the staunch, well-off tiers, resilience as a practice, is not something new to marginalized segments of society. In fact people stuck in multi-dimensional poverty do it every day when they repeatedly get struck by external shocks. They put up a good fight and most often than not, survive in face of worst circumstances. May it be deteriorating health, unstable security, man-made disasters, lack of safety nets, malnutrition, or above all, natural disasters. It is the astonishing ability of humankind to win against all odds; the X factor, the bounce back capacity; which ultimately makes us so remarkable. The obvious question then is; “why is it so hard for Pakistan to recover from repeated natural disasters if Pakistanis are so resilient”. This is precisely what this article intends to discuss.\n\nThis article uses an example of institutional level disaster preparedness effort from 2007 when a wider collaboration between civil society and state actors, supported by the UN cluster system, resulted in an all indigenous disaster responsiveness in 5 districts of Balochistan and Sindh provinces of Pakistan. These efforts were led by an Irish NGO called Concern Worldwide.¹ The resilience established by these joint efforts was able to bear the hit from a high magnitude flood emergency resulting from cyclone Yemyin in 2008, affecting 2 million people in total, in the mentioned provinces. The writer was an avid witness and a passionate response worker to the joint efforts as well as to the relief and rehabilitation efforts after the floods. While names and some finer details have been changed pending institutional approvals, overall utmost effort have been made to maintain the flow of events and especially the zeal with which all the efforts were undertaken.\n\nConcern had been working in Pakistan since 1998 and had responded effectively to all small and large scale emergencies including Afghan refugee influx after 9/11, the earthquake of 2005 and various floods and other disasters throughout the country. It must be noted that any and all the efforts were only commissioned if and only if the Government of Pakistan initiated a call for support from international community. The three stages for disaster response which practitioners of this sector know are rescue, relief and rehabilitation. Concern was institutionally active in relief and rehabilitation. It is important to realize that back then Pakistani masses were still struggling with the stigma associated with large scale disasters. The newly established National Disaster Management Authority (NDMA) required a lot of institutional strengthening. It wasn't uncommon at that time to term any natural disaster a result of sins by communities. Any scientific approach towards preparedness was challenged by conservatives. Only a handful of clerics supported preparedness and majority thought that leading a pro-Iran or pro-Arabic lifestyle would save them from the wrath of the titans, so to speak. It was in this wider reality that in 2007, their management group led by the then country director, Ms. Dorothy Blane initiated a series of concrete steps to decrease response time and prevent life and material losses; optimize Concern's emergency response, if you will. We will look on the examples of Balochistan and Sindh provinces as this particular case study utilizes example of 2008 floods in these two provinces.\n\nSeries of internal and external discussions were held with all staff, with NDMA, with civil society organizations registered with Government of Pakistan and with UNOCHA (United Nations Office for the Coordination of Humanitarian Affairs). A national level emergency roll out was commissioned with Concern's own resources. Without any new human resource, existing teams voluntarily worked hard and for long hours to implement various measures. A critical review of previous responses was carried out bringing out areas for improvement. Capacity building of existing\n\n¹ Permission from Concern Worldwide has been duly obtained for full disclosure."} | 02ed74337493c6373852d22c6615b9eeb8ea7b13-20 | 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://reliefweb.int/sites/reliefweb.int/files/resources/Humanitarian%20Journal%20-%20Issue%202.pdf | 14 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Pakistan has been rated amongst the 10 countries¹ that are at extreme risk to climate change given their specific social, economic and environmental conditions. The most important climate change potential threats² to Pakistan are identified as:\n\n- Increased variability of monsoon;\n- Rapid recession of Hindu Kush-Karakoram-Himalayan (HKH) glaciers threatening water inflows into the Indus River System (IRS); reduction in capacity of natural reservoirs due to glacier melt and rise in snow line;\n- Increased risks of floods and droughts;\n- Increased siltation of major dams resulting in greater loss of reservoir capacity;\n- Severe water-stressed and heat-stressed conditions in arid and semi-arid regions, leading to reduced agriculture productivity and power generation;\n- Increased upstream intrusion of saline water in the Indus delta, adversely affecting coastal agriculture, mangroves and breeding grounds of fish; and\n\nFor a country like Pakistan which is grappling with a long list of issues on social, economic, political and environmental fronts and where development indicators are dwindling; climate change is complicating the already prevailing challenges. These include food insecurity, unsustainable livelihood systems, shortage and abundance of water, disease burden, loss of biodiversity and environmental degradation to name but only a few. The list seems to be unending.\n\nPakistan has a diverse topography and environmental conditions; with high mountains in the north to coast in the south. In between there are deserts, river basins, plateaus and canal-fed and arid agricultural fields. The climate induced disasters including cyclones, droughts, floods, heavy rains, heat and cold waves etc. recurrently take a heavy toll on human life, livelihoods, environment and existing development gains.\n\nAt start of the last decade, Pakistan witnessed the worst drought (1998–2002) of its history while at the end there were worst floods. This ironic tradition continued as the current decade also started with an unprecedented monsoon spell (floods 2011) followed by floods 2012. Together these three flooding events are estimated to have affected 30 million people in three consecutive years. Climatologists and environmentalists have clearly declared these events the result of climate variability.\n\n**Droughts:**\n\nDrought in Pakistan has become a frequent phenomenon in the country. Drought differs from other natural disasters in the sense that the effects of drought often accumulate slowly over a considerable period of time and may linger on for years even after the termination of the event. Because of this, drought is often referred to as a “creeping phenomenon.” The impacts of drought are less obvious and are spread over larger geographical areas than the area damaged from\n\n¹ *2018 Global Climate Risk Index released by the public policy group Germanwatch*\n² *Government of Pakistan, Planning Commission, Task force report on Climate Change*"} | 02ed74337493c6373852d22c6615b9eeb8ea7b13-14 | 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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://reliefweb.int/sites/reliefweb.int/files/resources/Humanitarian%20Journal%20-%20Issue%202.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The disaster according to its definition is a serious interruption of the society and community functioning, that also causes huge human, material, economic and environmental losses that often get beyond the capacity and resources of any community or nation to handle.¹ Pakistan is prone to multi-disasters; the geographical composition of most of the parts of the country makes it vulnerable to multiple disasters. Almost all districts and their urban and particularly the rural populations fall prey to major disasters such as earthquakes, floods, high winds, draught, fire and heat and cold wave. The 148 districts of the country including capital territory of Islamabad and 7 tribal agencies of the FATA are either highly prone to floods or the earthquakes. Most of the southern parts of the country also suffer from chronic drought situation and most of the disaster prone areas are inhabited by people from low income groups accounting 7.9 percent² of the total population. Each disaster adds to their existing vulnerability and pushes them deeper into poverty during disasters.\n\nDue to the factors that comprise of age, physical ability, gender, health conditions and, dependency on care givers, many children are extremely vulnerable in the event of a disaster. Such events can pose serious risk for their healthy growth, development and overall well-being. The exposures to the disasters and the psychological trauma have lasting repercussions over minds of children. Schools are generally considered to be safer places for millions of children that besides educating the children also perform as greatest socializing institutions after the family. However, the exposure to various disasters, fire eruption, in-school violence and the threat of terrorism validate the need for schools to be prepared for all type of hazard, threats and disasters. The fundamental challenge related to school safety in Pakistan is particularly related to the feebly constructed buildings unable to sustain the disaster affects and cause loss of life. Most of the residential areas in the country also lack building safety codes therefore hardly sustain earthquake, floods and other disaster and cause massive livelihood loss and result to homelessness and extreme poverty.³\n\n**International Practices of School Safety**\n\nThe Sendai Framework for Disaster Risk Reduction 2015-2030 was adopted by UN Member States on 18 March 2015 at the Third UN World Conference on Disaster Risk Reduction. One of its targets is to “substantially reduce disaster damage to critical infrastructure and disruption of basic services, among them health and educational facilities, through developing their resilience by 2030”.\n\nConsidering the modern international school safety practices besides a realization of disaster effects, the school safety however, has been a top most priority agenda for nations across the globe\n\nA comprehensive School Safety Framework grew out of a process of top-down visioning and bottom-up advocacy. It emerged out of a broader global shift away from disaster response and towards disaster risk reduction (DRR). This approach to reducing hazard exposure and social vulnerability before a disaster, was facilitated by the establishment of the UN International Strategy for Disaster Reduction (UNISDR) and the adoption of the Hyogo Framework for Action in 2005 (UNISDR, 2005). Schools were an early focus of the new DRR agenda. The goals of the framework are to:\n\n- Protect learners and education workers from death, injury and harm in schools;\n- Plan for educational continuity in the face of all\n\n---\n\n¹ David Smawfield, *Education and Natural Disasters* (London: Bloomsbury Academic, 2013).\n² \"Poverty & Equity Data Portal\", *Povertydata.Worldbank.Org*, last modified 2018, accessed January 19, 2018, http://povertydata.worldbank.org/poverty/country/PAK.\n³ Tina Peissker, *The Governance of Climate Change Adaptation in Developing Countries* (Hamburg: Anchor Academic Pub., 2013)."} | 02ed74337493c6373852d22c6615b9eeb8ea7b13-4 | 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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.elaphe.it/index.php?view=article&catid=41:articoli-e-pubblicazioni&id=160:mitochondrial-dna-phylogeography-of-the-polytypic-north-american-rat-snake-elaphe-obsoleta-a-critique-of-the-subspecies-concept&format=pdf&option=com_content&itemid=71 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Mitochondrial DNA phylogeography of the polytypic north American Rat Snake (Elaphe obsoleta):\na critique of the subspecies concept\n\nEvolution, 54(6), 2000, pp. 2107-2118\n\nFrank T. Burbrink1, Robin Lawson2, and Joseph B. Slowinski3\n1Museum of Natural Science and Departement of Biology, 119 Foster Hall, Louisiana State University, Baton Rouge, Louisiana 70803\nE-mail: [email protected]\n2Osher Foundation Laboratory for Molecular Systematics and Department of Herpetology, California Academy of Sciences, Golden Gate Park, San Francisco, California 94118\nE-mail: [email protected]\n3Departement of Herpetology, California Academy of Sciences, Golden Gate Park, San Francisco, California 94118\nE-mail: [email protected]\n\nAbstract\n\nSubspecies have been considered artificial subdivisions of species, pattern classes, or incipient species. However, with more data and modern phylogenetic techniques, some subspecies may be found to represent true species. Mitochondrial DNA analysis of the polytypic snake, *Elaphe obsoleta*, yields well-supported clades that do not conform to any of the currently accepted subspecies. Complete nucleotide sequences of the cytochrome *b* gene and the mitochondrial control region produced robust maximum-parsimony and maximum-likelihood trees that do not differ statistically. Both trees were significantly shorter than a most parsimonious tree in which each subspecies was constrained to be monophyletic. Thus, the subspecies of *E. obsoleta* do not represent distinct genetic lineages. Instead, the evidence points to three well-supported mitochondrial DNA clades confined to particular geographic areas in the eastern United States. This research underscores the potential problems of recognizing subspecies based on one or a few characters."} | 4552682c8a2446b48cf2c49f03cce7f820a9c3ef-1 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.elaphe.it/index.php?view=article&catid=41:articoli-e-pubblicazioni&id=160:mitochondrial-dna-phylogeography-of-the-polytypic-north-american-rat-snake-elaphe-obsoleta-a-critique-of-the-subspecies-concept&format=pdf&option=com_content&itemid=71 | 2 | {"primary_language":"it","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Per leggere l'articolo completo clicca qui: DOWNLOAD\nUn ringraziamento a Judy Stone, segretaria di The Society for the Study of Evolution, per aver concesso il permesso di pubblicare l'articolo completo su www.elaphe.it."} | 4552682c8a2446b48cf2c49f03cce7f820a9c3ef-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://dash.harvard.edu/bitstream/handle/1/11878904/3639396.pdf?isAllowed=y&sequence=1 | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"to activate p53 (Zhang and Xiong, 2001), was necessary for reducing Bmf levels, whereas the same treatment significantly increased Bmf mRNA levels in cells infected with adenoviral GFP as a control (Fig. 2 C). Identical results were obtained when p53 was expressed in Calu-6 cells using a lentiviral expression system after treatment with UV radiation (unpublished data). Exposure of MAECs to 10 mJ UV radiation increased p53 levels (Fig. 2 C) and reduced Bmf mRNA levels to 50% of nontreated controls in both MAECs (Fig. 2 C) and AALEB cells (Fig. 2 D) 6 h after treatment.\n\nThese findings suggested that suppression of Bmf expression by IFN-γ may be mediated by p53. Therefore, we investigated the effect of IFN-γ on primary MAECs from p53−/− and p53+/+ mice and found that Bmf mRNA levels were significantly up-regulated by IFN-γ in p53−/− MAECs (Fig. 3 A), and BmfCUG and BmfS proteins were detected in p53−/− MAECs treated with IFN-γ (Fig. 3 B). Similarly, suppression of p53 levels in AALEB cells using shRNA resulted in IFN-γ failing to suppress Bmf mRNA levels (unpublished data). Having established that p53 mediates IFN-γ–induced suppression of Bmf expression, we investigated the possibility that p53 may be affecting Bmf mRNA stability. In general, 3′ UTRs have conserved sequences that regulate mRNA stability (Stoecklin and Anderson, 2007), and Bmf mRNA has an unusually long 4-kb 3′ UTR. AALEB cells treated with and without IFN-γ were harvested at 0, 0.5, 1, 2, and 4 h after blocking transcription with DRB (5,6-dichloro-1-β-d-ribobenzimidazole). On average, the half-life of Bmf mRNA in nontreated p53-sufficient A549 and AALEB cells was 1.94 and 2.43 h and in the p53-deficient Calu-6 and SAOS-2 cells, was 2.36 and 1.73 h, respectively. Bmf mRNA half-life in IFN-γ–treated p53-sufficient and p53-deficient cells was 1.5 and 1.8 h, respectively. The similarity of the mRNA half-lives among cells with and without p53 and IFN-γ treatment suggested that p53 does not affect Bmf mRNA stability.\n\nInhibition of HDACs (HDACis) with sodium butyrate, TSA, or MS-275 significantly increased Bmf mRNA in AALEB cells (Fig. 3 C) and BmfCUG and BmfS protein levels in MAECs (Fig. 1 I). Although Bmf mRNA levels were increased by TSA in both p53−/− and p53+/+ MAECs, Bmf mRNA expression was twofold higher in p53−/− compared with p53+/+ MAECs (Fig. 3 D), suggesting that the inhibitory effect of p53 was still present in cells treated with HDACis.\n\nA previous study has established that overexpression of HDAC1 suppresses Bmf expression by inhibiting the promoter activity (Zhang et al., 2006a). Therefore, we next evaluated whether IFN-γ affects the interaction of p53 with the Bmf promoter. The Bmf promoter region at −97 is the region where histone hyperacetylation occurs in cancer cell lines in response to HDACi treatment to increase Bmf transcription (Zhang et al., 2006a). We found by chromatin immunoprecipitation (ChIP) that region −97, but not −560, of the Bmf promoter interacted with HDAC1 in p53−/− but not in p53+/+ HCT116 cells, and IFN-γ had no effect on this interaction (Fig. 4 A). In AALEB cells, p53 interaction with the Bmf promoter was absent in nontreated controls but was present at region −97 and not −560 when cells were treated with IFN-γ (Fig. 4 B). These findings suggest that HDAC1 requires the absence of p53 for its interaction with the Bmf promoter and that IFN-γ enhances the interaction of p53 with the Bmf promoter to suppress transcription.\n\nBecause the nuclear or cytosolic localization defines p53 function (Lee and Gu, 2010), we assessed p53 localization in IFN-γ–treated cells and found that compared with nontreated controls, IFN-γ increased nuclear p53 levels, whereas cytosolic p53 levels remained low and unchanged (Fig. 4 C). Immunofluorescence also demonstrated that the percentage of cells with nuclear p53 was significantly increased by IFN-γ treatment (Fig. 4 D)."} | 704327e54ae0b474cbf806d12997c4d0c9e7584b-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://dash.harvard.edu/bitstream/handle/1/11878904/3639396.pdf?isAllowed=y&sequence=1 | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"To determine whether prevention of p53 deacetylation would abrogate the down-regulation of Bmf, we treated airway epithelial cells with IFN-γ for 24 h followed by TSA in the presence or absence of IFN-γ for an additional 24 h. Bmf was up-regulated in the TSA + IFN-γ–treated compared with IFN-γ–only treated control samples, suggesting that TSA prevented the HDAC1 and p53 interaction (Fig. 5 C), further supporting the idea that acetylation of p53 affects Bmf expression. Increased accumulation of nuclear p53 and enhanced deacetylation of p53 in IFN-γ–treated cells was verified by double staining of non-treated, IFN-γ–, TSA-, and TSA + IFN-γ–treated AALEB cells (Fig. 5 D). These findings were further validated in immunostained wild-type and AXXA mutant mouse embryonic fibroblasts (MEFs), and quantification showed that the percentage of p53-positive cells was increased, whereas the percentage of acetyl-p53–positive cells was decreased in IFN-γ–treated compared with nontreated controls (Fig. 5 E). TSA increased the acetylated p53 in control cells and in IFN-γ–stimulated cells in both wild-type and AXXA mutant MEFs.\n\nIFN-γ–induced deacetylation of p53 (Fig. 6 A) and suppression of Bmf mRNA (Fig. 6 B) occurs in MAECs as early as 0.5 h after treatment, suggesting that it is a direct effect rather than by other mediators that result from IFN-γ treatment. This deacetylation of p53 was accompanied with the down-regulation of Bmf mRNA. Furthermore, IFN-γ suppressed Bmf in p53-sufficient wild-type colon epithelial cells (HCT116 p53+/+) but increased Bmf mRNA levels in HCT116 p53−/− cells within 0.5 h after treatment (Fig. 6 C).\n\nAlthough IFN-γ increased the levels of the proapoptotic BmfCUG and BmfS in p53−/− cells, cell death and the viability of p53−/− and p53+/+ MAECs remained unchanged (Fig. 6 D). These results were confirmed in IFN-γ–treated AALEB cells.\n\nIn humans, the proline-rich domain (PRD) of p53 is defined by residues 58–98, which contains 15 prolines and five repeats of the amino acid motif PXXP (in which P designates proline and X designates any amino acid). The histone acetyltransferase p300 binds to PXXP-containing peptides derived from the proline repeat domain, and the PXXP motif in p53 is required for p53 acetylation by the transcription coactivator p300 (Dornan et al., 2003). Therefore, we investigated whether the PRD region plays a role in the IFN-γ–induced Bmf suppression. In mice, this PRD consists of two PXXP motifs, and we obtained mice with a deletion of the PRD (p53ΔP) or lacking the four critical proline residues at loci 79, 82, 84, and 87 that make up the tandem PXXP sites (p53AXXA; Toledo et al., 2006, 2007). MAECs isolated from p53ΔP, p53AXXA, and wild-type littermates showed a reduction in Bmf levels when treated with IFN-γ similar to that observed in wild-type MAECs (Fig. 4 E).\n\np53 interacts with HDAC1 as part of a deacetylation complex (Luo et al., 2000, 2004), and our experiments showed that HDAC1 interacts with the Bmf promoter, and IFN-γ drives the interaction of p53 with the Bmf promoter. Therefore, we investigated the interaction of p53 and HDAC1 in IFN-γ–treated cells using immunoprecipitation assays and found that IFN-γ increased HDAC1 levels in pull-down products using anti-p53 antibodies (Fig. 5 A), demonstrating that IFN-γ enhanced the p53–HDAC1 interaction. Therefore, we assessed the acetylation state of p53 after IFN-γ treatment and found significantly reduced acetylated p53 levels in IFN-γ–treated compared with nontreated cells (Fig. 5 A). An antibody specific to Lys382 was selected for detection because this is the site mostly acetylated within p53 (Gu and Roeder, 1997). Deacetylation of p53 by IFN-γ was also observed in IFN-γ–treated MAECs (Fig. 5 B)."} | 704327e54ae0b474cbf806d12997c4d0c9e7584b-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://dash.harvard.edu/bitstream/handle/1/11878904/3639396.pdf?isAllowed=y&sequence=1 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"Deacetylation of p53 induces autophagy by suppressing Bmf expression\n\nThe Harvard community has made this article openly available. Please share how this access benefits you. Your story matters\n\n| Citation | Contreras, A. U., Y. Mebratu, M. Delgado, G. Montano, C. A. Hu, S. W. Ryter, A. M. Choi, et al. 2013. “Deacetylation of p53 induces autophagy by suppressing Bmf expression.” The Journal of Cell Biology 201 (3): 427-437. doi:10.1083/jcb.201205064. http://dx.doi.org/10.1083/jcb.201205064. 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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.sydney.edu.au/content/dam/students/documents/support-resources/disability-support/disability-information.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Important: Personal information about students is protected under the Privacy and Personal Information Protection Act 1988 (NSW), the Health Records and Information Privacy Act 2002 (NSW) and the University of Sydney Privacy Policy and Plan (copies of which are available at http://www.usyd.edu.au/arms/privacy).\n\nThe University is required to provide demographic information to the Australian Government Department of Education, Skills and Employment about the access, participation, retention and success of all students.\n\nThis data is not linked to your individual student ID number but is based on information provided by all students at enrolment.\n\nIncluded in this demographic information is data about the access, participation, retention and success of students with a disability.\n\nIt is important that the information provided to the Department of Education, Skills and Employment accurately reflects the numbers of students with a disability attending the University of Sydney.\n\nThis data is used by Department of Education, Skills and Employment to determine the funding provided to University to support students with a disability.\n\n☐ I agree to Disability Services confirming and if necessary amending my enrolment details to include my disability status for the purposes outlined above.\n\nSignature:__________________________________________________________\n\nStudent ID: ________________________________________________________\n\nName:____________________________________________________________\n\nDate:_____________________________________________________________"} | b856e0566021fb3c3bca8d1868f47369038cd8b2-1 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.migrationpolicy.org/sites/default/files/publications/testimony-HSGAC-Rosenblum-March2015.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"What are the drivers that have caused unauthorized immigrants to enter the United States? The most important answers to this question are economic and demographic complementarities between the United States and Mexico, as well as other major source countries of U.S. unauthorized populations. The United States has undergone a broad economic transformation since the 1970s, shifting from an industrialized, unionized, relatively high-wage blue-collar workforce to a lower-skilled, predominantly service economy. Under pressure from international trade, and as union membership has declined, real wages for lower-skilled workers in the United States have been flat or falling, even as the education levels, expectations and ages of native-born workers have risen. For example, between 1979 and 2013, productivity in the United States grew by 65 percent while hourly compensation of production and non-supervisory workers—80 percent of the private-sector workforce—increased just 8 percent. The result has been that demand for relatively low-skilled, low-wage workers has outpaced the supply of native workers employed in such jobs.\n\nThese changes occurred as Mexico (and other sending states) had large labor surpluses fueled by high birth rates in the 1960s and ’70s. While U.S. and Mexican birth rates both boomed after World War II, Mexico’s remained between five and six births per woman well into the 1970s compared to a U.S. rate of about two by that time. Mexico’s fertility rate now stands at 2.2 births per woman, down from 7.3 in 1960, and approaching the U.S. rate of 1.8; this is one factor that has contributed to a significant reduction in Mexican migration to the United States in recent years. After robust economic growth in the 1950s and ’60s, Mexico’s large labor cohort in the 1970s-1990s entered a highly volatile labor market wracked by currency devaluations and with poor employment opportunities—arguably exacerbated by the North American Free Trade Agreement. As a result, many new entrants to the labor force (those over 16 years old) found their best employment prospects abroad. For example, one analysis finds that a 10 percent reduction in Mexican real wages in 1976-1995 was\n\n---\n\n3 Elise Gould, *Why America’s Workers Need Faster Wage Growth—And What We Can Do About It* (Washington, DC: Economic Policy Institute, 2014), [www.epi.org/publication/why-americas-workers-need-faster-wage-growth/](http://www.epi.org/publication/why-americas-workers-need-faster-wage-growth/).\n\n4 Gordon Hanson and Craig McIntosh, “The Great Mexican Migration” (NBER Working Paper 13675, National Bureau of Economic Research, Cambridge, MA, December 2007), [www.nber.org/papers/w13675](http://www.nber.org/papers/w13675). Hanson and McIntosh find that Mexican state-level variation in the labor supply (i.e., birthrates from 15 years prior) explains 40 percent of the variation in Mexican emigration in the 1980s and ’90s.\n\n5 See Aaron Terrazas, Demetrios G. Papademetriou and Marc R. Rosenblum, *Evolving Demographic and Human-Capital Trends in Mexico and Central America and Their Implications for Regional Migration* (Washington, DC: Migration Policy Institute, 2011), [www.migrationpolicy.org/research/RMSG-demographic-human-capital-trends-mexico-central-america](http://www.migrationpolicy.org/research/RMSG-demographic-human-capital-trends-mexico-central-america); the World Bank, “Fertility rate, total (births per woman),” accessed March 23, 2015, [http://data.worldbank.org/indicator/SP.DYN.TFRT.IN?page=6&order=wbapi_data_value_2012%20wbapi_data_value%20wbapi_data_value-last&sort=asc](http://data.worldbank.org/indicator/SP.DYN.TFRT.IN?page=6&order=wbapi_data_value_2012%20wbapi_data_value%20wbapi_data_value-last&sort=asc)."} | 44ce8277cbee9471d1bbd7894ea026f03a6f93f1-4 | 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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.migrationpolicy.org/sites/default/files/publications/testimony-HSGAC-Rosenblum-March2015.pdf | 15 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"interests: guarantee that employers have access to needed workers but only under conditions that protect native workers.\n\n**Existing Low-Skilled Temporary Worker Programs Do Not Meet These Goals:**\nPrograms fail to meet employer demands for needed workers, do not place U.S. workers first in line for employment and lead to exploitation of immigrant workers, which harms native workers.\n\nThe United States currently operates two main low-skilled temporary worker programs: the H-2A program for temporary agricultural workers and the H-2B program for temporary non-agricultural workers. In short, these existing programs have failed to meet both of their core goals: they do not provide employers with needed workers—and for that reason they also fail to prevent unauthorized employment—and they do not protect the interests of U.S. workers.\n\n**The H-2A and H-2B programs fail to meet employers’ demands for needed workers** for three main reasons. First, the programs—designed in 1986 and last modified in 1990—fail to cover the types of jobs most unauthorized immigrants perform and that employers of foreign workers demand. The H-2A program is generally limited to short-term and seasonal agricultural work; the H-2B program is limited to non-agricultural work that is strictly temporary, including seasonal or intermittent work or work related to a one-time project. The H-2B program is also limited to 66,000 visas per year—as compared to an unauthorized workforce in 2012 of about 7.6 million people. Yet the vast majority of unauthorized immigrants are employed in year-round, non-agricultural work. MPI estimates that in 2008-2012, 1.4 million unauthorized immigrants (18 percent of working unauthorized immigrants) were employed in arts, entertainment, recreation, accommodation or food service jobs; 1.3 million (16 percent) were employed in construction; 1.1 million (13 percent) in professional, scientific, management, administrative and waste-management services; and 1.0 million (12 percent) in manufacturing. By comparison, while estimates of the number of unauthorized agriculture workers vary widely, they\n\n---\n\n41 A number of additional non-immigrant visas also may permit lower-skilled workers to be employed in the United States, notably the A, E-1, E-2, G, L-1, J-1 and P visas. In general, these programs enjoy far fewer worker protections than the H-2 visas, and a number of studies have documented abusive conditions and other problem. See for example, Daniel Costa, “Guestworker Diplomacy: J Visas Receive Minimal Oversight Despite Significant Implications for The U.S. Labor Market” (EPI Briefing Paper No. 317, Economic Policy Institute, Washington, DC, July 2011), http://s4.epi.org/files/2011/BriefingPaper317.pdf; Lydia DePillis, “Au Pairs Provide Cheap Childcare. Maybe Illegally Cheap,” Washington Post WonkBlog, March 20, 2015, www.washingtonpost.com/blogs/wonkblog/wp/2015/03/20/au-pairs-provide-cheap-childcare-maybe-illegally-cheap/?postshare=1711426995634106.\n\n42 MPI, “Estimates of the Unauthorized Population: United States,” accessed March 23, 2015, www.migrationpolicy.org/data/unauthorized-immigrant-population/state/US.\n\n43 Ibid."} | 44ce8277cbee9471d1bbd7894ea026f03a6f93f1-15 | 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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... |
https://www.migrationpolicy.org/sites/default/files/publications/testimony-HSGAC-Rosenblum-March2015.pdf | 19 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Thus, Congress should consider the following reforms to existing low-skilled temporary worker programs as part of a program to reduce illegal immigration, strengthen the U.S. economy and protect U.S. workers:\n\n- **Develop a mechanism to adjust visa limits up or down in response to changing economic conditions.** The 66,000 visa annual cap on the H-2B program was established by Congress in 1990, and has remained in place through 25 years of dynamic changes to the U.S. economy; limits on other temporary and permanent visas are equally inflexible. MPI has long recommended that Congress establish a federal immigration and labor markets research agency that reports to an independent, bipartisan expert panel charged with making bi-annual recommendations to Congress and the president about visa numbers, and that the panel’s recommendations go into effect unless Congress acts to override them. Employers should have access to more visas during years of economic expansion, and the number of available visas should be proportionally reduced during years of recession or slow-growth periods. Whether through such an expert panel, commission or comparable mechanism, it is essential that Congress develop a system that introduces needed flexibility into a visa system that is currently frozen and outdated, changing only once every few decades.\n\n- **Permit foreign workers to change jobs and provide them with additional labor protections.** Making employers the owners of their workers’ visas invites exploitation and reduces economic growth by preventing workers from moving into more competitive positions. Visa portability would permit immigrants to leave bad jobs and abusive employers, allowing more room for market forces to set wages and working conditions. One way to allow visa portability would be to create a two-track system, in which employers are approved for the right to hire foreign workers, workers are approved for the right to work in the United States and both sides are free to contract with any approved party.\n\n---\n\n56 Doris Meissner, Deborah W. Meyers, Demetrios G. Papademetriou and Michael Fix, *Immigration and America’s Future: A New Chapter* (Washington, DC: MPI, 2006), [www.migrationpolicy.org/research/immigration-and-americas-future-new-chapter](http://www.migrationpolicy.org/research/immigration-and-americas-future-new-chapter); Demetrios G. Papademetriou, Doris Meissner, Marc R. Rosenblum and Madeleine Sumption, *Harnessing the Advantages of Immigration for a 21st-Century Economy: A Standing Commission on Labor Markets, Economic Competitiveness, and Migration* (Washington, DC: MPI, 2009), [www.migrationpolicy.org/research/harnessing-advantages-immigration-21st-century-economy-standing-commission-labor-markets](http://www.migrationpolicy.org/research/harnessing-advantages-immigration-21st-century-economy-standing-commission-labor-markets).\n\n57 Papademetriou, Meissner, Rosenblum and Sumption, *Aligning Temporary Immigration Visas with U.S. Labor Market Needs*, 16.\n\n58 This approach was proposed in S.744, the Border Security, Economic Opportunity and Immigration Modernization Act that passed the Senate in June 2013."} | 44ce8277cbee9471d1bbd7894ea026f03a6f93f1-19 | 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://rspb.royalsocietypublishing.org/panels_ajax_tab/roysoc_tab_pdf/node:16257/1 | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":true,"natural_text":"Figure 1. Generalization from odour mixtures to each odorant present in the mixture. (a,c) Subjects responded with equal probability to all the odorants of similar mixtures. (b,d) Subjects conditioned with dissimilar mixtures responded to the constant odorant if they were tested with the same concentration as the constant odorant. (e,f) The average concentration of an odorant during training affected generalization less than variability for subjects conditioned with dissimilar mixtures. The dotted and dashed lines represent the probability of responding to each mixture on the 16th trial of conditioning.\n\nwith a low-constant odorant (logistic regression: $\\chi^2 = 6.91, n = 226, p < 0.01$; figure 1d). In this case, subjects generalized significantly more to the variable odorants.\n\nThe control group revealed that the variability in an odorant’s concentration influenced generalization more than the odorant’s average intensity. Subjects conditioned to mixtures of similar odorants generalized to each test odorant with equal probability regardless of variability in concentration (logistic regression: $\\chi^2 = 1.39, n = 42, p = 0.237$; figure 1e). For the mixtures of dissimilar odorants, the response to a constant odorant was greater than the response to the variable odorants (logistic regression: $\\chi^2 = 4.62, n = 41, p = 0.03$; figure 1f).\n\n(b) Constant odorant concentration and mixture type influenced generalization\n\nThe average rate of generalization from mixtures to all of the test odorants depended on the difference in the concentration of the constant odorant during initial training and the concentration of the test (figure 1). For example, when tested with low-concentration odorants (figure 1a,b), subjects trained with the constant odorant at the low concentration (shaded bars) responded significantly more than subjects conditioned to mixtures that contained a high-constant odorant (logistic regression: $\\chi^2 = 7.06, n = 217, p < 0.01$). Furthermore, the average response levels to all of the test odorants were greater for the similar mixtures than for the dissimilar mixtures (logistic regression: $\\chi^2 = 17.0, n = 217, p < 0.001$).\n\nGeneralization to high concentration test odorants increased for both types of odorants, though dissimilar odorants had a lower rate of generalization (logistic regression: $\\chi^2 = 16.6, n = 187, p < 0.001$; figure 1c,d). Subjects generalized significantly more to a high-constant odorant when conditioned to a mixture that contained a high-constant odorant than when conditioned to a mixture with a constant odorant at a low concentration (logistic regression: $\\chi^2 = 139, n = 187, p < 0.001$). The opposite pattern was observed for variable odorants.\n\n(c) Mixture variability increases generalization to odorants\n\nThe average rate of generalization to all the test odorants was a function of mixture intensity and variability in mixture intensity. In all four cases, the variable mixtures had greater rates of generalization to test odorants than constant mixtures (logistic regression: $\\chi^2 = 59.7, n = 229, p < 0.001$; figure 2). Furthermore, when subjects were conditioned to mid-level (0.03–0.06 M) intensity mixtures, they responded with a greater probability to the test odorants than subjects conditioned with the high-level (2.0–2.1 M) intensity mixtures (logistic regression: $\\chi^2 = 97.9, n = 229, p < 0.001$)."} | 8853a62172f2fc04c1a02de41c251b4fc309ae0b-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://rspb.royalsocietypublishing.org/panels_ajax_tab/roysoc_tab_pdf/node:16257/1 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Variation in complex olfactory stimuli and its influence on odour recognition\n\nGeraldine A. Wright* and Brian H. Smith\n\nDepartment of Entomology, Ohio State University, 318 West 12th Avenue, Columbus, OH 43235, USA\n\nNatural olfactory stimuli are often complex and highly variable. The olfactory systems of animals are likely to have evolved to use specific features of olfactory stimuli for identification and discrimination. Here, we train honeybees to learn chemically defined odorant mixtures that systematically vary from trial to trial and then examine how they generalize to each odorant present in the mixture. An odorant that was present at a constant concentration in a mixture becomes more representative of the mixture than other variable odorants. We also show that both variation and intensity of a complex olfactory stimulus affect the rate of generalization by honeybees to subsequent olfactory stimuli. These results have implications for the way that all animals perceive and attend to features of olfactory stimuli.\n\nKeywords: olfactory; honeybee; generalization; natural stimulus; odour recognition\n\n1. INTRODUCTION\n\nOlfactory stimuli are used by animals for many important tasks crucial to their fitness. Naturally occurring olfactory stimuli, such as floral perfumes or animal pheromones, are typically complex and often highly variable combinations of many chemical compounds (Dobson 1994; Laurent 2002; Pichersky & Gershenzon 2002). Each compound in an odour stimulus may differ from the others by several orders of magnitude in concentration (Dobson 1994; Levin et al. 2001). Differences in the ratios of concentration of these compounds can produce distinct perceptual changes that affect odour recognition (Laska & Hudson 1992; Olsson & Cain 2000). Odour recognition is made even more complex by the ephemeral nature of odour mixtures (Crimaldi et al. 2002). Odour stimuli emitted by the same type of ‘object’ often differ slightly from one encounter to the next, and this variability makes odour objects difficult to classify such that they can be recognized and distinguished.\n\nThe olfactory system of an animal must, therefore, form a memory representation for a class of objects, such as the odour of a flower species that presents nectar to a honeybee, which accounts for variability across objects and allows for identification of all objects that mean the same thing. Several behavioural mechanisms have been identified that may be involved in the extraction of features that can be used to classify stimuli. The features that olfactory stimuli have in common, such as the number and types of odorants present and their concentrations, are likely to be important in classifying stimuli (Chandra & Smith 1998; Hosler & Smith 2000; Wise et al. 2000; Laurent 2002; Wiltrout et al. 2003). Specific features that dominate a mixture, however, such as an odorant that is present at a higher concentration than other odorants, could perceptually overshadow other features. In addition, studies of olfactory blocking indicate that olfactory systems of a variety of animals are capable of perceptually isolating individual odorants or submixtures from a blend (Smith 1998; Hosler & Smith 2000; Giannaris et al. 2002) when the individual odorants were more reliably associated with reinforcement than the other odorants present.\n\nOur study addresses how variability across experiences with an odour stimulus affects the subsequent identification of odour objects. Trial-to-trial variability could lead to consolidation of an olfactory memory that reflects an average of all experiences of odour stimuli. However, we predicted that the subsequent identification of odour objects, in our case odour mixtures, would reflect features that are most reliably associated with reinforcement. We conditioned honeybees to mixtures of odorants that varied qualitatively from trial to trial as they were reinforced with an appetitive reward, and then tested them with each odorant present in the mixture. Generalization from conditioning with a mixture to each of the test odorants was interpreted as a measure of how similar the test odorant was to the mixture.\n\n2. MATERIAL AND METHODS\n\nWorker honeybees (Apis mellifera) were collected from colonies at the Rothenbuhler Honeybee Laboratory, Columbus, OH, USA. Each subject was placed individually in a restraining harness as described by Smith (1998). All experiments used the proboscis extension response assay to evaluate the olfactory learning behaviour of individual subjects (see Smith (1998) for details). Odour stimuli were delivered by placing 5 µl of odour solution on a small strip of filter paper that was then placed in a modified, 1 ml tuberculin glass syringe attached to an air supply and controlled by a solenoid valve (see Smith (1998) for details).\n\nOur odour stimuli were mixtures of pure monomolecular odorants at specific molarities created using hexane as a solvent. To examine the effect of qualitative variables on generalization from mixtures to the odorants present, we developed two types of odour mixtures: mixtures composed of perceptually ‘similar’ odorants, and mixtures composed of perceptually ‘dissimilar’ odorants (Stopfer et al. 1997; Laska et al. 1999; Daly & Smith 2000). The similar odours, 1-hexanol, 1-heptanol and 1-octanol (Sigma, 99.0% purity), all aliphatic alcohols, differed only with respect to their carbon chain length. The dissimilar odours,"} | 8853a62172f2fc04c1a02de41c251b4fc309ae0b-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://rspb.royalsocietypublishing.org/panels_ajax_tab/roysoc_tab_pdf/node:16257/1 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"1-hexanol, geraniol and 2-octanone (Sigma, 99% purity) differed with respect to their alkyl groups and carbon chain lengths. All of the similar and dissimilar compounds are volatile, oxygenated hydrocarbons commonly encountered in floral perfumes (Knudsen et al. 1993).\n\nTo examine the effect of quantitative variables on generalization, we also varied the concentration of each odorant in the mixture. Individual odorants were presented at one of three possible levels: 0.0002 M (low), 0.02 M (intermediate) and 2.0 M (high). Each concentration was chosen based on its average detectability and discriminability. The low-level odorants were detectable above a solvent background both as conditioning stimuli and as stimuli in an electroantennogram (EAG) assay (Wright & Smith 2004). The high-level odorants were chosen based on their EAG responses relative to the other two odorant levels and the response of the antenna to undiluted odorant (Bhagavan & Smith 1997; Wright & Smith 2004).\n\n(a) The contribution of individual odorants\n\nThe first experiment was designed to examine if perceptual qualities of mixtures are dominated by the odorants that were reliably associated with reinforcement. In our experiments, this was the odorant present with the least variability in concentration throughout conditioning. To accomplish this, we held one odorant of a mixture at a constant low or high concentration (either 0.0002 M or 2.0 M) while varying the other odorants from trial to trial at the low (0.0002 M) or the high (2.0 M) concentration. Thus, four different mixtures were used for each constant odour (e.g. for the low constant: L : L : L; L : H : L; L : L : H; L : H : H, where L is low concentration and H is high concentration, and the underlined letter is the constant odour). Each subject was trained with a pseudo-random array of these four mixtures over 16 trials and was exposed to each mixture four times during training.\n\nEight different combinations of training and testing conditions were used in separate groups of subjects. Mixtures were composed of either similar or dissimilar odours. Within each mixture composition, subjects were trained with the constant odorant at either the low or the high concentration. Finally, each of the four mixture groups was tested with either the low or the high concentration of each of the odorants.\n\nAn additional control group was also performed with the similar and dissimilar mixtures to test whether it was the average concentration during conditioning that affected generalization, or whether it was the variability in concentration. First, one mixture held all odorants at a constant, intermediate concentration (0.02 M) across all 16 acquisition trials. Second, a mixture was used in which 1-hexanol was maintained at a constant (intermediate) 0.02 M level, but the remaining odorants varied at either 0.0002 M or 2.0 M. In the latter mixture the average level of each odorant was 0.02 M, but the odorants varied in concentration from trial to trial. After conditioning, each subject was tested with the low concentration of each of the odorants of the mixture.\n\n(b) Variation versus mixture intensity\n\nThis experiment was designed to test how variability in mixture intensity and the absolute level of mixture intensity affected generalization to low-concentration odorants. Intensity of a single mixture was gauged by summing the respective molarities of each of the odorants. Variability in the intensity of the mixture was generated by causing, as before, the concentration of all the odorants of a mixture to vary from trial to trial during acquisition. The mean intensity level of variable mixtures was calculated by averaging the intensity of each mixture over all the trials. The coefficient of variation (CV; [s.d. × 100]/mean; Sokal & Rohlf 1995) was then calculated from the average intensities over all the trials. Both the similar and dissimilar odour mixtures were used.\n\nTwo levels of variability were used in different treatment groups of subjects: constant (CV = 0) and variable (CV = 72 for the mid-level intensity condition and 75 for the high). Two levels of mean intensity were used: mid (0.03 M in the variable condition and 0.06 M in the constant condition) and high (2.0 M in the variable and 2.1 M in the constant). To produce an average concentration with integer levels of odorants in a mixture, our mixture intensities resulted in a range that varied from trial to trial. We used intermediate (0.02 M) and low (0.0002 M) concentrations of each odorant to produce a mean intensity of 0.03 M for the mid-level, and we used intermediate (0.02 M) and high (2.0 M) concentrations to produce a mean intensity of 2.0 M for the high level. We were unable to use the original odorant concentrations to produce a constant mean intensity at the high level with no variation. We therefore chose a concentration of 0.7 M for each odorant. The variable mixtures had a range of 0.0006–0.06 M for the low intensity and 0.02–4.02 M for the high intensity. After acquisition, subjects were tested with the low-level odorants of the mixtures as described in the previous experiment.\n\n(c) Statistical analyses\n\nFor all of the experiments, the responses of subjects were scored as binary variables, and we used multivariate logistic regression to test all hypotheses (Agresti 1996).\n\n3. RESULTS\n\nIn all of our experiments, we conditioned subjects to respond to a mixture of three odorants, and we then tested each of the odorants present in the mixture. The rate of generalization to the test odorants was interpreted as a measure of the perceptual similarity between the mixture and the test odorants. Differences in generalization across treatment conditions were interpreted as an index of the way that our experimental conditions affected consolidation of memory for the mixture.\n\n(a) A mixture was more similar to a constant odorant than to a variable odorant\n\nWe evaluated whether the constant odorant was responded to with a greater probability than the other odorants by comparing the differences in mean response levels to the constant and variable odorants. The result depended on the mixture type (figure 1). For similar mixtures, responses to constant and variable odorants were not significantly different, regardless of whether the subjects had been trained to either the low-constant odorant or the high-constant odorant (logistic regression: \\( \\chi^2_1 = 0.60, n = 178, p = 0.434; \\) figure 1a,c). For the mixtures of dissimilar odorants, the response depended on the level of the constant odour during conditioning and the level of the test odorants (logistic regression: \\( \\chi^2_1 = 17.6, n = 226, p < 0.001; \\) figure 1b,d). Subjects generalized significantly more to the constant odorant than to the variable odorants, except for the condition in which subjects were tested with high levels of odorants after conditioning."} | 8853a62172f2fc04c1a02de41c251b4fc309ae0b-2 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.bostonhousing.org/BHA/media/Documents/Applicants/Application%20Documents/DEVELOPMENT-CHOICE-REMOVE-FORM-(PH)-10-3-17.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"DEVELOPMENT CHOICE REMOVE FORM\n\n( ) I WISH TO MAKE THE FOLLOWING DEVELOPMENT CHANGES TO MY APPLICATION:\n\nApplicant Name: ________________________________________________Client #: _________________________ \n(PLEASE PRINT YOUR FIRST AND LAST NAME) \nSocial Security #: - -\n\n| Current Choice(s) | Development | Neighborhood | Bedroom Size | Wheelchair Accessible Units That Exist At the Site | Circle changes Here |\n|-------------------|------------------------------------|----------------|--------------|---------------------------------------------------|----------------------|\n| FAMILY FEDERAL PROGRAM |\n| Alice H. Taylor | Roxbury | 1,2,3,4&5 | YES | REMOVE |\n| Anne M. Lynch Homes at Old Colony | South Boston | 1,2,3,4,5&6 | YES | REMOVE |\n| Cathedral/Ruth Barkley Apts. | South End | 1,2,3&4 | YES | REMOVE |\n| Charlestown | Charlestown | 1,2,3,4&5 | YES | REMOVE |\n| Commonwealth | Brighton | 1,2,3,4&5 | YES | REMOVE |\n| Franklin Field | Dorchester | 1,2,3,4&5 | YES | REMOVE |\n| Highland Park | Roxbury | 2&3 | NO | REMOVE |\n| Lenox St. | South End | 1,2&3 | YES | REMOVE |\n| M. E. McCormack | South Boston | 1,2&3 | NO | REMOVE |\n| Mildred C. Haley Apts. (Bromley Pk) | Jamaica Plain | 1,2,3,4&5 | YES | REMOVE |\n| Mildred C. Haley Apts. (Heath St.) | Jamaica Plain | 1,2,3,4,5&6 | YES | REMOVE |\n| Rutland/East Springfield | South End | 1,2,3&4 | NO | REMOVE |\n| West Newton St. | South End | 0,1,2,3,4&5 | NO | REMOVE |\n| Whittier Street | Roxbury | 1,2,3&4 | Modified | REMOVE |\n| FAMILY STATE PROGRAM |\n| Archdale | Roslindale | 1,2,3,4,5&6 | YES | REMOVE |\n| BHA Condos-Scattered Sites | City-Wide | 1,2,3&4 | YES | REMOVE |\n| Camden | South End | 1,2&3 | YES | REMOVE |\n| Fairmount | Hyde Park | 2&3 | NO | REMOVE |\n| Faneuil | Brighton | 2,3,&5 | NO | REMOVE |\n| Franklin Field | Dorchester | 2 | YES | REMOVE |\n| Gallivan Blvd | Mattapan | 2,3&4 | NO | REMOVE |\n| Orient Heights | East Boston | 1,2,3,4&5 | YES | REMOVE |\n| South Street | Jamaica Plain | 1,2,3&4 | NO | REMOVE |\n| West Broadway | South Boston | 1,2,3,4,5&6 | YES | REMOVE |\n\nIMPORTANT (PLEASE READ, AND SIGN)\n\nI UNDERSTAND BY ADDING NEW DEVELOPMENT CHOICES THAT I WILL BE GIVEN A NEW ELIGIBILITY DATE FOR EACH DEVELOPMENT CHOICE ADDED. PLEASE NOTE: ELIGIBILITY DATE IS DETERMINED BY THE DATE RECEIVED AND TIME-STAMPED AT OUR OFFICE.\n\nI have read, and understand that I will receive a new eligibility date for each new choice I select today.\n\nApplicant Signature: _________________________________________________Date:________________ \n(HEAD OF HOUSEHOLD) \n\nOFFICE USE ONLY\nEligibility Date:__________________\n\nPLEASE SEE REVERSE SIDE FOR THE ELDERLY OR DISABLED DEVELOPMENT CHOICES. \nPLEASE NOTE: TO APPLY TO THIS PROGRAM YOU MUST BE A SENIOR CITIZEN OR DISABLED, AND NOT REQUIRING MORE THAN (2) TWO BEDROOM."} | 7e7c81be4997a445bcae589f8755b92f4ae8b80a-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.bostonhousing.org/BHA/media/Documents/Applicants/Application%20Documents/DEVELOPMENT-CHOICE-REMOVE-FORM-(PH)-10-3-17.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"I WISH TO MAKE THE FOLLOWING DEVELOPMENTS CHANGES TO MY APPLICATION:\n\nApplicant Name: _____________________________________________________\n\nClient #: ____________________\n\n(PLEASE PRINT YOUR FIRST AND LAST NAME)\n\nSocial Security #: - -\n\n| Current Choice(s) | Development Neighborhood | Bedroom Size | Wheelchair Accessible Units That Exist at The Site | Circle Changes Here |\n|-------------------|--------------------------|--------------|---------------------------------------------------|---------------------|\n| ELDERLY/DISABLED FEDERAL PROGRAM | REMOVE |\n| Amory Street | Jamaica Plain | 0, 1 & 2 | YES | REMOVE |\n| Annapolis | Dorchester | 1 & 2 | NO | REMOVE |\n| Ashmont | Dorchester | 1 & 2 | NO | REMOVE |\n| Ausonia | North End | 1 & 2 | YES | REMOVE |\n| Bellflower | Dorchester | 1 & 2 | YES | REMOVE |\n| Codman Apartments | Dorchester | 0, 1 & 2 | YES | REMOVE |\n| Commonwealth | Brighton | 1 & 2 | YES | REMOVE |\n| Davison Apts. | Hyde Park | 0 & 1 | NO | REMOVE |\n| Eva White Apts. | South End | 0, 1 & 2 | NO | REMOVE |\n| Foley Apts. | South Boston | 1 | NO | REMOVE |\n| Frederick Douglass| South End | 0 & 1 | YES | REMOVE |\n| General Warren | Charlestown | 0, 1 & 2 | NO | REMOVE |\n| Groveland | Mattapan | 0 & 1 | NO | REMOVE |\n| Hampton House | South End | 0 & 1 | YES | REMOVE |\n| Hassan Apts. | Mattapan | 0, 1 & 2 | YES | REMOVE |\n| Heritage Apts. | East Boston | 0, 1 & 2 | YES | REMOVE |\n| Holgate Apts. | Roxbury | 1 | NO | REMOVE |\n| John J. Carroll | Brighton | 1 & 2 | NO | REMOVE |\n| Lower Mills | Dorchester | 0, 1 & 2 | YES | REMOVE |\n| Malone Apts. | Hyde Park | 1 | YES | REMOVE |\n| Meade Apts. | Dorchester | 1 & 2 | NO | REMOVE |\n| Mildred C. Haley Apts. (Bromley) | Jamaica Plain | 1 & 2 | NO | REMOVE |\n| MLK Apts. | Roxbury | 0 & 1 | NO | REMOVE |\n| Pasciucco | Dorchester | 0, 1 & 2 | YES | REMOVE |\n| Patricia White | Brighton | 1 & 2 | YES | REMOVE |\n| Peabody | Dorchester | 1 & 2 | YES | REMOVE |\n| Pond Street | Jamaica Plain | 1 & 2 | NO | REMOVE |\n| Rockland Towers | West Roxbury | 0, 1 & 2 | YES | REMOVE |\n| Roslyn | Roslindale | 1 & 2 | YES | REMOVE |\n| Spring Street | West Roxbury | 1 & 2 | YES | REMOVE |\n| St. Botolph St. | Back Bay | 0, 1 & 2 | MODIFIED | REMOVE |\n| Torre Unidad | South End | 0, 1 & 2 | YES | REMOVE |\n| Walnut Park | Roxbury | 0, 1 & 2 | YES | REMOVE |\n| Washington Manor | South End | 0 & 1 | YES | REMOVE |\n| Washington St. | Brighton | 1 & 2 | NO | REMOVE |\n| West Ninth | South Boston | 1 & 2 | NO | REMOVE |\n| ELDERLY/DISABLED STATE PROGRAM | REMOVE |\n| Basilica | Charlestown | 1 | NO | REMOVE |\n| Franklin Field Elderly | Dorchester | 1 & 2 | NO | REMOVE |\n| Franklin Field - Grandparenting | Dorchester | 2 | YES | REMOVE |\n| Msgr. Powers/”L” St. | South Boston | 0, 1 & 2 | YES | REMOVE |\n\nIMPORTANT: (PLEASE READ, AND SIGN)\n\nI UNDERSTAND BY ADDING NEW DEVELOPMENT CHOICES THAT I WILL BE GIVEN A NEW ELIGIBILITY DATE FOR EACH DEVELOPMENT CHOICE ADDED. **PLEASE NOTE:** ELIGIBILITY DATE IS DETERMINED BY THE DATE RECEIVED AND TIME-STAMPED AT OUR OFFICE.\n\nI have read following, and understand that I will receive a new eligibility date for each new choice I select today.\n\nApplicant Signature: ______________________________________________________Date: __________________\n\n(HEAD OF HOUSEHOLD)\n\nOFFICE USE ONLY\n\nEligibility Date:_________________\n\nDevelopment choice REMOVE form (PH) Rev. 10/3/2017"} | 7e7c81be4997a445bcae589f8755b92f4ae8b80a-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://hrcak.srce.hr/file/162741 | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Chitosan is recognized as a biocompatible polymer (21) with GRAS status. However, the C-GP system used in the present studies is relatively unexplored as regards its toxicity. Since the system was intended to be used as an injectable depot, bioreactivity of drug free gels was investigated on mammalian L-929 fibroblast cells with the help of an MTT assay. L-929 mouse fibroblast cells have been used for evaluation of toxicity of newly synthesized polymeric materials and for evaluation of biocompatibility of novel drug delivery systems (22). Percent proliferation of fibroblast cells in contact with different volumes of the chitoan-GP systems is indicative of cell viability.\n\nIn an earlier report, C-GP systems containing 1 % (m/V) chitosan and GP concentrations ranging from 5–20 % (m/V) were prepared and cytotoxicity of the gels was monitored using an extraction test by measuring the proliferation of goat bone marrow derived stem cells (gMSCs). Cytotoxicity of C-GP gels was found to increase with increasing GP concentrations, but extraction fluids from C-GP with 10 % GP concentrations enhanced the proliferation of gMSCs 4 to 11-fold compared to the negative control. It was also found that chitosan with low GP concentrations (5–10 %, m/V) was not cytotoxic but enhanced the growth and proliferation of gMSCs (23).\n\nThe present study revealed a concentration dependent toxicity of the C-GP-system for L-929 mouse fibroblast cells. While addition of lower amounts of C-GP systems to the wells had no adverse effect on cell proliferation, the wells with higher amount (100 µL) of gel showed a statistically significant reduction in cell proliferation. This could be attributed to the toxicity exerted by the system under evaluation at high concentrations, and/or a two-fold dilution of DMEM in these wells, and/or the presence of rigid gels in the wells when incubated at 37 °C, which could result in exertion of mechanical pressure on the underlying cells. Nevertheless, the results indicate the need to exercise caution in the in vivo use of these thermoreversibly gelling systems.\n\nIn vivo anti-tumor efficacy testing\n\nAll the control animals showed steady progression in the growth of the murine colon tumor model colon-26. However, their body weights and survival were not adversely affected by this growth and no morbidity and mortality were evident. A statistically significant difference in the mass of animals and mortality was observed in the 5-FU and C-GP-5-FU treated groups. At the dose administered, 5-FU solution injected intratumorally demonstrated toxicity in terms of mass loss and mortality. However, no significant"} | ffc07679c6ebc27a8168bac890773f86f5c08e7c-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://hrcak.srce.hr/file/162741 | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"5-FU could be beneficial in attaining high drug levels in the tumor immediately after administration of the formulation. Gradual release that follows should serve to maintain the drug level at the site of action for a prolonged period. Studies have shown that C-GP systems can release the entrapped compound over a period of several hours to days depending upon the molecular weight of chitosan used and also that the phenomena of burst release of the entrapped compound is observed initially, followed by gradual release, irrespective of molecular mass of the entrapped drug. Pilocarpine entrapped in C-GP containing systems for ocular delivery showed fast release of the entrapped drug initially, after which the drug was released gradually over a period of 24 h. A similar trend was observed for compounds like chlorpheniramine, calcein, etc. (9).\n\n**Acute toxicity studies: Determination of LD\\textsubscript{50}**\n\nDuring the studies used for LD\\textsubscript{50} determination, masses of animals dosed at all levels were found to decrease as the time proceeded (Table I). All three animals dosed at the highest dose of 550 mg kg\\textsuperscript{–1} died whereas those dosed at the lower level of 175 mg kg\\textsuperscript{–1} survived. Based on these results, the LD\\textsubscript{50} of the test formulation was calculated to be 285 mg kg\\textsuperscript{–1} as per the AOT425StatPgm. The LD\\textsubscript{50} of 5-FU on intraperitoneal administration to mice is reported to be 100 mg kg\\textsuperscript{–1} (16). Thus, a 2.8-fold decrease in toxicity of the test compound was observed.\n\nThe test drug in the present studies has a narrow therapeutic index (17). Following intraperitoneal administration of 5-FU solution to human subjects, the drug concentration was four times greater in portal venous blood compared to that sampled from a peripheral artery or vein or from the hepatic vein (18). Furthermore, up to 70 % of the drug was extracted by the liver during the first pass. Seven to 20 % of the parent drug was excreted unchanged in the urine in 6 hours; over 90 % of this was excreted during the first hour. The remaining percentage of the administered dose was metabolized, primarily in the liver. The catabolic metabolism of fluorouracil resulted in degradation products (e.g., CO\\textsubscript{2}, urea and \\(\\alpha\\)-fluoro-\\(\\beta\\)-alanine), which were inactive (19).\n\nIn the present study, a decrease in toxicity in terms of reduced mortality and absence of any significant change in the mass of dosed animals was observed compared to conventional injection. This decrease in toxicity can be attributed to a gradual and localized presentation of the cytotoxic agent from the formulation at the site of administration, which reduced systemic exposure and hence side effects. This is supported by earlier findings during phase I clinical studies on intraperitoneal formulations of 5-FU, which revealed that the concentration of the drug in the peritoneal cavity was 300 times greater than that in the plasma (20).\n\n**In vitro cell line cytotoxicity studies**\n\nCytotoxicity of the drug free C-GP systems was found to be concentration dependent when evaluated in vitro in L-929 mouse fibroblast cells by an MTT assay. There was no significant difference between the percent proliferation of controls and those of test samples containing 10 to 50 \\(\\mu\\)L of C-GP gels (\\(p < 0.05\\)), indicating the absence of cytotoxicity. But the test wells containing 100 \\(\\mu\\)L of the C-GP system showed a significant difference in percent proliferation of fibroblast cells in comparison with the control (\\(p < 0.05\\)) and exhibited toxic effects indicated by lower percent proliferation (60.57 %) (Fig. 4)."} | ffc07679c6ebc27a8168bac890773f86f5c08e7c-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://hrcak.srce.hr/file/162741 | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"parent gels gradually turned opaque with the increase in temperature. Gel appearance at different temperatures (15, 25, 37 and 40 °C) can be seen in Fig. 1. On inverting, the formulation was flowable at all temperatures tested until physiological temperature was attained. At 37 °C, the sol was found to set into a relatively stiff mass that did not flow upon tube inversion. The pH of all solutions and gel formulations was found to be almost neutral.\n\nChitosan is a cationic polysaccharide soluble in aqueous media of pH < 6.2. In the absence of GP, repulsion between the positively charged chitosan chains did not allow any interactions between the chains. However, GP reduced the positive charge density on chitosan chains permitting hydrophobic attraction and hydrogen bonding between chitosan chains. Electrostatic attraction between the phosphate groups of the GP molecule and the ammonium groups of chitosan contributed further to gelation. The rate and manner of GP addition was found to be critical for formation of the desired gel. Addition of GP at a rapid rate or at higher temperature was found to result in chitosan precipitation. Rapid addition of GP into the chitosan solution resulted in a rapid increase in pH without allowing for any of the above occurrences and hence resulted in chitosan precipitation. The number of charged ammonium groups on the chitosan chain has been reported to be an important parameter controlling gelation in this system (14, 15).\n\nThermoreversibility of chitosan/GP systems is attributed to reduced chitosan chain polarity and increased hydrophobicity, increased interchain hydrophobic attraction and thermally induced transfer of protons from chitosan amine groups to the phosphate moiety of $\\beta$-GP, leading to an attractive interchain interaction between chitosan chains. Unlike hydrogen bonds, hydrophobic forces are known to be temperature dependent and are suggested to be the source of thermoreversibility found in C-GP gels.\n\nThe *in vitro* release studies revealed that after an initial burst, 5-FU was released in a sustained manner from the gels (Fig. 3) and only about 72 % of entrapped drug was released at the end of 12 h, indicating prolonged release of 5-FU. Also, at the end of 12 h, the gel was found to remain intact within the release chamber. On exposure to release medium, gels released as a burst about 40 % of entrapped drug during the first hour, possibly due to surface 5-FU or due to the drug distributed in the tunnel of the gel during the gelation process, which diffuses rapidly when the gel comes into contact with the release medium. Following the initial burst, the 5-FU entrapped into the hydrogel was released gradually over the 12 h period of measurement. Burst release in the case of\n\n"} | ffc07679c6ebc27a8168bac890773f86f5c08e7c-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.life-science-alliance.org/content/lsa/7/2/e202301934.full.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Figure 1. Proteinase K treatment enables the isolation of peridroplet mitochondria (PDM) from white adipose tissue (WAT) and increases the yield of PDM isolated from brown adipose tissue (BAT).\n\n(A) Super-resolution confocal microscopy of lipid droplet fractions from WAT, visualizing PDM, (red) attached to lipid droplets (LDs; green) before (Non-stripped Fat) after high-speed centrifugation (Stripped Fat), and after proteinase K (Prot K) treatment and high-speed centrifugation (Stripped + Prot K). Mitochondria were stained with Mitotracker DeepRed (MTDR) and LDs with BODIPY493/503 (BD493). Scale Bar = 10 microns.\n\n(B) PDM quantification of WAT LDs determined by quantifying the % of LD surface covered by mitochondria from images shown in panel (A). 18–32 lipid droplets were analyzed from four independent isolations.\n\n(C) Imaging and staining performed as in (A) but using LD fractions from BAT.\n\n(D) PDM quantification of images from BAT shown in panel (C). Dot plot shows quantification of the % of LD surface covered by mitochondria as in panel (B). 10–12 images were analyzed, each with multiple lipid droplets from five independent isolations. For each image, the total % of LD surface covered by mitochondria was averaged and represents a single point on the graph.\n\n(E) Summary of new method enabled by Prot K to isolate PDM and cytoplasmic (CM) mitochondria from WAT and BAT. Fat homogenates were centrifuged at low speed to separate the fat layer containing PDM from supernatant containing the CM. Prot K was added to both the LD fraction and supernatant and incubated for 15 min. High-speed centrifugation separated PDM from Prot K-treated lipid droplets and CM from the supernatant.\n\n(F, G) Comparison of protein recovered in PDM and CM fractions in the presence or absence of Prot K treatment from (F) WAT and (G) BAT. N=6–9 independent isolation experiments, with each individual data point representing one single experiment.\n\n(H, I) Western blot of PDM (H) and CM (I) isolated from WAT and BAT with regular PDM protocol, PDM isolation + Prot K, PDM isolation with Prot K + PMSF and PMSF alone. N = 3–4 independent experiments of PDM and CM isolation.\n\n(J, K) PDM quantification of WAT (J) and BAT (K) using the fluorescence plate reader assay. Mitochondria were stained with MTDR and LDs with BD493. The ratio of MTDR/BD493 fluorescence was quantified as a measure of PDM mass per LD mass. Five to six independent isolation experiments. *P < 0.05, **P < 0.01, ***P < 0.001, ****P < 0.0001 by one-way ANOVA.\n\n### P < 0.001 compared with untreated CM or PDM by t test. All data presented as mean ± SEM. Illustrations were created in BioRender."} | ba215e71385f515ad85ab20442fa191c36b0c7ba-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.life-science-alliance.org/content/lsa/7/2/e202301934.full.pdf | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"homeostasis, which is determined by the association with LDs and the local cellular needs.\n\n### Materials and Methods\n\n#### Mice\n\nMitochondria were isolated from the interscapular BAT and both left and right epididymal white adipose fat pads from 12-wk-old male C57BL6/J mice (Jackson lab). Animals were fed standard chow (mouse diet 9F; PMI Nutrition International) and maintained under controlled conditions (19–22°C and a 14:10 h light–dark cycle) until euthanasia by isoflurane. All animal procedures were performed in accordance with the Guide for Care and Use of Laboratory Animals of the NIH and were approved by the Animal Subjects Committee of the University of California, Los Angeles Institutional Guidelines for Animal Care.\n\n#### PDM isolation\n\nPDM were isolated as previously described in detail (Benador et al, 2018; Ngo et al, 2021) with some modifications. BAT was isolated from the inter-scapular BAT depot, and WAT was isolated from both perigonadal fat pads, also known as the epididymal fat from each mouse. BAT was homogenized using a glass–teflon dounce homogenizer, and WAT was homogenized using a glass–glass dounce homogenizer in Sucrose-HEPES-EGTA buffer supplemented with BSA (SHE + BSA; 250 mM sucrose, 5 mM HEPES, 2 mM EGTA, 1% fatty acid-free BSA, pH 7.2). Homogenate was split into four equal parts to test protocol optimizations side-by-side. Homogenates were centrifuged at 1,000 g for 10 min at 4°C. The supernatant was poured into a new tube and the fat layer was scraped into a second tube and resuspended in SHE + BSA buffer. Fat layers and supernatant were left either untreated or treated with Prot K at 2 μg/ml for 15 min (Prot K, 25530-049 20 mg/ml; Invitrogen). All fat layers were incubated for 15 min at 4°C under constant rotation. For protocol including PMSF, 2 mM PMSF was added for an additional 20 min of incubation on ice while inverting the samples every 2 min (PMSF, 78830; Sigma-Aldrich). Then, all the samples were centrifuged again at 10,000 g for 10 min at 4°C. The pellets were then resuspended in SHE + BSA and centrifuged with the same settings once more. The pellets were then resuspended in SHE without BSA and again centrifuged with the same settings. Final pellets were resuspended in SHE without BSA and protein concentration was determined by BCA (Thermo Fisher Scientific).\n\n#### Isolation of peridroplet mitochondria from large and small lipid droplets\n\nFat tissue was homogenized as described above for the PDM isolation. Homogenates were first sieved through a 630-μm mesh (Genesee Scientific), and transferred into ice-cold tubes. Homogenates were then centrifuged at 500 g for 3 min at 4°C which created a fat layer made up of the larger lipid droplets (LG-LD). The supernatant was carefully poured into a new tube and centrifuged at 2,000 g for 10 min at 4°C which created a second fat layer consisting of smaller lipid droplets (SM-LD). The supernatant which contained the cytoplasmic mitochondria was transferred into a new tube by carefully pipetting underneath the fat layer. LG-LDs and SM-LDs were resuspended in SHE + BSA. LG-LDs were centrifuged again at 500 g for 5 min at 4°C and SM-LGs were centrifuged at 2,000 g for 10 min at 4°C. Both large and small LDs were resuspended in 1 ml SHE + BSA and incubated with Prot K as described above. All fractions including the supernatant containing the CM were centrifuged at 10,000 g for 10 min at 4°C to pellet the mitochondria. Mitochondrial pellets were resuspended in SHE without BSA and spun one more time with the same conditions. Mitochondrial pellets were resuspended in SHE without BSA and protein concentrations were determined by BCA (Thermo Fisher Scientific).\n\n#### Isolated mitochondria respirometry\n\nRespirometry in isolated mitochondria was performed as previously described in detail (Ngo et al, 2021). Briefly, isolated mitochondria were resuspended in a mitochondrial assay buffer (MAS; 100 mM KCl, 10 mM KH$_2$PO$_4$, 2 mM MgCl$_2$, 5 mM HEPES, 1 mM EGTA, 0.1% BSA, 1 mM GDP, pH 7.2) and kept on ice. Two micrograms per well were loaded into Seahorse XF96 microplate in 20 μl volume containing substrates. The loaded plate was centrifuged at 2,000 g for 5 min at 4°C and an additional 130 μl of MAS buffer + substrate was added to each well. Substrate concentrations in the well were as follows: (i) 5 mM pyruvate + 5 mM malate + 4 mM ADP or (ii) 2 mM malate + 4 mM ADP. For pyruvate plus malate-dependent respiration; oligomycin was injected at port A (3.5 μM), TMPD + ascorbic acid (0.5 + 1 mM) at port B and azide (50 mM) at port C. For palmitoyl–carnitine dependent respiration; 5 mM malate + 4 mM ADP + 40 μM palmitoyl–carnitine was injected at port A, oligomycin was injected at port B (3.5 μM), TMPD + ascorbic acid (0.5 + 1 mM) at port C and azide (50 mM) at port D. Mix and measure times were 0.5 and 4 min, respectively. A 2-min wait time was included for oligomycin-resistant respiration measurements.\n\nTo calculate the effects of Prot K on OCR, we measured state 3 or the capacity of coupled mitochondria to produce ATP in the presence of substrates and ADP, oligomycin-resistant leak and ATP-linked respiration, Complex IV-driven respiration, and non-mitochondrial oxygen consumption.\n\nFold changes in respiration were calculated from raw OCR values obtained in each experimental group, where respiration of treated mitochondria isolated on the same day and analyzed on the same plate were normalized to the untreated mitochondria to establish the effect of PK and PMSF treatment. The individual fold changes over untreated mitochondria obtained from independent experiments were then averaged, and represented in bar graphs. For each substrate (pyruvate malate or palmitoyl carnitine) and mitochondrial state (i.e., State 3, leak, ATP-linked, CoxIV), we calculated the fold change of each mitochondrial state between the mitochondria treated with PK and/or PMSF and compared it with the untreated CM or PDM of the group. For example for State 3, we set the CM untreated equal to 1 by dividing by the raw OCR value and then compared the raw OCR values of the 3 other groups with the CM untreated to calculate the fold change. For the comparison between CM Prot K and PDM Prot K as in Figs 2G and 3G, the fold..."} | ba215e71385f515ad85ab20442fa191c36b0c7ba-10 | 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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.life-science-alliance.org/content/lsa/7/2/e202301934.full.pdf | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"of mitochondrial proteins (VDAC and OXPHOS subunits) per total protein of PDM fraction by Western blot. PDM isolated from WAT SM-LD fractions had a significantly higher content of VDAC. In addition, WAT PDM isolated from SM-LD had increased levels of respiratory complexes as determined by the expression of representative proteins in four out of five OXPHOS complexes (NDUFB8, SDHB, UQCRC2, and MTC01) (Fig 5E and F). Therefore the respirometry data for WAT (Fig 5A and B) were normalized by VDAC, as a marker for total mitochondrial content (Camara et al, 2017). On the other hand, BAT PDM isolated from large and small LDs did not show differences in VDAC or OXPHOS subunit protein content and the respirometry did not need to be re-normalized (Fig 5G and H).\n\nTogether these data suggest that in both WAT and BAT, there are separate populations of PDM with unique bioenergetic functions, which may be related to their distinct subcellular localization and heterogeneity of LD function.\n\nDiscussion\n\nHere, we describe the development of the first method allowing for the isolation of PDM from WAT. A study by Benador et al previously described the isolation and characterization of PDM from BAT using high-speed centrifugation (Benador et al, 2018). However, we found that centrifugation was not an efficient approach for the isolation of PDM from WAT. The novelty of our new method is the treatment of lipid droplet fractions, containing PDM, with a protease. This step was inspired by previous studies supporting that protein–protein interactions and protein–lipid interactions are key tethering mechanisms (Stone et al, 2009; Wang et al, 2011; Boutant et al, 2017; Freyre et al, 2019). We used Prot K, a serine endopeptidase that remains active in the presence of different detergents and temperature ranges, and digests a wide variety of proteins. The dependence upon Prot K to isolate sufficient WAT PDM supports the notion that the interaction of"} | ba215e71385f515ad85ab20442fa191c36b0c7ba-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.giac.org/paper/gcux/35/security-assessment/100674 | 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... |
https://www.giac.org/paper/gcux/35/security-assessment/100674 | 42 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Here is the export list of 10.0.0.11:\n/var/log/radacct LogServer01.fdlMy_Company.com,\n\nCVE: CVE-1999-0554\n\nWarning found on port unknown (757/udp)\n\nThe rstatd RPC service is running.\nIt provides an attacker interesting\ninformations such as:\n\n- the CPU usage\n- the system uptime\n- its network usage\n- and more\n\nIt usually not a good idea to let this\nservice open\n\nRisk factor: Low\nCVE: CAN-1999-0624\n\nWarning found on port unknown (2049/udp)\n\nThe nfsd RPC service is running.\nThere is a bug in older versions of\nthis service that allow an intruder to\nexecute arbitrary commands on your system.\n\nMake sure that you have the latest version\nof nfsd\n\nRisk factor: High\nCVE: CAN-1999-0832\n\nWarning found on port general/icmp\n\nThe remote host answers to an ICMP timestamp\nrequest. This allows an attacker to know the\ndate which is set on your machine.\n\nThis may help him to defeat all your\ntime based authentifications protocols.\n\nSolution: filter out the icmp timestamp\nrequests (13), and the outgoing icmp\ntimestamp replies (14).\n\nRisk factor: Low\nCVE: CAN-1999-0524"} | 644a0685c6d791a27dbbf1b1ca3d90d231711571-42 | 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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.giac.org/paper/gcux/35/security-assessment/100674 | 20 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"TCP Sequence Prediction: Class=random positive increments \nDifficulty=3392832 (Good luck!) \n\nSequence numbers: 504DCDFC 4FFAF71F 4FFC728E 4FD81C9B 502661CD 4F8AAF5D \nRemote operating system guess: Linux kernel 2.2.13 \n\nInteresting ports on ns2.fdlMy_Company.com (10.0.0.22): \n(The 65507 ports scanned but not shown below are in state: closed) \n\n| Port | State | Service (RPC) | Owner |\n|------------|-----------|---------------------|-------|\n| 21/tcp | open | ftp | |\n| 22/tcp | open | ssh | |\n| 23/tcp | open | telnet | |\n| 25/tcp | open | smtp | |\n| 53/tcp | open | domain | |\n| 80/tcp | open | http | |\n| 110/tcp | open | pop-3 | |\n| 111/tcp | open | sunrpc (rpcbind V2) | |\n| 570/tcp | filtered | meter | |\n| 745/tcp | open | (mountd V1-2) | |\n| 1720/tcp | filtered | unknown | |\n| 2049/tcp | open | nfs (nfs V2) | |\n| 2525/tcp | open | unknown | |\n| 2546/tcp | filtered | unknown | |\n| 8973/tcp | filtered | unknown | |\n| 11717/tcp | filtered | unknown | |\n| 19367/tcp | filtered | unknown | |\n| 19607/tcp | filtered | unknown | |\n| 26625/tcp | filtered | unknown | |\n| 34968/tcp | filtered | unknown | |\n| 35961/tcp | filtered | unknown | |\n| 38258/tcp | filtered | unknown | |\n| 46327/tcp | filtered | unknown | |\n| 52130/tcp | filtered | unknown | |\n| 52649/tcp | filtered | unknown | |\n| 54262/tcp | filtered | unknown | |\n| 62223/tcp | filtered | unknown | |\n| 63625/tcp | filtered | unknown | |\n\nTCP Sequence Prediction: Class=random positive increments \nDifficulty=972755 (Good luck!) \n\nSequence numbers: 5355F25F 5350CA55 532834C7 52CFF381 52EB0ED9 52F5CEB3 \nRemote operating system guess: Linux kernel 2.2.13 \n\nInteresting ports on virtual.fdlMy_Company.com (10.0.0.24): \n(The 65507 ports scanned but not shown below are in state: closed) \n\n| Port | State | Service (RPC) | Owner |\n|------------|-----------|---------------------|-------|\n| 21/tcp | open | ftp | |\n| 22/tcp | open | ssh | |\n| 23/tcp | open | telnet | |\n| 25/tcp | open | smtp | |\n| 53/tcp | open | domain | |\n| 80/tcp | open | http | |\n| 110/tcp | open | pop-3 | |\n| 111/tcp | open | sunrpc (rpcbind V2) | |\n| 709/tcp | filtered | entrustmanager | |"} | 644a0685c6d791a27dbbf1b1ca3d90d231711571-20 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://brownwalker.com/ojs/index.php/JTOCS/article/download/63/pdf_15 | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Zimbabweans will be required to return home to apply for work or other forms of residence permits in South Africa without a guarantee that these will be granted to them\\(^7\\). Yet, over the course of these two temporary residence permits (seven years) individuals will have been in South Africa for a long period of time and will have established themselves there in employment and business. The requirement to apply for South African immigration visas from Zimbabwe was viewed by respondents such as ZSPH1 as tantamount to “chasing them from South Africa” and a situation that would require them to find other means to remain in the country when their ZSPs expire.\n\nFor Zimbabweans who choose to remain undocumented in South Africa (after their ZSPs have expired in 2017), or return there after they have been deported the change in their immigration status will potentially expose them to the multiple vulnerabilities associated with the complexities of undocumented cross-border migration. At the Beitbridge border undocumented movement is not a single event or individual activity but involves a variety of activities that include crossing the Limpopo River\\(^8\\); scaling the border fence; and crossing the official border without travel documents but with the assistance of officials. The movement of undocumented migrants involves a number of key participants such as taxi operators, Government officials and other migrants (Aaria, 2009). Taxi operators transport individuals from different parts of Zimbabwe to selected points in Beitbridge town\\(^9\\). Mr. OM 1 notes that when a substantial number (30-40) of potential migrants have arrived they are taken across the border at specific crossing points by guides (izimpisi\\(^10\\)) who work with taxi operators; are familiar with the area; and who know the crossing points that are relatively safe from the South African Police Service (SAPS) and/or the South African National Defence Force (SANDF) who patrol the border. Once undocumented migrants have crossed the border, the taxi operators collect them at designated points along the motorway between Beitbridge and Musina (Aaria, 2009). Migrants who have knowledge of immigration procedures at the Beitbridge border assist their compatriots to cross into South Africa (Aaria, 2009). Finally, undocumented Zimbabweans may negotiate with officials on both sides of the border in order to enter South Africa without travel documents (ZM 1).\n\nThough the services of omalayitsha and izimpisi leads to successful border crossing for undocumented migrants, the service itself is fraught with potential difficulties. A young man from Bulawayo (ZM3) explained that he had engaged the services of omalayitsha on the understanding that his brother would pay for his border-crossing when they reached Johannesburg. Once in South Africa, his omalayitsha phoned his brother to confirm that he had safely crossed the border. When his brother’s phone went to voicemail, they abandoned him in Musina. With no money, no social network or family and kin-group members in Musina he found employment on a construction site, where he continues to work for an employer who accepts his undocumented status.\n\nUndocumented border crossings at the Beitbridge border can involve a dangerous journey as individuals risk being robbed and assaulted by unscrupulous gangs known as omagumaguma\\(^11\\). Ndlovu (2013) suggests that some of the omagumaguma are people who assist undocumented Zimbabweans to cross into South Africa, but at a later stage target those whom they earlier assisted to cross the border. Aaria (2009) notes that an impisi and gumaguma can be the same person as people smugglers turn against their clients. However, Mdlongwa and Moyo (2014) suggest that these are rogue elements that operate independently of the izimpisi and omalayitsha. Other studies suggest that omagumaguma are organized gangs or “bandits who have been attracted to the banks of the Limpopo River to prey upon migrants” (UN Office for the Coordination of Humanitarian Affairs, 2010: 19) or who are also involved in the lucrative smuggling of goods, such as tobacco from Zimbabwe into...\n\n---\n\n\\(^7\\) In August 2014, the South African Minister of Home Affairs stipulated that when the ZSPs expired in 2017, Zimbabweans would be required to enter the mainstream immigration system and meet its requirements. The South African Minister of Home Affairs stated that “ZSP permit-holders who wish to stay in South Africa after the expiry of the ZSP, must return to Zimbabwe to apply for mainstream visas and permits under the Immigration Act, subject to the relevant requirements. These applications will be considered within 12 months of the expiry of the ZSP permits, so from January 2017” (Gigaba, 2014b).\n\n\\(^8\\) The Limpopo River forms a natural boundary between Limpopo Province in the north of South Africa and southern Zimbabwe.\n\n\\(^9\\) Beitbridge is a town in Zimbabwe, situated at the border with South Africa.\n\n\\(^10\\) Impisi is the singular. Izimpisi is the plural.\n\n\\(^11\\) Gumaguma is the singular. Amagumaguma is the plural."} | 15efbea14f61ed341c3bcc1b7ef4e1ae3b22664b-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://brownwalker.com/ojs/index.php/JTOCS/article/download/63/pdf_15 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Changing migration status and shifting vulnerabilities: A research note on Zimbabwean migrants in South Africa\n\nInocent Moyo \nUniversity of Zululand, South Africa \nEmail: [email protected]\n\nAbstract: Drawing on data from a research project among Zimbabwean migrants in South Africa, the author considers here the impact of specific state policies designed to regularize individual immigration status. This discussion arises from a larger qualitative study on cross-border migration and migrant vulnerability among 65 Zimbabweans at three sites namely, the Beitbridge border, Musina town and Johannesburg during the four month period between December 2014 and March 2015.\n\nKeywords: Migration; vulnerability; Zimbabweans\n\nIt is a truism that changes in immigration laws and policies can and do have a significant impact on human mobility and on the lives of migrants. Where legislative and policy provisions are designed to create more restrictive immigration regimes, cross-border migrant populations are confronted with measures that seek to curb and at times prohibit their mobility. In this context, individuals seek to protect their migrant livelihoods and in so doing often experience changes in the nature of their immigration status. Drawing on data from a research project among Zimbabwean migrants in South Africa, I consider here the impact of specific state policies designed to regularize individual immigration status. This discussion arises from a larger qualitative study on cross-border migration and migrant vulnerability among 65 Zimbabweans at three sites namely, the Beitbridge border1, Musina2 town and Johannesburg3 during the four month period between December 2014 and March 20154.\n\nOver the past two decades, migrant populations in South Africa have been exposed to significant changes in the country’s immigration laws and policies. Authors such as Peberdy (1998) and Peberdy and Crush (1998) suggest that as the Aliens Control Amendment Act (1995), passed in the aftermath of South Africa’s first democratic elections in 1994, retained some of the draconian provisions of the Apartheid era’s Aliens Control Act (No. 96 of 1991) it demonstrated a reluctance to accept migrants. At the time, the South African Government’s concern in relation to migration arose from the sense that a deliberate policy to encourage immigration would threaten the interests of the new dispensation (Crush and McDonald, 2001; Crush, Campbell, Green, Nangulah and Simelane, 2006; Segatti, 2012). At the same time, Peberdy (2009) identifies that the immediate post-1994 immigration policies benefited highly skilled migrants rather than their less skilled counterparts. Subsequent legislation such as\n\n1 Beitbridge border post refers to the official entry and exit point between Zimbabwe and South Africa.\n2 Musina is a South African town situated approximately 17 kilometers from the Beitbridge border.\n3 Johannesburg is the largest city in South Africa, situated approximately 521 kilometers from the Beitbridge border post.\n4 Twelve migrants were interviewed at the Beitbridge border, of whom, three were women and nine were men. In Musina, 34 migrants were interviewed of whom 19 were women and 15 were men. Finally, 19 migrants were interviewed in Johannesburg of whom six were women and 13 were men. Among the interviewees, four had crossed the border on their own while 61 had used the services of smugglers to enter South Africa. Fifty six respondents were between the ages of 21 and 49 years, seven were in the age group 17 to 20 years and two were above 50 years of age."} | 15efbea14f61ed341c3bcc1b7ef4e1ae3b22664b-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://brownwalker.com/ojs/index.php/JTOCS/article/download/63/pdf_15 | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Gordon, S. L. (2011). Migrants in a state of exception: xenophobia and the role of the post-apartheid state. In M. S. Mapadimeng and S. Khan. (Eds.). Contemporary social issues in Africa: Cases in Gaborone, Kampala and Durban. pp. 45-64. Pretoria: Africa Institute of South Africa.\n\nHammerstad, A. (2011). Linking South Africa's immigration policy and Zimbabwe diplomacy. SAIIA Policy Briefing 42. Johannesburg: SAIIA.\n\nInternational Organization for Migration (IOM). (2010). Wolves in sheep's skin: A rapid assessment of human trafficking at Musina, Limpopo Province of South Africa. Geneva: International Organization for Migration.\n\nLandau, L. (2010). Discrimination and development? Migration, urbanisation and sustainable livelihoods in South Africa’s forbidden cities. In J. 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Unpublished paper delivered at HSRC migration workshop, Pretoria, 17-20 March 2003."} | 15efbea14f61ed341c3bcc1b7ef4e1ae3b22664b-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://export.arxiv.org/pdf/1911.09514 | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"• The task-specific weights \\( \\mathbf{w}^T \\) can be expressed in terms of their global counterparts as follows:\n\n\\[\n\\mathbf{w}^T = (1 + \\mathbf{b}^T \\circ \\alpha^T) \\circ \\mathbf{w}.\n\\] \n(4)\n\nThe symbol \\( \\circ \\) denotes an element-wise (Hadamard) multiplication.\n\n• For each task \\( T \\) and each neuron \\( j \\) at layer \\( i \\), \\( \\alpha^T_{i,j} \\) is a binary variable which indicates whether the corresponding weight is adapted (\\( \\alpha^T_{i,j} = 1 \\)) or unadapted (\\( \\alpha^T_{i,j} = 0 \\)). Initially assume that the adaptation probability \\( \\alpha^T_{i,j} \\) follows a Bernoulli distribution with probability \\( p_{i,j} \\), \\( \\alpha^T_{i,j} \\sim \\text{Bernoulli}(p_{i,j}) \\). Since this Bernoulli is not straightforward to optimise, and to adopt a scalable inference procedure based on continuous latent variables, we replace this Bernoulli with a Gaussian that has an equivalent mean and variance from which we draw \\( \\alpha^T_{i,j} \\). For the sake of attaining higher fidelity than what is granted by a standard Gaussian, we base our inference on a variational Gaussian estimation. Though in a context different from continual learning and with different estimators, the idea of replacing Bernoulli with an equivalent Gaussian has proven to be effective with dropout (Srivastava et al., 2014; Kingma et al., 2015).\n\nThe approximation of the Bernoulli distribution by the corresponding Gaussian distribution is achieved by matching the mean and variance. The mean and variance of the Bernoulli distribution are \\( p_{i,j} \\), \\( p_{i,j}(1 - p_{i,j}) \\), respectively. A Gaussian distribution with the same mean and variance is used to fit \\( \\alpha^T_{i,j} \\):\n\n\\[\n\\alpha^T_{i,j} \\sim \\mathcal{N}(p_{i,j}, p_{i,j}(1 - p_{i,j})).\n\\] \n(5)\n\n• The variable \\( \\mathbf{b}^T \\) controls the strength of the adaptation and it limits the range of adaptation via:\n\n\\[\n1 + b^T = \\frac{s}{1 + e^{-a^T}}.\n\\] \n(6)\n\n\\(^3\\)There can be a parameter \\( p_i \\) per layer \\( i \\) instead of one \\( p_{i,j} \\) for each neuron \\( j \\) at each layer \\( i \\), but we opt for the latter for the sake of gaining further adaptation flexibility."} | 1664ee1da28f51ea38466977b228d5beff611a4b-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://export.arxiv.org/pdf/1911.09514 | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"incrementally learns from data of the successive tasks, without a need to store\n(nor generate) data from previous tasks and with no expansion in the network\nsize.\n\n3.1. Modelling\n\nWith model parameters $\\theta$, the overall variational objective we aim at maximising at task with index $t$ is equivalent to the following online marginal likelihood:\n\n$$\n\\mathcal{L}(\\theta) = -\\text{KL}(q_t(\\theta) \\parallel q_{t-1}(\\theta)) + \\sum_{n=1}^{N_t} \\mathbb{E}_{q_t(\\theta)} [ \\log p(y^{(n)}|x^{(n)}, \\theta) ].\n$$\n\n(3)\n\nWe propose a framework where the architecture, whose parameters are $\\theta$, is flexibly adapted based on the available tasks, via a learning procedure that will be described below. With each task, we automate the adaptation of the neuron contributions. Both the adaptation decisions (i.e. whether or not to adapt) and the maximum allowed degree of adaptation for every neuron are learnt. We refer to the binary adaptation variable as $\\alpha$. There is another variable $s$ that is learnt in a multi-task fashion to control the maximum degree of adaptation, such that the expression $b = \\frac{s}{1+e^{-a}} - 1$ limits how far the task-specific weights can differ from the global weights, in case the respective neuron is to be adapted. The parameter $a$ depicts unconstrained adaptation, as described later.\\(^2\\)\n\nWe illustrate the proposed model to perform this adaptation by learning the probabilistic contributions of the different neurons within the network architecture on a task-by-task basis. We follow this with the inference details. Steps of the proposed modeling are listed as follows:\n\n- For a task $T$, the classifier that we are modeling outputs: $\\sum_{n=1}^{N_T} [ \\log p(y^{(n)}|x^{(n)}, w^T) ]$.\n\n\\(^2\\)We learn parameters $\\alpha$, $s$ and $a$, with corresponding $b$, for each neuron but we avoid using the neuron indices here, as well as in other locations like (4), (6) and (7), for better readability."} | 1664ee1da28f51ea38466977b228d5beff611a4b-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://export.arxiv.org/pdf/1911.09514 | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"FRCL (its TR version) and LTG\\textsuperscript{4}. All the reported classification accuracy values reflect the average classification accuracy over all tasks the learner has trained on so far. More specifically, assume that the continual learner has just finished training on a task $t$, then the reported classification accuracy at time $t$ is the average accuracy value obtained from testing on equally sized sets each belonging to one of the tasks $1, 2, \\ldots, t$. For all the classification experiments, statistics reported are averages of ten repetitions. Statistical significance and standard error of the average classification accuracy obtained after completing the last two tasks of each experiment are displayed in Section Appendix B in the Appendix.\n\nAs can be seen in Figure 1, CLAW achieves state-of-the-art classification accuracy in all the six experiments. The minibatch size is 128 for Split MNIST and 256 for all the other experiments. More detailed descriptions of the results of every experiment are given next:\n\n**Permuted MNIST** Using MNIST, Permuted MNIST is a standard continual learning benchmark (Goodfellow et al., 2014a; Kirkpatrick et al., 2017; Zenke et al., 2017). For each task $t$, the corresponding dataset is formed by performing a fixed random permutation process on labeled MNIST images. This random permutation is unique per task, i.e. it differs for each task. For the hyperparameter $\\lambda$ of EWC, which controls the overall contribution from previous data, we experimented with two values, $\\lambda = 1$ and $\\lambda = 100$. We report the latter since it has always outperformed EWC with $\\lambda = 1$ in this experiment. EWC with $\\lambda = 100$ has also previously produced the best EWC classification results (Nguyen et al., 2018). In this experiment, fully connected single-head networks with two hidden layers are used. There are 100 hidden units in each layer, with ReLU activations. Adam (Kingma and Ba, 2015) is the optimiser used in the 6 experiments with $\\eta = 0.001$, $\\beta_1 = 0.9$ and $\\beta_2 = 0.999$. Further\n\n\\textsuperscript{4}Whenever there is no validation process performed to indicate the hyperparameter values of competitors or characteristics of neural network architectures, this is done for the sake of comparing on common ground with the best settings, as specified in the respective papers."} | 1664ee1da28f51ea38466977b228d5beff611a4b-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.paragonsteel.com/wp-content/uploads/2022/09/PS-August-2022-Newsletter.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"3 Cybersecurity\nDuring 2021, supply chain attacks in the U.S. rose by 42% impacting over 20 million people. With this in mind, manufacturing organizations will be investing significant resources in cyberattack tools to curb these cyberattacks. The latest technological advancements, including Artificial intelligence (AI), 5G cloud computing, robotics and automation promise to transform the way factories operate. It is indeed a Brave New World.\n\n4 ESG Initiatives\nAccording to research, as many as 85% of investors consider environmental, social and governance (ESG) factors as a part of their investments in 2020 and 2021. In 2022, manufacturers will prioritize ESG initiatives to differentiate themselves from competitors, attract and retain new talent and secure new investments.\n\n5 Talent Acquisition\nFinally, it is predicted that the skills gap in the U.S. could lead to 2.1 million unfulfilled jobs by 2030 which would have a $1 trillion negative impact on the economy. To succeed in a highly competitive, candidate driven market, businesses must focus on identifying, recruiting, upskilling and yes retaining new talent.\n\nA Higher level of Quality and Service\nThis slogan was created when we began in business back in 1988. I recently had a meeting with our marketing group to see if we should update our messaging. When we began, we operated in an environment where there wasn’t a lot of quality and service. It didn’t take a lot to stand out back then. Today, however, most steel distributors have taken note and improved on the levels of service they provide. This created a messaging challenge for our marketing department to set ourselves apart. We decided upon “Withstand the Test of Time” as our new slogan which we will develop in our marketing materials. This slogan speaks to our experience in the metals industry and the fact that we have withstood so many challenges during our company’s history.\n\nWe are proud of our legacy and the support of our customers, employees and loyal vendors.\n\nThank you,\nJim"} | 33b05e35b2c6e8b9ea8be59fdc7b938328b0d391-1 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.paragonsteel.com/wp-content/uploads/2022/09/PS-August-2022-Newsletter.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The U.S. is in the throes of a serious labor shortage, but economists are now saying that it is not all the pandemic’s fault. It is especially true in the industries we in the metals business serve, namely construction and manufacturing. While many of the baby boomers, those 55 and older have steadily opted for retirement, there has not been enough younger workers to replace them. This contradicts the theory of the “Great Resignation” among those who took advantage of the pandemic subsidies and have become selective before returning to their former jobs.\n\nEconomists say the time reflects the emergence of an employees’ market where workers are enjoying an enormous amount of leverage over their employers. In particular, the construction and manufacturing sectors are having a difficult time recruiting skilled workers, followed closely by hospitality and food services, which includes hotels, restaurants and bars. People are finding other places to work. Workers have a lot more choices now. If you have more choices and you don’t have to work in a specific industry, you’ll go work in an industry where there’s a better career stream and where wages are higher. Then there is the question of working remotely versus in an office setting. Many employees have gotten used to working at home or being with their kids, etc. They do not want to go back into an office every day. This will all take time to unfold. For now, businesses will be competing for a diminishing pool of employees. Perhaps when inflation comes back to earth, the labor market will settle down and return to some state of normal.\n\n2022 STEEL INDUSTRY OUTLOOK\n\nBoth the manufacturing and construction sectors have been building back fast in spite of the labor and supply chain challenges. It is important for all businesses to continue to navigate these elevated risks while sustaining their operations. Here, we explore five industry trends that can help organizations turn risks into advantages and capture growth.\n\n1 Be Agile and Versatile\nCompeting in the new market demands businesses to be agile. One of the strengths we have employed at Paragon Steel is not to be overly entrenched in any one market or product. Because as markets trends change, so do industries as well as the products needed to support those industries. We have tried to be flexible in the products we carry as well as the markets we serve. If construction is down, we focus on the manufacturing sector and vice versa.\n\n2 Offshoring versus Onshoring\nFactors including COVID-19, geopolitical unrest, trade disputes, natural disasters, supplier bankruptcies and unpredictable shifts in consumer demand have created some real challenges for businesses in the past couple of years. Such events have created a need for companies to return to domestic supply for stability of supply. Being on the west coast, we are on a bit of an island when comes to import versus domestic steel supply. Recently there has been a problem getting steel shipped via rail from east to west. This only creates more shortages in the marketplace."} | 33b05e35b2c6e8b9ea8be59fdc7b938328b0d391-2 | 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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://pure.uva.nl/ws/files/2230409/146686_12.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ENGLISH SUMMARY\n\nPlantar foot ulcer recurrence is a serious problem in patients with diabetes, because it can lead to infections, amputations, and to physical and emotional loss for the patient. Every 30 seconds a lower limb is lost somewhere in the world due to diabetes and these amputations are nearly always preceded by a foot ulcer. Therefore, the prevention of foot ulcers is important for individual well-being and public health gain.\n\nAfter the presentation of a first ulcer, custom-made footwear is often prescribed to prevent ulcer recurrence. This footwear aims to reduce in-shoe plantar peak pressures. Several studies investigated the effectiveness of custom-made footwear to prevent ulcer prevention, however, conclusive evidence that supports the use of custom-made footwear has not yet been found. None of these clinical studies measured in-shoe plantar pressures. Therefore it remains unclear whether plantar offloading is effective in reducing ulcer recurrence in patients with diabetes. To increase knowledge on the role of plantar foot pressure reduction in custom-made footwear on foot ulcer recurrence, the DIAFOS trial was designed and conducted. This thesis focused specifically on the DIAFOS trial and on the predictive value of biomechanical, behavioural, and disease related factors on plantar foot ulcer recurrence in diabetic patients with peripheral neuropathy and a history of plantar foot ulceration. These topics were introduced in chapter 1.\n\nMechanical stress on the plantar foot surface is measured using barefoot and in-shoe pressure measurement systems. Most diabetic foot studies present their pressure results using the maximal peak pressure and pressure time integral. Which of both is most appropriate to be used in pressure studies was examined and the results are given in chapter 2. We showed that maximal peak pressure and peak pressure-time integral were highly interdependent and results on both parameters lead to similar conclusions. This interdependency was strongest in the foot regions most prone to pressure-related ulcers and was independent of the type of footwear tested. Since the maximal peak pressure is the parameter of the two that is most often used and because it is the only parameter that has been associated prospectively with diabetic foot ulceration, we concluded that maximal peak pressure is the most appropriate to use in pressure studies and therefore this parameter was used throughout this thesis.\n\nAdherence to footwear use is likely an important factor in footwear effectiveness. Most previous studies assessed adherence using subjective methods. The accuracy and reliability of these subjective methods has not been evaluated and can easily lead to response bias and missing data. In chapter 3, a method that combined data from a shoe-worn temperature-based monitor with data from an ankle-worn step activity monitor was introduced and described. In this proof-of-principle study we demonstrated that this approach is an objective, accurate, reliable and feasible method to assess footwear adherence in diabetic patients.\n\nIn chapter 4 the objectively obtained data on adherence to footwear use in diabetic patients with neuropathy and a healed prior ulcer was presented. The results showed that 71% of the steps taken were in prescribed custom-made footwear, with large inter-individual differences in adherence (10-100%). Half of the patients wore their footwear more than 80% of the steps taken and one third of the patients wore their footwear less"} | be50312d6a40ceb864e53b5e0d860d7c29acd60a-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://pure.uva.nl/ws/files/2230409/146686_12.pdf | 9 | {"primary_language":"nl","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"drukverlaging. Deze onverwachte uitkomst laat zien dat verbeterde drukverlaging in orthopedisch maatschoeisel op zichzelf niet voldoende klinisch effectief is. Echter, in de subgroep van 79 hoog therapietrouwe patiënten bleek de verbeterde drukverlaging in orthopedisch maatschoeisel wel tot een significante vermindering van plantaire voetulcera te leiden (afname in relatief risico 46%). Dit suggereert dat een betere drukverlaging klinisch effectief is, onder de voorwaarde dat een continue drukontlasting wordt gegarandeerd door het dragen van orthopedisch maatschoeisel gedurende > 80% van de stappen.\n\nOm herhaling van plantaire voetulcera bij hoogrisico diabetes patiënten te begrijpen zodat gerichte interventies kunnen worden ontwikkeld, is inzicht in de voorspellende factoren van recidive plantaire voetulcera noodzakelijk. Twee modellen die de voorspellende waarde van biomechanische, gedrags- en ziekte-gerelateerde factoren op plantaire recidive voetulcera evalueerden werden in hoofdstuk 7 besproken. In het eerste model zijn de factoren van alle 71 traumatisch en niet-traumatisch ontstane plantaire recidive voetulcera die tijdens de 18 maanden follow-up ontstonden onderzocht. In het tweede model, werden de factoren van de 41 niet-traumatische recidive voetulcera die op de voormalige ulcus locatie ontstonden onderzocht. In het tweede model werden recidive ulcera geïsoleerd onderzocht om een uitspraak te kunnen doen over de factoren die een rol spelen bij die voetulcera die meest waarschijnlijk zijn ontstaan door hoge druk. Het voorspellen van recidive plantaire voetulcera bleek matig succesvol. De aanwezigheid van kleine laesies was de sterkste voorspeller die het risico op recidive plantaire voetulcera met een factor 5 tot 10 verhoogde. Hoge blootsvoets piekdrukken bleken het risico op recidive ulcera te vergroten waar effectieve ontlasting in gedragen orthopedisch maatschoeisel het risico op recidive ulcera verlaagden. Dit suggereert een drukgerelateerde etiologie. Om recidive voetulcera bij patiënten met diabetes te voorkomen zal in de klinische praktijk de nadruk moeten worden gelegd op het vroegtijdig herkennen en behandelen van kleine laesies, het stimuleren van patiënten om niet blootsvoets te lopen, het waarborgen van voldoende drukverlaging in voorgeschreven maatschoeisel en het verbeteren van de therapietrouw van het dragen van voorgeschreven maatschoeisel.\n\nIn het laatste hoofdstuk, hoofdstuk 8, worden de meest belangrijkste bevindingen van dit proefschrift en enkele methodologische overwegingen besproken en wordt het hoofdstuk afgesloten met klinische implicaties, aanbevelingen en suggesties voor verder onderzoek gebaseerd op het werk in dit proefschrift."} | be50312d6a40ceb864e53b5e0d860d7c29acd60a-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://pure.uva.nl/ws/files/2230409/146686_12.pdf | 7 | {"primary_language":"nl","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"NEDERLANDSE SAMENVATTING\n\nEen recidief plantair voetulcus is een ernstig probleem bij patiënten met diabetes, omdat het kan leiden tot infecties, amputaties, en fysieke en emotionele schade. Elke 30 seconden wordt er ergens in de wereld een ledemaat geamputeerd als gevolg van diabetes. In bijna alle gevallen is een voetulcus vooraf gegaan aan de amputatie. De preventie van voetulcera is daarom belangrijk voor het individuele welzijn en de volksgezondheid.\n\nVaak wordt er na een eerste voetulcus orthopedisch maatschoeisel voorgeschreven om een recidief voetulcus te voorkomen. Dit schoeisel is gericht op het beschermen van de voeten en verlagen van de plantaire piekdrukken in de schoen. Verschillende studies onderzochten de effectiviteit van maatschoeisel om recidive voetulcera te voorkomen. Deze studies gaven echter geen overtuigend bewijs voor het belang van het gebruik van maatschoeisel in het voorkomen van recidive voetulcera. In geen van deze klinische studies werd de plantaire druk in de schoen gemeten. Daarom is het nog onduidelijk of het verlagen van plantaire piekdrukken effectief is in het verminderen van recidive voetulcera bij patiënten met diabetes. Om meer inzicht te krijgen in de rol van verlaagde plantaire piekdrukken in orthopedisch maatschoeisel op het ontstaan van recidive voetulcera, werd de DIAFOS trial ontwikkeld en uitgevoerd. Dit proefschrift is gebaseerd op de DIAFOS trial, in het bijzonder op de voorspellende waarde van biomechanische, gedrags-, en ziekte gerelateerde factoren op recidive plantaire voetulcera bij diabetes patiënten met perifere neuropathie en een eerder doorgemaakt plantair voetulcus. Deze onderwerpen werden geïntroduceerd in hoofdstuk 1.\n\nMechanische belasting op de plantaire zijde van de voet werd in de DIAFOS trial gemeten met behulp van blootsvoetse en in-de-schoen drukmeetsystemen. De meeste diabetische voet studies presenteren de resultaten in de variabelen maximale piekdruk en piekdruk-tijdsintegraal. Welke van deze twee variabelen het meest geschikt is voor het gebruik in drukmeetstudies werd onderzocht. De resultaten van deze studie zijn gepresenteerd in hoofdstuk 2. De maximale piekdruk en de piekdruk-tijdsintegraal zijn sterk van elkaar afhankelijk en leiden tot vergelijkbare conclusies. Deze onderlinge afhankelijkheid tussen beide variabelen is het sterkst in de voetregio’s die het hoogste risico lopen op het ontwikkelen van een druk-gerelateerd voetulcus en bleek onafhankelijk van het soort schoeisel waarin de ‘in-de-schoen’ drukken werd gemeten. Aangezien de maximale piekdruk het meest wordt gebruikt en omdat dit de enige variabele is die prospectief geassocieerd is met diabetische voetulcera, wordt op basis van deze studie, de maximale piekdruk geadviseerd om te gebruiken in diabetes gerelateerde voetdruk studies. Daarom hebben we deze variabele gebruikt in dit proefschrift.\n\nTherapietrouw van het dragen van orthopedisch maatschoeisel is waarschijnlijk een belangrijke factor in de effectiviteit van dit schoeisel. De meeste voorgaande studies onderzochten therapietrouw met subjectieve methoden. De nauwkeurigheid en betrouwbaarheid van deze subjectieve methoden zijn niet geëvalueerd. Responsbias en het missen van relevante gegevens zijn daarom in deze studies niet uitgesloten. In hoofdstuk 3 is een methode geïntroduceerd en beschreven die gegevens van een in de schoen gedragen temperatuurmonitor combineert met gegevens van een om de enkel gedragen stap activiteitenmonitor. Uit deze “proof-of-principle” studie bleek dat deze methode"} | be50312d6a40ceb864e53b5e0d860d7c29acd60a-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://revista.uclm.es/index.php/ocnos/article/download/2741/2307 | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"por la Hipoteca (Platform of People Affected by Mortgages, PAH, as per its Spanish Acronym). She becomes aware of social inequalities and injustices and how commitment and denunciation can be a driving force for social transformation. Colour is another element of the narrative (green: PAH; grey: flashback of the evicted family and the origin of the commodification of the right to housing). AARs will gain social awareness of social injustices and inequalities, seeing how involvement in the struggle for rights can broaden their social support networks.\n\nd) Carne de cañón: A “viborised” genre story, close to the underground concept, about the daily life (and a touch of delirious fantasy) of a single-parent family with three children, the youngest with autism, in a marginal suburb where various social problems intersect, structured in four chapters: precariousness, drugs, paedophilia, harassment and the search for sexual identity. The council estate is yet another character, the scene of children’s games and pranks, just like the chav language spoken by its inhabitants. Yanira and Kilian, the older children, with the support of their family, peer group and community, are developing a great capacity for resilience, self-acceptance and self-knowledge. This will facilitate the analysis with AARs of various types of support (affective-emotional, instrumental and informational) provided by the neighbourhood networks in the context of impoverishment and vulnerability.\n\ne) Stargazing: A bright story of friendship in the face of diversity, about the need for two Asian girls to integrate. Moon and Christine, very different from each other and their families (one extroverted and from a single-parent family with precarious economic circumstances; the other, shy and from a well-off, religious family), are torn between two cultures (the culture of origin and the host culture), to the point of feeling that they do not belong to either. The group’s mutual support for each other is strengthened by having to deal with Moon’s brain tumour, overcoming envy and selfishness. Drawing and k-pop dance music are key elements in the narrative. Expressive simplicity with some manga influences. AARs will be able to value the power of meaningful relationships with people who are different from us, raising awareness of the richness that diversity brings.\n\nNon-fiction comics\na) Alone: A choral tale of dystopian adventure and mystery that straddles West’s *The Hollisters* (1953-70), Golding’s *Lord of the Flies* (1954) and the *Lost series* (2004-10). A cheesy version of Trillo and Altuna’s classic Argentinian comic strip *El último recreo* (1982-83; 2017). It is about the adventures of five children, aged between 7 and 14 from different socio-economic backgrounds, as they struggle to survive in a world where adults have disappeared, leading to an absence of rules, care and security. It is a story of emancipation and forced autonomy with a loss of innocence. Mutual support, leadership, complementarity of skills, and reconciliation with the past leads to personal growth through the group, self-learning, self-protection and confrontation of fears. All this will make it possible to work with AARs on autonomy skills, allowing them to see that they are not alone in their life processes.\n\nb) La Favorite: A gothic tale, with family secrets, about the gender identity confusion (deception) of a 10-year-old girl who lives isolated in a mansion in a forest, with an abusive"} | 6f87f0cdf018ed30b4525b2a60b2e7f0c3b91802-8 | 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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://revista.uclm.es/index.php/ocnos/article/download/2741/2307 | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"González, C., Bravo, A., Arruabarrena, I., Martín, E., Santos, I., & Del Valle, J. (2017). Emotional and behavioral problems of children in residential care: Screening detection and referrals to mental health services. *Children and Youth Services Review, 73*, 100-106. https://doi.org/10.1016/j.childyouth.2016.12.011\n\nGuzmán, A. (2017). *Figuraciones del yo en el cómic contemporáneo*. [Tesis de Doctoral, Universidad Autónoma Barcelona]. http://hdl.handle.net/10803/456586\n\nHorno, P., Romeo, F., & Ferreres, A. (2017). *El acogimiento como oportunidad de vida*. UNICEF. https://www.unicef.es/sites/unicef.es/files/comunicacion/El_acogimiento_como_oportunidad_de_vida_UNICEF.pdf\n\nIbarra, N., & Ballester, J. (2015). 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Harvard University Press."} | 6f87f0cdf018ed30b4525b2a60b2e7f0c3b91802-13 | 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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://revista.uclm.es/index.php/ocnos/article/download/2741/2307 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"y analizado 16 obras que servirán de apoyo a intervenciones socioeducativas, atendido al criterio de temática: historias de maduración protagonizadas por adolescentes que se enfrentan a situaciones problemáticas ante las cuales despliegan estrategias de afrontamiento. Sintetizando su contenido, partiendo de los factores de desarrollo del bienestar de los adolescentes en AR, que tienen que ver con comprender la historia familiar, empoderamiento, reconocimiento familiar-social, autoconcepto-aceptación, afectividad-emociones-amor, autonomía, redes de apoyo social e interpretación del mundo.\n\nPalabras clave: Adolescentes; acogimiento residencial; motivación lectora; cómics; análisis de contenido; biblioterapia\n\nIntroduction\n\nReading is an educational obligation or an amusement rather than code-breaking. It brings meaning to being, thinking, feeling, doing and being in the world, recognising the other and allowing the collective fabrication of other realities. It is a political act of rebellion, resistance, freedom and transformation in the face of social injustices and inequalities, which is why government technologies have tried to domesticate it through prohibitions and censorship (Caride & Pose, 2015; Mata, 2016). Children’s and youth literature maintains high levels of reading, but from 15 onwards it loses interest compared to other leisure activities (FGEE, 2021; Yubero & Larrañaga, 2010). New Literacy Studies differentiate between academic literate practices and informal and hybrid vernacular practices where comics could fit in (Aliagas, et al., 2008). Conceiving reading solely as an academic obligation subject to an evaluation of school profitability leads to rejection in marginalised contexts. However, voluntary reading accompanies in difficult moments, being a balm to heal wounds, allowing to give meaning to life, self-repair and self-management of socio-emotional suffering of young people, building an inner symbolic space that allows to understand a hostile and excluding reality, replacing afflictions with ideas (Petit, 2009; 2014). Reading cannot transform reality, but it can transform people to dream of a fairer and more equal world.\n\nThe origin of comics has been linked to the world of children and young people and to education. Töpffer - considered the founder of modern comics, an educator and headmaster of a boarding school for young foreigners in Geneva - already saw the potential of storytelling through cartoons, or prints, combined with text and their educational capacity to work with teenagers. Precursor works to the comic strip such as Busch’s Max and Moritz (1865), Outcault’s The Yellow Kid (1895) and Little Nemo in Slumberland (1905) by McCay, are starred by young people.\n\nResearch has shown that comics are useful tools for working with adolescents (DeGracia, 2012), especially for values education and the creation of critical citizenship, raising awareness of social issues, making them a very attractive medium (Ibarra & Ballester, 2015; Larrañaga & Yubero, 2017). Its pedagogical capacity is unquestionable, stimulating creativity, abstract thinking and critical awareness, enabling visual narrative literacy and facilitating the connection between readers’ experiences and the characters’ narratives (Barrero, 2002). This identification with the characters helps to give meaning to what happens in life, either by analogy, appropriation, estrangement and/or refutation (Jouve, 2002)."} | 6f87f0cdf018ed30b4525b2a60b2e7f0c3b91802-2 | 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qwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.cs.unm.edu/~joel/cs259/notes/CS-259-04-Ch2_JOptionPane.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Number Format Exception\n\n```java\nimport javax.swing.JOptionPane;\n\npublic class HelloWorld {\n public static void main(String[] args) {\n String str = JOptionPane.showInputDialog(null, \"Enter a number\");\n int n = Integer.parseInt(str);\n System.out.println(n + 11);\n }\n}\n```\n\nConsole:\n```\nException in thread \"main\" java.lang.NumberFormatException: For input string: \"5x\"\n at java.lang.NumberFormatException.forInputString(Unknown Source)\n at java.lang.Integer.parseInt(Unknown Source)\n at java.lang.Integer.parseInt(Unknown Source)\n at HelloWorld.main(HelloWorld.java:10)\n```\n\nInvoking a Method: class vs object\n\nWhy are some methods invoked using a *class name* instead of an *object name*?\n\n1) `String s1, s2;`\n2) `s1 = JOptionPane.showInputDialog(null);`\n3) `s2 = s1.toUpperCase();`\n\n- `showInputDialog` is invoked using a class name. `JOptionPane` is a class name.\n- `toUpperCase` is invoked using an object name. `s1` is an instance of the String class.\n\n`s2 = String.toUpperCase(); //***Error***`"} | ff81e113e020d6d4c618272bd1a9d724a18f656f-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.cs.unm.edu/~joel/cs259/notes/CS-259-04-Ch2_JOptionPane.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Getting Input from the User\n\n```java\nimport javax.swing.JOptionPane;\n\npublic class FunWithInputDialog {\n public static void main(String[] args) {\n String myColor = JOptionPane.showInputDialog(null, \"Enter a color\");\n System.out.println(myColor);\n }\n}\n```\n\nNumerical Input\n\n```java\nString str = JOptionPane.showInputDialog(null, \"Enter a number\");\n\nint n = Integer.parseInt(str);\nSystem.out.println(str + 11);\nSystem.out.println(n + 11);\n```\n\nOutput: 4211 53"} | ff81e113e020d6d4c618272bd1a9d724a18f656f-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.cs.unm.edu/~joel/cs259/notes/CS-259-04-Ch2_JOptionPane.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"javax.swing.JOptionPane\n\nhttps://docs.oracle.com/javase/tutorial/uiswing/components/dialog.html\n\nJOptionPane Methods\n- showConfirmDialog()\n- showInputDialog()\n- showMessageDialog()\n- showOptionDialog()"} | ff81e113e020d6d4c618272bd1a9d724a18f656f-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.theglobalfund.org/media/3943/bm23_08amfmadhoccommittee_report_en.pdf?u=637166001030000000 | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"serve as a starting point for discussions at the meeting, using antimalarial drugs (and ACTs specifically) to illustrate the situation.\n\nPART 6: FIXED-DOSE COMBINATIONS VERSUS CO-BLISTERS\n\n6.1 The Committee discussed again the issue of co-blistered versus fixed-dose combination ACTs, and reiterated its preference for fixed-dose combinations on public health grounds, and recognized that co-blistered formulations in fact constitute a small fraction of orders placed under the AMFm. The Committee recognizes that WHO is the body with responsibility for setting guidelines and norms in this field. The Committee also recognizes that the AMFm is a financing mechanism, not a procurement agency, and that as long as co-blistered formulations are eligible for purchase under WHO guidelines and Global Fund policies, the AMFm should not be the mechanism that decides what first-line buyers, including PRs, should buy. The Committee understands that the Market Dynamics and Commodities Ad-Hoc Committee (MDC) discussed this issue at its 4th meeting in April 2011, including the demand and availability of suitable formulations that comply with the Global Fund’s QA policy, and will propose a Decision Point for a preferential funding policy for fixed-dose combination ACTs to the Board.\n\nPART 7: SCENARIO PLANNING\n\n7.1 As part of its oversight functions, the Committee is preparing scenarios for AMFm post-Phase 1. The idea behind this work is to ensure that adequate preparation is in place at both the global and country level to ensure a transition as seamless as possible in implementing the Board’s decision on the future of AMFm beyond Phase 1. In taking this forward, the Committee requested, at its 8th meeting in October 2010, that the Secretariat send to the Committee Chair and Vice-Chair draft TORs and a workplan for a sub-Committee on scenario planning. The Committee leadership considered this input from the Secretariat and decided that the level of effort required to undertake the “Scenario Planning” work was unlikely to be met by a sub-Committee of the AMFm Ad Hoc Committee. The Secretariat suggested an alternative approach, in which: (a) the Committee would oversee the process and comment on draft products; (b) the Secretariat would commission appropriately skilled partners and consultants to provide inputs where needed; and (c) the Secretariat would provide direct inputs into and manage the process. The Committee leadership endorsed this modified approach.\n\n7.2 In February 2011, participants at the first meeting of the Institutional Initiators of the AMFm also considered, in very broad terms and on a preliminary basis, potential scenarios that may arise at the end of AMFm Phase 1.\n\n7.3 With regard to the importance of this topic and the request from the Committee, the Secretariat has established a workstream for 2011, with the following deliverables:\n\ni. Initial Scoping Paper on \"AMFm Phase 2: Strategic Options and Responsibilities\": - This was presented to the Committee at its meeting on 24-25 March. The immediate purposes were to elicit feedback from Committee members on the scope and parameters of the exercise, and to ensure general consensus on questions to be explored."} | 867bc90a072f81da9cacaf5941878cddd4588b70-13 | 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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://www.theglobalfund.org/media/3943/bm23_08amfmadhoccommittee_report_en.pdf?u=637166001030000000 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"REPORT OF THE AMFm AD HOC COMMITTEE\n\nPURPOSE:\n\nThis report summarizes the deliberations of the Affordable Medicines Facility-malaria Ad Hoc Committee at its 9th Meeting in March 2011. It includes an overview of progress in implementing AMFm Phase 1 and the Committee’s recommendations to the Board at its Twenty-Third Meeting."} | 867bc90a072f81da9cacaf5941878cddd4588b70-1 | 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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.theglobalfund.org/media/3943/bm23_08amfmadhoccommittee_report_en.pdf?u=637166001030000000 | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"been much slower than the placement of private sector orders for co-paid ACTs. This slowness of public sector activities is due to a combination of in-country tender procedures in the public sector and disbursement processes of the Global Fund Secretariat. The Committee urges all parties to move swiftly while maintaining probity and observing due diligence.\n\n2.3 There are indications that retail prices of ACTs are declining at the country level. A few examples illustrate this effect of the AMFm.\n\ni. **Kenya**: During its meeting on 24-25 March, the Committee received early results from a formal price survey conducted by a team from the Massachusetts Institute of Technology. Their study, done in November 2010, examined retail prices 3 months after the first AMFm co-paid ACTs reached Kenya. It showed that AMFm co-paid ACTs were generally less expensive than other ACTs. Most outlets sold the AMFm co-paid ACTs at or slightly higher than the Government of Kenya (GoK)-recommended retail price of KS40 (about US$ 0.50). This was much lower than the highest recorded retail prices of ACTs that were not subsidized by the AMFm, which cost about US$ 10.00. Relatively few shopkeepers sold the subsidized ACTs at high prices compared to the GoK-recommended price.\n\nii. **Ghana**: The Committee learned that informal price checks showed that the private sector retail prices of AMFm co-paid ACTs in Accra were around US$ 0.60 to US$ 1.20 per adult treatment, and slightly higher in more distant locations. These were sharply lower than the pre-AMFm private sector retail prices of up to US$ 9.00 per adult treatment, and lower than end user price in the government health centers (US$ 1.50 - 2.00), as indicated in Ghana’s application to the AMFm. The Committee understands that Ghana’s government health services are responding by lowering ACT prices in the government clinics to match those achieved through the AMFm in the private sector. In time, AMFm co-paid ACTs will become available through the public sector clinics too.\n\niii. **Nigeria**: ACTs that are not co-paid by the AMFm cost about 1,000 – 1,500 Naira (US$ 6.70 – 9.50) per adult treatment. The Society for Family Health (SFH), a not-for-profit NGO with expertise in social marketing, is a Nigerian first-line buyer registered with the AMFm. SFH started distribution of AMFm co-paid ACTs in Nigeria in March 2011. Thanks to the vastly reduced purchase price of co-paid ACTs under AMFm Phase 1, a full course of treatment for children aged under five years is expected to be sold in private health facilities and outlets at 30 Naira (US$ 0.20). The adult course of treatment is expected to sell at 120 Naira (US$ 0.80).\n\niv. **Madagascar**: Before the AMFm, WHO-recommended ACTs in the private sector sold for US$8.51-9.36 per adult treatment\\textsuperscript{1}. Informal price checks in early 2011 showed that the private sector retail price of AMFm co-paid ACTs was about US$ 0.40 per adult treatment in the capital city of Antananarivo, and about US$ 0.50 outside the city.\n\n\\textsuperscript{1}\\url{http://www.actwatch.info/downloads/results/Madagascar%20Outlet%20Baseline,%20ACTwatch%2012-09.pdf}"} | 867bc90a072f81da9cacaf5941878cddd4588b70-3 | 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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://dbiosla.org/publications/pubs/minutes/DBIO%20business%20meeting%20agenda%202012%20July%2017.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Biomedical & Life Sciences Division Business Meeting\nRoom S402B, Convention Center\nJuly 17, 2012, 8:00 – 9:30 AM\nAgenda\n\nI. Call to order\n Welcome and thanks to our sponsor:\n Approval of minutes from 6/14/2011\n\nII. Announcements\n Treasurer’s report\n Chicago Program Committee report\n Home Page Committee report\n Fund Development Committee report\n Nominating & Elections Committee report\n Medical Section report\n Continuing Education\n Membership report / Milestones\n Student Travel Stipend\n Awards\n Distinguished Member\n Winifred Sewell Prize\n Chair’s Recognition\n\nIII. Old business\n\nIV. New business\n 2013 Program (San Diego, CA)\n Travel reimbursement for Chair, Chair-Elect, Program Chair\n Increase in Student Travel Stipend\n Collaboration with DPHT (Webinar/Spring 2013 Meeting)\n Other new business\n\nV. Adjournment"} | 7e280ec68e9f84fd7284ab5d18ed95ddc6067208-1 | 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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://lwv-va.org/wp-content/uploads/2019/09/LWV-VA-Housing-Study-Outline-and-Timeline-July-2019-2.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"| | PHASE III – Conducting Local League Education and Garnering Support |\n|--------|-------------------------------------------------------------------|\n| May - | A. Send Draft report with executive summary to State and local |\n| Sept | leagues- request to be included at their annual meeting. |\n| 2020 | B. Obtain local League support: |\n| | 1. Present Executive Summary at local Leagues – at annual |\n| | meetings, if possible. |\n| | 2. Obtain advice and consent. |\n| | 3. Prepare Final report based on local input. |\n| | 4. Submit final report to local Leagues for approval. |\n| | C. Local Leagues vote on report and position at one of their |\n| | meetings. |\n| | D. Submit and present final report to LWV-VA for approval in |\n| | September. |\n| Oct - | PHASE IV – Public Education and Awareness Campaign |\n| Jan | A. Working with local Leagues, plan and conduct 3 to 4 regional |\n| 2020 | forums on specific housing topics related to recommendations, |\n| - 2021 | such as Reducing Evictions and Best Practices to Housing Low |\n| | Income Seniors. |\n| | B. Working with local Leagues, plan and conduct Video Project: |\n| | Interview women on the street to hear their thoughts on |\n| | affordable housing. (Janet Gorn’s idea) |\n| Feb - | PHASE V – State approval at 2021 Convention |\n| June | A. LWV-VA includes report and position in Convention package to |\n| 2021 | be approved at Convention in May. |\n| | B. Present report and State Leagues’ positions at Convention for |\n| | approval in May. |\n| | C. Participate in planning Convention Agenda in order to include |\n| | Housing topics for education purposes. |"} | 6cdb3484aed305ea39d1b6cc9bf5d12f463d51d2-2 | 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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://lwv-va.org/wp-content/uploads/2019/09/LWV-VA-Housing-Study-Outline-and-Timeline-July-2019-2.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"## PHASE I – Research and Define the Issue\n\nThe Study will focus on household who are very low income, 50% of Area Median Income and below, who are primarily renters.\n\nA. Review LWV housing reports from other states.\nB. Review Virginia data and reports from national groups on current situation, trends, needs and resources:\n 1. Housing and Urban Development (HUD)\n 2. National Low Income Housing Coalition: Out of Reach and Gaps Report\n 3. US Department of Agriculture – Rural Development\n 4. Other relevant reports\nC. Review State (government and private) data/reports:\n 1. Virginia Housing Development Authority (VHDA)\n 2. Department of Housing and Community Development (DHCD)\n 3. Housing Virginia\n 4. Housing Opportunities Made Equal (HOME)\n 5. Virginia Poverty Law Center (VPLC)\n 6. Virginia Organizing\n 7. Virginia Commonwealth University (VCU) Eviction Lab\nD. Review local and regional data and report:\n 1. Local Leagues, local governments and non-profits, congregations\n 2. Regional housing groups such as the Partnership for Housing Affordability (RVA), Northern Virginia Affordable Housing Alliance, Roanoke Housing Network and Hampton Roads Housing Consortium.\n 3. Survey local Leagues for priority needs.\nE. Name the problem and identify the scope of study\nF. Draft Needs/Resources Section of Report.\n\n## PHASE II – Identify the State Solutions for League Positions to Support\n\nA. Interview State policy-makers:\n 1. VHDA\n 2. DHCD\n 3. Housing Virginia\nB. Interview State advocacy groups:\n 1. Virginia Housing Alliance (VHA)\n 2. VPLC\n 3. HOME\nC. Prioritize and summarize solutions/recommendations."} | 6cdb3484aed305ea39d1b6cc9bf5d12f463d51d2-1 | 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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.lancaster.ac.uk/media/lancaster-university/content-assets/documents/confucius-institute/tests/HSKHSKKYCTTESTdetailsin2019.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"**HSK, HSKK (oral) & YCT** \n**Test & Registration Deadline Dates 2019**\n\n*Please note these dates are still being approved, and may not be the final list of options for 2019*\n\n| Tests | Test Dates | Registration Deadline |\n|-------|------------|-----------------------|\n| **HSK** | (Sunday) February 24<sup>th</sup> 2019 | January 28<sup>th</sup> 2019 |\n| | (Saturday) May 11<sup>th</sup> 2019 | April 14<sup>th</sup> 2019 |\n| | (Sunday) October 13<sup>th</sup> 2019 | September 16<sup>th</sup> 2019 |\n| | (Sunday) December 1<sup>st</sup> 2019 | November 4<sup>th</sup> 2019 |\n\n| Tests | Test Dates | Registration Deadline |\n|-------|------------|-----------------------|\n| **HSKK** | (Sunday) February 24<sup>th</sup> 2019 | January 28<sup>th</sup> 2019 |\n| | (Saturday) May 11<sup>th</sup> 2019 | April 14<sup>th</sup> 2019 |\n| | (Sunday) October 13<sup>th</sup> 2019 | September 16<sup>th</sup> 2019 |\n| | (Sunday) December 1<sup>st</sup> 2019 | November 4<sup>th</sup> 2019 |\n\n| Tests | Test Dates | Registration Deadline |\n|-------|------------|-----------------------|\n| **YCT** | (Saturday) May 11<sup>th</sup> 2019 | April 14<sup>th</sup> 2019 |\n\n| Tests | Test Dates | Registration Deadline |\n|-------|------------|-----------------------|\n| **YCT oral test** | (Saturday) May 11<sup>th</sup> 2019 | April 14<sup>th</sup> 2019 |"} | c5508c383c0d0b953c7635c673291b03e03d723f-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://syllabus.colorado.edu/archive/WRTG-3020-20141-078.pdf | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Essaying your fieldwork\nRecognition and rhetorical identification\nAssignment: Complete fieldwork section of your autoethnography and submit as coherent essay.\n\nApr. 15-17 Fieldwork essay due Apr. 15\nWorkshop\nFinishing your autoethnography\nA return to the personal: How has your story changed?\nOrganizing the autoethnography — some approaches and strategies\nIntegrating the parts: subheadings, themes, and transitions\nBeginnings, endings and . . . beginnings?\nPolishing the final draft\nAssignment: Complete final version of autoethnography. Prepare ten-minute presentation.\n\n*Conferences*\nWe will meet for half-hour conferences in my office Apr. 23\n\nApr. 22-24 Course review and autoethnography revision\n\nApr. 29-May 1 Presentations\nFood and celebration!\nFinal version of autoethnography due May 1."} | 63db5d28db1bfa102303031896c03944265a7cc0-10 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://syllabus.colorado.edu/archive/WRTG-3020-20141-078.pdf | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Facts, claims, warrants, and statistics as evidence. Authority as ethos.\n\n**Assignment:** Locate at least three scholarly sources in Norlin Library, books or articles, related to your topic and issue. Compose an annotated bibliography—a summary of each source and a statement about how it informs your inquiry (its value or usefulness to your project.)\n\n*Conferences*\n\nWe will meet for half-hour conferences in my office Feb. 26\n\nMar. 4-6 They say, I say\nResponding to scholarly works\nThe believing and doubting game\nAppreciative inquiry; critical analysis\nEg., Kennedy, “The N-Word”\n\n**Annotated bibliography due Wed. Mar. 6**\n\nMar. 11-13 Revisioning your analytic essay\nQuoting and citing sources in your text\nIncorporating your responses into your argument\nIn-class workshop: three works in progress\n\n**Assignment:** Revise previous essay based on your reading and response to academic sources.\n\n**Conferences March 19**\n\nMar. 18-20 Workshop drafts of researched (informed) essay\nFieldwork: research methods and processes\nInterview, survey, case study\nSite observation, media analysis\nChoosing methods, venues, subjects\n\n**Revised essay due Mar. 20**\n\n**Assignment:** Begin fieldwork; data collection\n\nMar. 25-29 Spring Break\n\nApr. 1-3 Data collection and analysis\nThe arts of looking and listening\nField notes and storytelling\nSearching for patterns\nMaking your data “speak”\nIn-class exercise on data analysis\n\n**Assignment:** Draft preliminary analysis, explanation of data collected through your fieldwork.\n\nApr. 8-10 Workshop data analysis\nProblems and pitfalls\nEthics of representation"} | 63db5d28db1bfa102303031896c03944265a7cc0-9 | 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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://syllabus.colorado.edu/archive/WRTG-3020-20141-078.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"your work if you prepare questions and concerns about a piece of writing ahead of our conference.\n\n**Writing Center**\n\nIf you want additional help with your writing, the Writing Center in Norlin Library is a great place to go to talk about ideas, improve your thesis or essay organization, or just generally work on your writing skills. Check the Writing Center website for more information about hours and services, or request an appointment online at: http://www.colorado.edu/pwr/writingcenter.html.\n\n**Additional University Policies**\n\n**Plagiarism**\n\nPlagiarism is defined as the use of another’s ideas or words without appropriate acknowledgment. Examples of plagiarism include failing to use quotation marks when directly quoting from a source; failing to document distinctive ideas from a source; fabricating or inventing a source; turning in someone else’s work as your own; and copying information from electronic sources. In this course, if you hand in a piece of writing that is plagiarized in full or in part, you will receive a failing grade on that assignment and the F will be factored into your final course grade.\n\n**The Honor Code**\n\nAll students of the University of Colorado at Boulder are responsible for knowing and adhering to the academic integrity policy of this institution. Violations of this policy may include: cheating, plagiarism, academic dishonesty, fabrication, lying, bribery, and threatening behavior. All incidents of academic misconduct shall be reported to the Honor Code Council ([email protected]; 303-725-2273). Students who are found to be in violation of the academic integrity policy will be subject to both academic sanctions from the faculty member and non-academic sanctions (including but not limited to university probation, suspension, or expulsion). Other information on the Honor Code can be found at http://www.colorado.edu/policies/honor.html and at http://www.colorado.edu/academics/honorcode/.\n\n**Disabilities**\n\nIf you qualify for accommodations because of a disability, please submit to me a letter from Disability Services in a timely manner so that your needs may be addressed. Disability Services determines accommodations based on documented disabilities (303-492-8671, Willard 322, www.colorado.edu/disabilityservices).\n\n**Religious Observances**\n\nCampus policy regarding religious observances requires that faculty make every effort to deal reasonably and fairly with all students who, because of religious obligations, have conflicts with scheduled exams, assignments, or required attendance. In this class, I ask"} | 63db5d28db1bfa102303031896c03944265a7cc0-5 | 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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://cuyahogalandbank.org/wp-content/uploads/2021/09/20140926_Notice_of_Meeting.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"NOTICE IS HEREBY GIVEN THAT THE BOARD OF DIRECTORS OF THE CUYAHOGA COUNTY LAND REUTILIZATION CORPORATION WILL HOLD A REGULAR QUARTERLY BOARD MEETING AT THE LOCATION, DATE AND TIME LISTED BELOW. THIS MEETING IS OPEN TO THE PUBLIC PURSUANT TO SECTION 121.22 OF THE OHIO REVISED CODE.\n\n**LOCATION:** Lakeside Place \n323 Lakeside Ave. W, \nRoom 140 \nCleveland, OH 44113\n\n**DATE/TIME:** September 26, 2014 \n- 10:00 A.M. ET\n\n**PURPOSE:** Agenda to be posted at least 24 hours prior to the meeting at \nwww.cuyahogalandbank.org\n\n**POSTINGS** \n[CoR §4.9.2] \nSeptember 12, 2014: Office of the Corporation \nSeptember 12, 2014: Office of the County Treasurer \nSeptember 12, 2014: Office of the County Council \nSeptember 12, 2014: CCLRC Website"} | b910933c7d04ffb9b0cca20f5dfaed4f3975207a-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://digitalcommons.unl.edu/cgi/viewcontent.cgi?article=1087&context=musicsnyder | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":null} | 52db7d17f3932064019d73b026924a40601a259a-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://digitalcommons.unl.edu/cgi/viewcontent.cgi?article=1087&context=musicsnyder | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Sonata\n\nRandall Snyder\n\nUniversity of Nebraska - Lincoln, [email protected]\n\nFollow this and additional works at: http://digitalcommons.unl.edu/musicsnyder\n\nPart of the Music Commons\n\nSnyder, Randall, \"Sonata\" (2005). Randall Snyder Compositions. Paper 88.\nhttp://digitalcommons.unl.edu/musicsnyder/88\n\nThis Article is brought to you for free and open access by the Music, School of at DigitalCommons@University of Nebraska - Lincoln. It has been accepted for inclusion in Randall Snyder Compositions by an authorized administrator of DigitalCommons@University of Nebraska - Lincoln."} | 52db7d17f3932064019d73b026924a40601a259a-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://digitalcommons.unl.edu/cgi/viewcontent.cgi?article=1087&context=musicsnyder | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":null} | 52db7d17f3932064019d73b026924a40601a259a-6 | 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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.library.arizona.edu/exhibits/udall/udallpdf/udaclips.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Clippings and Scrapbooks (continued)\n\n**Box 750** Clippings, 98th, 1983-84 (continued)\n1. Clippings, September- December, 1984\n2. Mo Udall, 1984\n3. Democratic National Convention, 1984\n4. Nixon, Richard, 1984\n5. Three Mile Island, 1984\n\nClippings, 99th, 1985-86\n6. Clippings, Morris K. Udall, 1985\n7. Morris K. Udall, January-March, 1985\n8. Morris K. Udall, April-June, 1985\n9. Morris K. Udall, July-December, 1985\n10. Udall News Summary, 1985\n11-12. Nuclear Clippings, 1985\n13. Tennessee Valley Authority, 1985\n14-15. Clippings, 1986\n16. Morris K. Udall, January-March, 1986\n17. Morris K. Udall, April-June, 1986\n18. Morris K. Udall, September-December, 1986\n19. Congressional Income, 1986-88\n20. Indians, 1986-89\n21. Tennessee Valley Authority, Jan.22-Mar.9,1986\n22. Tennessee Valley Authority Articles, April/May 1986\n23. Tennessee Valley Authority articles, June-December, ‘86\n\n**Box 751** Clippings, 99th, 1985-86\n1-2. Udall News Summary, January- June, 1986\n3-4. Udall News Summary, July- December, 1986\n\nClippings, 100th, 1987-88\n5. Morris K. Udall, January-June, 1987\n6. Morris K. Udall, July- December, 1987\n7. Morris K. Udall, 1987-1989\n8. Udall Center Public Policy Studies, 1987-88\n9. Clippings, 1987\n10. Clippings-Miscellaneous, 1987-88\n11. Energy, 1987\n12. Mecham Recall, 1987-1988\n13. Soviet Student Exchange, 1987\n14. Tennessee Valley Authority, 1987\n15. Clippings, Morris K Udall, 1988\n16. Morris K. Udall, January-June, 1988\n17. Morris K. Udall, July-September, 1988\n18. Morris K. Udall, October-December, 1988\n19. Campaign, 1988\n20. Phoenix District Office, Miscellaneous, 1988"} | 651b2b8036a212f26fd4b61e2dbbc6298b76d328-2 | 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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.library.arizona.edu/exhibits/udall/udallpdf/udaclips.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"### Clippings and Scrapbooks (continued)\n\n**Box 752** Clippings, 101st, 1989-90\n\n| Number | Description | Year |\n|--------|--------------------------------------|----------|\n| 1 | Tennessee Valley Authority | 1988 |\n| 2-4 | Miscellaneous | 1989 |\n| 5 | Morris K Udall | 1989 |\n| 6 | Campaign Finance Bill | 1989 |\n| 7 | Congressional Pay Raise | 1989-90 |\n| 8 | Defense Spending and Tucson | 1989-90 |\n| 9 | Dollar Coin | 1989-90 |\n| 10 | Drug War | 1989-90 |\n| 11 | Environment | 1989-90 |\n| 12 | Military Academy Appointments | 1989-90 |\n| 13 | Mount Graham | 1989-90 |\n| 14 | Parkinson's Disease | 1989-90 |\n| 15 | Patriotism | 1989-90 |\n| 16 | San Carlos Lake Fish | 1989-90 |\n| 17 | Udall Park | 1989-90 |\n| 18 | Phoenix District Office, Miscellaneous | 1989 |\n| 19-20 | Miscellaneous | 1990 |\n| 21 | Arizona Wilderness Bill | 1990 |\n| 22 | Morris K. Udall | 1990 |\n| 23 | Nuclear Energy | 1990 |\n| 24 | Phoenix District Office, Miscellaneous, 1990 Clippings, 102nd, 1991-92 |\n| 25-26 | Phoenix District Office, Miscellaneous | 1991-92 |"} | 651b2b8036a212f26fd4b61e2dbbc6298b76d328-3 | 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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.library.arizona.edu/exhibits/udall/udallpdf/udaclips.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Clippings and Scrapbooks, 1958–1985\n\nBoxes 747-752 (27 volumes and 5 boxes)\n\nArranged chronologically.\n\nContains newspaper clippings from Arizona and out-of-state newspapers about Morris K. Udall, documenting his election campaigns and activities as a Congressman. Several of the volumes contain clippings documenting the political activities of Stewart Udall as a Congressman and later, Secretary of the Interior in the Kennedy and Johnson administrations. Also includes scattered clippings documenting the political activities of United States Senators Carl Hayden, Barry Goldwater, Paul Fannin, and Congressman John Rhodes.\n\nThe clippings are in poor condition, they will be microfilmed in the future.\n\nBox 747 Scrapbooks, 27 Volumes, 1958-81\n\nBox 748 Loose Clippings:\n1 Morris K. Udall, 1950's\n2 Morris K. Udall, 1960's\n3-5 Morris K. Udall, 1970's (3)\n6 Morris K. Udall, 1980's\n\nClippings:\n7 Anti-Huff clippings/comments, 96th, 1979-80\n8 Morris K Udall, 1981, 97th, 1981-82\n9-10 Miscellaneous, 1982, 97th, 1981-82\n\nClippings, 97th Congress, 1981-82\n11 Morris K. Udall, January-March, 1982\n12 Morris K. Udall, April-June, 1982\n13 Morris K. Udall, July-September, 1982\n14 Morris K. Udall, October-December, 1982\n\nBox 749 Clippings, 98th, 1983-84\n1 Morris K. Udall, January-March, 1983\n2 Morris K. Udall, April-June, 1983\n3 Morris K. Udall, July-September, 1983\n4 Morris K. Udall, October-December, 1983\n5 Nuclear Energy, 1983\n6 Udall's Non-candidacy for President, 1983\n7 Morris K. Udall, January-March, 1984\n8 Morris K. Udall, April-May, 1984\n9 Morris K. Udall, April-July, 1984\n10 Morris K. Udall, June, 1984\n11 Morris K. Udall, July, 1984\n12 Morris K. Udall, August, 1984"} | 651b2b8036a212f26fd4b61e2dbbc6298b76d328-1 | 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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.bennet.senate.gov/public/_cache/files/c/8/c841064b-5a96-4d0e-84f6-e2cc06da00c8/336A2BFB17A35A84B84AD3BD40B641B2.restart-act-summary-v2.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Summary: The RESTART Act includes a new loan program to provide funding to cover 6 months of payroll, benefits, and fixed operating expenses for businesses that have taken a substantial revenue hit during the COVID-19 pandemic. A share of the loan will be forgiven based on the revenue losses suffered by the business in 2020 with the remainder to be repaid over 7 years. No interest payments are due in the first year, and no principal payments are due for the first two years. At its core, this program is designed to provide small- and medium-sized businesses with liquidity to get their businesses up and running again, and ensure that they receive loan forgiveness to help fill in the gap caused by revenue declines.\n\nTerms of the RESTART Program\n\nEligibility: Businesses – including most nonprofits, veterans’ organizations, self-employed individuals, independent contractors, and Tribal business concerns – with fewer than 5,000 full-time equivalent employees are eligible. Businesses with fewer than 500 full-time equivalent employees will receive more generous loan forgiveness, and the structure of the program is designed to reach the smallest businesses. Borrowers will be required to self-certify a revenue loss of no less than 25% for any 8-week period between February 15, 2020 and July 31, 2020, relative to a comparable 8-week period in 2019 or between January 1, 2020 and March 31, 2020.\n\nGeneral Loan Terms:\n\n- **Maximum Loan Size**: The RESTART loan is designed to finance the equivalent of 6-months’ worth of fixed operating costs, benefits, and payroll, up to a maximum loan size capped at the lesser of 45% of 2019 gross receipts or $12 million.\n\n- **Interest Rates**: The RESTART loan has a 7-year term. For the first 2 years, the loan will have a fixed interest rate between 2% and 4%. For years 3 through 7, the rate will be based on the Applicable Federal Rate (AFR) plus a spread of 250 to 600 basis points based on revenue decline.\n\n- **Guarantee**: The loan will be 100% guaranteed by the federal government.\n\n- **Payment Schedule**: No principal payments are required for the first 24 months, and no interest payments are due for the first 12 months. Thus, no payments are due in the first year.\n\n- **Origination Fee Structure**: Origination fees range from 3.75% to 0.75% depending on the loan size. The fee will not count toward the overall loan size, and the fee structure is..."} | e1e9d24575e368e22ab6b088b1731b8d92d00601-1 | 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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.bennet.senate.gov/public/_cache/files/c/8/c841064b-5a96-4d0e-84f6-e2cc06da00c8/336A2BFB17A35A84B84AD3BD40B641B2.restart-act-summary-v2.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Larger businesses (500 < X ≤ 5,000 employees) will do the same but exclude the cost of payroll:\n\n\\[\n\\text{Forgiveness} = \\left(1 - \\frac{\\text{2020 Gross Receipts}}{\\text{2019 Gross Receipts}}\\right) * 0.90 * (\\text{Benefits + Operating Costs})\n\\]\n\nIn either case, comparisons between 2020 and 2019 gross receipts will either be between the full calendar years or between the RESTART loan’s 6-month covered period and a comparable 6-month period a year earlier.\n\nForgiveness Restrictions: Publicly-traded companies are not eligible for loan forgiveness.\n\nNonprofits: All eligible nonprofits will have access to a loan with more favorable terms than businesses, including a longer duration of up to 10 years and a lower interest for the first 4 years. Alternatively, nonprofits with up to 500 employees are provided an option for loan forgiveness, with the remaining loan subject to the same terms as businesses.\n\nApplication Process: Once the RESTART Act is passed into law, Treasury and the Small Business Administration (SBA) will have 15 days to stand up the program. Borrowers will apply at their local bank, credit union, or Community Development Financial Institution (CDFI). Small businesses and small banks – including CDFIs and minority depository institutions (MDIs) – will receive set-asides to ensure that the funding reaches the smallest and most underserved businesses.\n\nLender Protections: Lenders will be held harmless for relying on a borrower’s documentation and attestation.\n\n[Note: As introduced, section 2 of the bill extended the 8-week covered period to a 16-week period for PPP loans. Since the date of introduction, the PPP Flexibility was enacted and extended the covered period to a 24-week period. Therefore, the sponsors would drop this section should the bill move forward in the legislative process. The House companion legislation to the Senate RESTART Act was introduced on July 2, 2020 and dropped this provision.]"} | e1e9d24575e368e22ab6b088b1731b8d92d00601-3 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.bennet.senate.gov/public/_cache/files/c/8/c841064b-5a96-4d0e-84f6-e2cc06da00c8/336A2BFB17A35A84B84AD3BD40B641B2.restart-act-summary-v2.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"designed to provide an incentive for banks and other financial institutions to assist the smallest businesses. For businesses with fewer than 500 full-time equivalent employees, 100% of the origination fee will be covered by the federal government. For larger businesses, 50% of the origination fee will be covered by the federal government for loans up to $10 million. Businesses may roll the non-federally-paid portion of the origination fee into the loan and it will not count toward the $12 million cap or other restrictions on loan size.\n\nPermitted Expenses: A broad array of expenses can be paid for with a RESTART loan, including payroll, employee benefits, fixed operating expenses, personal protective equipment (PPE), accounts payable, and other ordinary and necessary business expenses.\n\nForgivable Expenses: Certain permitted expenses are eligible for forgiveness. Based upon a business’s revenue declines from 2019 to 2020, a share of the loan used for the following expenses is eligible for forgiveness:\n\n- Total payroll (up to $100k per employee);\n- Employee benefits (for both current and furloughed employees);\n- Rent;\n- Utilities;\n- Interest on mortgage payments existing as of February 15, 2020;\n- Interest payments on other scheduled debt existing as of February 15, 2020; and\n- Personal Protective Equipment (up to $5,000).\n\nProhibited Expenses: Borrowers are prohibited from using funds to:\n\n- Purchase real estate;\n- Pay interest or principal payments on loans originating after February 15, 2020;\n- Invest or re-lend funds; or\n- Contribute to, or on behalf of, any political party, party committee, or candidate for elective office.\n\nForgiveness Terms: The level of forgiveness is based on the losses in revenues and may be applied for within 2 years of loan origination.\n\nFor smaller business (< 500 employees), forgiveness will be based on the following formula:\n\n\\[\n\\text{Forgiveness} = \\left(1 - \\frac{\\text{2020 Gross Receipts}}{\\text{2019 Gross Receipts}}\\right) * 0.90 * (\\text{Payroll} + \\text{Benefits} + \\text{Operating Costs})\n\\]"} | e1e9d24575e368e22ab6b088b1731b8d92d00601-2 | 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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://hksspr.org/wp-content/uploads/2023/11/KSR-Volume-20-2019-2020.pdf | 158 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"More and more studies have demonstrated that patients who use marijuana frequently or heavily have a higher risk of developing psychotic symptoms than nonusers. In those already predisposed to developing psychoses, evidence demonstrates an increased risk of early-onset psychotic symptoms in those who use marijuana.\\(^4\\)\n\nEven over a decade ago, there was a reasonable body of evidence demonstrating that regular cannabis use predicts an increased risk of schizophrenia, which at the time led to the conclusion that use of cannabis can precipitate schizophrenia in those vulnerable to developing the disease (such as those with familial predisposition).\\(^5\\)\n\nIn response to the inevitable question of correlation—whether those patients with psychiatric mental illness are just more likely to use marijuana—evidence is emerging that marijuana may play a causal role in development of psychosis;\\(^6\\) more research must be done to confirm these results. In any case, it is important to note that across these studies demonstrating the relationship between marijuana use and psychiatric symptoms, the risk of psychiatric effect seems to increase with higher THC concentration.\n\nEven beyond psychosis, the interactions between cannabis and the brain remain largely unknown. Preliminary studies show that THC binds to cannabinoid receptors in the nervous system, resulting in changes in mood and appetite, and perhaps long-term changes in verbal learning and memory; imaging studies have also demonstrated changes in structure and function of the brain with regular cannabis use.\\(^7\\)\n\nThe Punchline? We Need Real Research\n\nRoadblocks\n\nSince 1970, marijuana has been classified as a schedule I substance, a category the Drug Enforcement Agency (DEA) maintains for “drugs with no currently accepted medical use and a high potential for abuse.” Marijuana shares this designation with drugs like heroin, LSD, and MDMA, among others. As one might imagine, this characterization has come under particular fire from proponents of medical marijuana use, who argue that the drug has demonstrated medical benefit for certain indications.\n\nFor the past 50 years, the only source of marijuana for federally funded research is one marijuana farm at the University of Mississippi, contracted through the National Institute on Drug Abuse. The limitations of this arrangement are many, including that the concentration of THC in the plants grown at this facility is not even close to representative of the concentration in recreational-use marijuana today. The scientific community seems unified in its expressed desire for more robust and thorough research. Francis Collins, director of the National Institutes of Health, has been particularly open in calling for fewer restrictions on research. In addition to his concerns about limitations in amount and quality of the plant available for research, he has also expressed the importance of studying the drug in its pure form, an effort that has been hampered by its DEA scheduling.\\(^8\\) According to Collins, “we know far too little about the benefits and risks of smoked marijuana” because “there have been very few studies that have actually rigorously tested that.”\n\nFacilitating Real Research on the Drug\n\nOne oft-discussed avenue for increasing research is reclassification of marijuana out of schedule I. In theory, this change could help lift logistical barriers and signal a shift in willingness to allow and support research. However, the DEA seems to be caught in a self-defeating cycle of justifying schedule I classification based on lack of scientific evidence of medical value, while hampering efforts to obtain this scientific evidence through schedule I classification.\n\nEvidently, the DEA does not think reclassifying marijuana is the only way to facilitate research. In an\n\n“We should not legalize marijuana until we better understand what it really does to the brain.”"} | 0f87a4d5fccd22674061b88cd74414200e5f51c0-158 | 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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://hksspr.org/wp-content/uploads/2023/11/KSR-Volume-20-2019-2020.pdf | 111 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"repository, savvy social media use, and programming of lectures and film screenings about Mumbai’s architectural heritage have encouraged people to pause and photograph rather than merely pass by iconic buildings. Art Deco Mumbai’s founder, Atul Kumar, cites recent engagement from younger Indians as evidence that the group’s outreach is working, bringing “curiosity, sensitization and appreciation of the City’s Deco architecture, which are crucial steps in enabling conservation.”\n\n“Mumbai’s never-ending quest for space threatens heritage structures integral to the city’s history, raising questions about the balance between conservation and development.”\n\nThese platforms have the potential to combine research with awareness, which could lead to neighborhoods and precincts receiving heritage status and zoning laws that encourage sensitive development. Mumbai’s most significant recent conservation success story was UNESCO recognition of the Victorian Gothic and Art Deco Ensemble as a World Heritage site in 2018, which Art Deco Mumbai helped make possible.\n\nIt will take citizens’ participation and government planning to incorporate heritage into the future of Mumbai’s urban identity. Through his work on MHCC, Mr. Dilawari has concluded that the government’s main responsibility is to build a “comprehensive conservation development plan which respects the full ecosystem.” This could include public-private partnerships in funding for conservation, citywide zoning guidelines, and recognition of areas as heritage precincts. Though battles for space will continue to define Mumbai, efforts to bolster awareness about and accessibility to the city’s built heritage indicate that citizens may prioritize preservation alongside development.\n\nAaran Patel is a master in public policy student at the John F. Kennedy School of Government at Harvard University. He is concentrating on social and urban policy and on the intersection between education and the environment. Before HKS, he worked with Teach For India at the organizational and classroom levels. He received his BA from Pomona College in 2015, where he double-majored in history and politics.\n\nEndnotes\n1 Atul Kumar, founder of Art Deco Mumbai, email interview with the author.\n2 Vikas Dilawari (conservation architect and member of the Mumbai Heritage Conservation Committee) email interview with the author."} | 0f87a4d5fccd22674061b88cd74414200e5f51c0-111 | 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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://hksspr.org/wp-content/uploads/2023/11/KSR-Volume-20-2019-2020.pdf | 104 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Mumbai’s urban identity has been in flux since its founding as a colonial port city. Over the course of two centuries, a combination of British officials and Indian merchants and laborers transformed the formerly sleepy archipelago of seven islands in the Arabian Sea into a global hub of commerce.\n\nIn the past 50 years, Mumbai’s population boomed from 5 million to 20 million, and its economy transitioned from trade based to service based. However, Mumbai’s never-ending quest for space threatens heritage structures integral to the city’s history, raising questions about the balance between conservation and development.\n\nThe Mumbai Heritage Conservation Committee (MHCC) was born from NGOs’ participation in the development planning process and their demand for regulatory frameworks to preserve built heritage. Although MHCC is an advisory committee and has few implementation powers, it has shaped regulation and citizens’ awareness."} | 0f87a4d5fccd22674061b88cd74414200e5f51c0-104 | 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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.icus-society.org//wp-content/uploads/2018/08/2014_Contrast-Sonography.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Emergency Department CP Evaluation\n\nAcute CP is one of the most common presenting symptoms to an emergency department. The causes of this symptom may range from benign musculoskeletal problems to life-threatening conditions such as acute myocardial infarction (AMI), aortic dissection, or acute pulmonary embolism. Of these “serious” causes of CP, AMI occurs the most frequently.\\(^{12,13}\\) Making an early diagnosis of AMI, however, can be difficult, because the medical history, physical examination, electrocardiography, and chest radiography all have poor sensitivity. Serum cardiac biomarkers are currently the main methods used to determine if a patient is presenting with an AMI, but they are not released into the serum until hours after the onset of symptoms.\\(^{14}\\) Echocardiography can be used to detect a patient with an acute coronary syndrome because even after a brief coronary occlusion (5–15 min), regional systolic function is reduced.\\(^{15}\\) More important, the absence of a segmental wall thickening abnormality can exclude an ischemic cause of CP. Normal regional function identifies a low-risk population with a 24-hour adverse event rate of only 0.4%.\\(^{16}\\) Patients with abnormal regional function are sixfold more likely to have early events compared with those with normal function.\\(^{17,18}\\)\n\nTherefore, for sonographers, the use of UCAs in patients with CP is critical to attain optimal sensitivity for detecting even small focal wall thickening abnormalities. The use of UCAs has been shown to significantly improve the detection of a new segmental abnormality.\\(^{11,19}\\) It is the sonographer’s role to quickly evaluate all LV wall segments in patients with suspected acute coronary syndromes; however, this must be done with the mind-set that if two contiguous wall segments cannot be visualized, wall motion must be further evaluated with the use of UCAs. An example of a lateral wall motion abnormality detected only with very low MI contrast imaging is demonstrated in (Video 6; available at www.onlinejase.com). The use of real-time very low MI imaging in patients with CP adds additional diagnostic and prognostic information by simultaneously providing perfusion information. If complete replenishment of contrast is observed within 4 sec in a segment with abnormal regional wall motion (i.e., normal perfusion), this identifies a patient at intermediate risk for cardiac events compared with a high-risk situation in which both a regional perfusion abnormality (delayed replenishment of contrast) and a wall motion abnormality exist.\\(^{16,17}\\)\n\nIV. UPDATE ON CONTRAST INJECTION AND INFUSION SAFETY\n\nOne of the most significant developments since the original sonographer contrast guidelines were published was the issuance of a black-box warning by the US Food and Drug Administration (FDA) on Optison and Definity in October 2007 and a subsequent series of labeling revisions. The warning initially recommended that patients at high risk for or with pulmonary hypertension (PHT) or unstable cardiopulmonary conditions be closely monitored until 30 min after receiving UCA injections. The FDA also required manufacturers to conduct additional prospective clinical studies evaluating the safety of the approved UCAs and their effects on pulmonary hemodynamics in patients with and without PHT. Since this warning was issued, there have been a series of publications confirming the safety of both Optison and Definity.\\(^{20-23}\\) Several contraindications were removed from Definity and Optison in May 2008, although the..."} | c09ca66db07af7135ea5d95d9c3bf3bae90756d1-6 | 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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.icus-society.org//wp-content/uploads/2018/08/2014_Contrast-Sonography.pdf | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"label revisions still required physiologic monitoring for patients with PHT and unstable cardiopulmonary syndromes. These monitoring requirements for PHT and unstable cardiopulmonary syndromes were also removed in 2011 after the completion of safety studies in this specific setting (see below). In addition, a statement indicating that the usefulness and safety of UCAs had not been demonstrated in stress echocardiography was removed, thus implying usefulness and safety during stress testing.\n\nThe current FDA labeling is as follows: “Serious cardiopulmonary reactions, including fatalities, have occurred uncommonly during or following perflutren-containing microsphere administration. Most serious reactions occur within 30 minutes of administration. Assess all patients for the presence of any condition that precludes Definity/Optison administration. Always have resuscitation equipment and trained personnel readily available.” The current contraindications to contrast are (1) right-to-left, bidirectional, or transient right-to-left cardiac shunts; (2) hypersensitivity to perflutren; and (3) hypersensitivity to blood, blood products, or albumin (in the case of Optison only).\n\nA consensus of the writing group, based on a review of several thousand patients receiving Definity or Optison contrast, is that the life-threatening reactions are rare (<1 in 10,000) and that this residual warning should not be considered an excuse to withhold contrast. On the basis of this combined large patient database, there is sufficient evidence to believe that UCAs have a high benefit-to-risk ratio and certainly less risk than other commonly used contrast agents in other imaging modalities.\n\n### Anaphylactic Reaction Response Protocols\n\nAlthough anaphylactoid reactions to UCAs are rare, it is advised that a sonographer, in conjunction with nurses and physicians in the echocardiography lab, develop a policy for early recognition and effective management of these acute life-threatening reactions. The purpose of the policy is to outline the process for activation, determination, and implementation of the roles of team members involved in an acute allergic reaction to UCAs. Cardiopulmonary resuscitation personnel and equipment should be readily available before UCA administration, and all patients should be monitored for acute reactions. Allergy kits should be readily available in all echocardiography labs that administer UCAs. The kits ought to be placed in areas where contrast materials are frequently administered. The nurses or designated medical personnel should be in charge of maintaining the kits and performing monthly checks for expiration dates. Once an allergic reaction is identified, the nurse should assess the patient and initiate treatment on the basis of the symptoms and immediately notify the supervising physician. Depending on the severity of the anaphylactic reaction, assistance of the rapid-response team or code team may be required. Although respiratory distress due to bronchospasm is the most serious concern, other reactions include shock; urticarial, facial, or laryngeal edema; seizures; and convulsions.\n\nAlthough back pain is a more common side effect with Definity, the actual cause for this is still speculative and under investigation. The leading hypothesis is that it is related to a complement-mediated idiosyncratic reaction, which can also be observed with other injectable agents containing lipid membranes. If back pain occurs during UCA administration, discontinue injection and monitor vital signs. No further treatment is needed, and in most cases the pain resolves spontaneously within a few minutes. If contrast is needed again in patients who have experienced back pain with Definity, an alternative contrast agent such as Optison should be used.\n\n### Use of Ultrasound Contrast Agents in PHT\n\nThe FDA had initially considered PHT as a contraindication for IV UCAs. This was based on early studies demonstrating that unshelled microbubbles administered intravenously could result in progressive drops in arterial saturation, cardiac output, and stroke volume, with increases in pulmonary vascular resistance and pulmonary artery pressure. The current UCAs approved by the FDA are composed of high–molecular weight gases and various types of shells that remain relatively stable in circulation and for the most part are <10 μm. Several retrospective and prospective studies have focused on the effects of UCAs on pulmonary hemodynamics and safety.\n\nA phase 4, open label, nonrandomized, multicenter study evaluated the effects of Definity in patients with normal (<35 mm Hg) or elevated right ventricular systolic pressure (RVSP; >35 mm Hg). There were no significant changes in either pulmonary or systemic hemodynamics in control subjects or in subjects with elevated RVSP after a slow bolus administration of Definity (10 μL/kg) over 30 to 60 sec, followed by a 10-mL saline flush. A large multicenter study of 1,513 patients receiving Definity contrast (mean age, 69 ± 14 years; 55% men), of whom 911 (60%) had mild PHT, 515 (34%) had moderate PHT, and 87 (6%) had severe PHT, demonstrated that adverse events were rare (0.002%) and for the most part not attributable to Definity. One of the largest retrospective cohort examined 1,900 subjects with RVSP ≥ 35 mm Hg, 414 (7%) with RVSP ≥ 50 mm Hg, and 118 (2%) with RVSP ≥ 60 mm Hg. The study found no increase in the rate of myocardial infarction or death during either short-term (≤72 hours) or long-term (≤30 days) follow-up (Figure 4). Additionally, there was no association between the incidence of contrast-related side effects and RVSP.\n\nAfter completion of the pulmonary hemodynamic studies showing no significant untoward effects, further revision to the black-box warning occurred in October 2011, including removal of statements requiring monitoring of patients with PHT. From the sonographer’s perspective, contrast agents can be helpful in patients with PHT by improving the evaluation of regional right ventricular wall motion, but contrast media must be given at lower infusion rates so as not to cause right ventricular shadowing. Contrast agents are also helpful for improving Doppler image quality, especially the tricuspid regurgitant jet that is used to estimate pulmonary artery systolic pressure. The Doppler gain settings should be lowered for this application, to reduce background noise. On the basis of these data, the writing group recommends that if a contrast agent is needed to improve right ventricular opacification or LVO or Doppler enhancement in a patient with PHT, it should be used.\n\n### Safety in Patients with Patent Foramen Ovale and Congenital Heart Diseases\n\nAccording to the FDA, right-to-left shunting is a contraindication to UCA use. However, patent foramen ovale (PFO) is very common, with prevalence rates of up to 35%. Recent large reviews of the literature have failed to detect any increased risk for systemic embolization associated with UCAs in patient populations that obviously included those with PFOs. Therefore, the writing group does not consider patients with small degrees of right-to-left shunting through PFOs (those that result in a transient appearance of saline contrast in the left atrium or ventricle and do not fill the left atrial or LV cavity) at increased risk for UCA use.\n\nIn the setting of corrected or uncorrected congenital heart disease, there is emerging evidence that contrast may be safe and useful in evaluating regional right ventricular and LV regional wall motion."} | c09ca66db07af7135ea5d95d9c3bf3bae90756d1-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.icus-society.org//wp-content/uploads/2018/08/2014_Contrast-Sonography.pdf | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"atrium. It is important that release of a Valsalva maneuver or coughing (to transiently increase right atrial pressure) occur when the saline contrast bolus arrives in the right atrium. It would be optimal for the sonographer to have 20-gauge cannula access in a good forearm or antecubital vein (preferably on the patient’s right side if the patient is lying on the left side for imaging). Optimal visualization of the interatrial septum (via either a foreshortened apical window or subxiphoid window) and use of tissue-harmonic imaging to optimize bubble detection are key features to improving the sensitivity to shunt detection.\n\nBoth right- and left-arm saline contrast injections should be used whenever a persistent left-sided superior vena cava or unroofed coronary sinus is suspected. Although femoral venous injections improve flow directed to the septum, these are too invasive for routine sonographer use in detecting a PFO.\n\nSonographers should also be aware that typical intracardiac shunts (via the interatrial or interventricular septum) are usually seen within the first three beats of right atrial opacification, while pulmonary arteriovenous shunts are at least five beats after right atrial opacification. However, it is important to note that saline contrast may appear sooner with pulmonary arteriovenous shunts in high-output states, and saline contrast across a PFO may occur later than three beats if there is delayed coughing or Valsalva maneuvers. Also, false-negative saline contrast studies can occur if the interatrial septum is persistently bowed toward the right atrium during agitated saline injection, as a PFO can be held closed with the septum in this position. If there is still suspicion that a PFO exists after negative results, a repeat saline contrast injection should be performed using a blood-saline-air mixture or a more appropriately timed Valsalva or cough maneuver to ensure that the results are truly negative. Universal precautions should be adhered to with this technique to avoid blood-borne pathogen exposure. With TEE, direct visualization of the septum secundum and septum primum is recommended during saline contrast injection, to document the location and size of any right-to-left shunt. Image acquisition should be timed to begin just before the appearance of saline contrast in the right atrium and continue for at least 10 cardiac cycles after contrast appearance.\n\nVII. FUTURE CONTRAST DEVELOPMENTS FOR THE SONOGRAPHER\n\nThis update for UCA use is designed to assist all sonographers in the optimal use of UCAs with currently available ultrasound scanner software. However, approval is being sought in the United States for other UCAs, such as SonoVue, which has been approved for several years in Europe. This agent will have unique features that may require updates, should it be approved. SonoVue is a lipid-encapsulated sulfur hexafluoride–containing microbubble that also is administered as an infusion or as small boluses during real-time very low MI imaging.\n\nFurthermore, three-dimensional imaging is being used more for valvular disease and quantification of LV and right ventricular ejection fractions. Real-time three-dimensional echocardiography has been used to improve regional wall motion analysis during resting and stress echocardiography. Recent clinical studies have demonstrated a potential role for UCAs in improving LV regional wall motion and ejection fraction assessments. However, contrast use for three-dimensional acquisitions will require optimization of settings similar to what has been used for two-dimensional transducers, with greater attention to minimizing LV apical swirling. To date, real-time very low MI software is not routinely available with three-dimensional scanners. The writing group recommends that this software be implemented in all three-dimensional packages to achieve optimal LVO and perfusion assessments in all 17 segments.\n\nWith regard to automated border detection algorithms, they are not currently designed for detecting a bright cavity border with contrast, but the writing group strongly recommends that manufacturers of automated border detection software redesign their algorithms for contrast media, as this may further improve the accuracy and applicability of this software.\n\nUse of transpulmonary contrast agents during TEE has recently been described for better delineation of a left atrial appendage thrombus and differentiating between spontaneous contrast and thrombus (Figure 5). Normal results on TEE when using transpulmonary contrast to exclude a thrombus before cardioversion for atrial fibrillation have been associated with a lower risk for stroke or systemic embolization. Modifications in TEE transducer design to include very low MI real-time sequences may further improve transpulmonary contrast use during TEE.\n\nIn the area of vascular imaging, contrast may also prove useful in improving carotid plaque visualization (especially soft plaque) and visualization of the vasa vasorum. It may also be useful for the detection of endoleaks after stent graft placement in abdominal aortic aneurysms. In this area, as well as in other peripheral vascular applications, the writing group recommends the development of specific indications for when they should be used, as well as imaging protocols.\n\nVIII. RECOMMENDED INITIATIVES\n\nThe writing group recommends that consideration be given to programs and initiatives that will help sonographers improve the use of contrast in critical care settings. The beneficial effects of contrast are"} | c09ca66db07af7135ea5d95d9c3bf3bae90756d1-9 | 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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://dash.harvard.edu/bitstream/handle/1/2579644/Grosz_ConceptionsLimited.pdf?isAllowed=y&sequence=2 | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"idence of this limited memory capacity; (4) the psychological literature supports the cache model.\n\nReferences\nBaddeley, Alan D. 1986. *Working Memory.* Oxford University Press, New York.\n\nClark, Herber H. and C. J. Sengul. 1979. In search of referents for noun phrases and pronouns. *Memory and Cognition,* 7:35-41.\n\nEricsson, K. Anders and Walter Kintsch. 1995. Long-term working memory. *Psychological Review,* pages 211-245.\n\nGarnham, Alan, 1987. *Understanding Anaphora,* volume 3, pages 253-300. Erlbaum, London.\n\nGordon, Peter, Barbara Grosz, and Laura Gilliom. 1993. Pronouns, names, and the centering of attention in discourse. *Cognitive Science,* 3(17):311-347.\n\nGordon, Peter C. and Kimberly A. Scearce. 1995. 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Limited attention and discourse structure. *Computational Linguistics,* 22(2):255-264."} | 40623f39c0cd5ae79c0e716da4a7d21b4f6e81f1-9 | 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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://dash.harvard.edu/bitstream/handle/1/2579644/Grosz_ConceptionsLimited.pdf?isAllowed=y&sequence=2 | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"questions: (1) How is the cache searched for related entities and how is relatedness determined? (2) How is a \"prior intention\" determined i.e., what memory is there for intentional structure and how is that coordinated with information in main memory so that the relevant information can be found? The stack model coordinates intentional structure and attentional state to address just these issues.\n\nWalker makes two problematic claims in comparing the two models' treatments of interruptions. First, dialogue A differs from dialogue B, in that the interruption in A is three utterances long whereas that in B is five utterances. If this difference affects the cache content as significantly as Walker's model requires, then the cache is very small; it could not accommodate a very large discourse segment. But then one must ask what happens in the cache model with a discourse segment that is longer than three or four utterances. Would such a segment require that the reader or writer explicitly repeat material that is five or more sentences back? Second, in discussing dialogue C Walker says that without (22b), (22c), and (23) the inference required to understand the discourse \"requires more effort to process,\" a claim that requires substantiation; in particular, utterance (22a) followed by (24) without the *and* that is required because of (22c) seems no more difficult to process than the fragment given. In both these cases, more empirical investigation is needed to determine the appropriate model.\n\nWith respect to return pops, Walker has misconstrued Sidner's stacked focus constraint. This constraint was postulated before Sidner integrated her work on local focus of attention with the focus-space stack work. Sidner's claim is significantly different from Walker's. In particular, it stipulates which pronouns *cannot* be used for entities other than those locally in focus (i.e., those that we now call centers of an utterance). With respect to most of this discussion, Walker does not discuss the potential cost of checking nonfocused entities, but this cost can only be low if very few entities are checked, not all of long-term memory. In the air compressor (not pump!) example to which she refers there was a room full of equipment that could have been made to work and that was visually salient. An alternative to the explanations Walker provides for the IRUs with return pops is that IRUs are a good way to shift attention to a prior discourse intention and segment (hence focus space).\n\nFinally, we note that the cache model does suggest an interesting research issue that is not clearly raised in the stack model. In computer systems, when information is moved from main memory to the cache, it is moved in blocks larger than the individual piece of information that was initially sought. The guiding locality principle here is spatial locality: programs typically need to access information (instructions and data) that have addresses near each other in memory (Patterson and Hennessy 1996). The processing trade-off that computer designers must address is one of processing time versus hit rate: larger blocks take longer to move, but increase the likelihood that subsequently needed information will be in the cache. Implicit focus (Grosz 1977b) and the treatment of functionally related entities (Grosz, Joshi, and Weinstein 1995) respond to a related issue in discourse processing, namely, what other than an entity itself becomes focused when the entity is focused? Although it is widely acknowledged that various related entities become salient (e.g., the door of a house, the time or location of a meeting), the determination of the scope of what becomes salient remains an open question (Grosz 1981). Whereas computer architects can depend on physical proximity in memory, discourse processing requires measures of conceptual closeness.\n\n6. The Psychology of Discourse Processing\n\nLike Walker, we support the integration of research in psycholinguistics and research in computational linguistics, and we support the contention that human information"} | 40623f39c0cd5ae79c0e716da4a7d21b4f6e81f1-7 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://dash.harvard.edu/bitstream/handle/1/2579644/Grosz_ConceptionsLimited.pdf?isAllowed=y&sequence=2 | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"4. Some Deficiencies of the Cache Model\n\nAlthough the attentional state model leaves certain details unspecified (e.g., as Walker notes, the depth of the stack), it makes specific claims about discourse segment structure, discourse segment purposes, and shifts in attentional state. The cache model, as Walker presents it, leaves too many details unspecified to allow a similar level of analysis or critique or solid comparison with the stack model. For such purposes the memory organization, replacement policy, and retention must be more completely specified. Some key questions are:\n\n**Memory organization:** What is the structure and organization of main memory? According to Walker's cache model if an entity is removed from the cache it appears only in main memory and must be retrieved from there. Main memory contains a vast amount of information. How is the relevant information found? In particular, with an IRU, is the information found in the same way on second retrieval as it was initially? Is there a claim that long-term memory in some way separates out information in the current discourse? In what ways does this structure compare to the focus space stack?\n\n**Cache replacement policy:** Does only a single entry get changed for each new entity mentioned in the discourse or are entities related to the old entry removed and others related to the just-mentioned entity added? If such related entities are deleted or added to the cache, which semantic or pragmatic properties determine sufficient relatedness?\n\n**Retention:** On what specific basis (e.g., which particular discourse-intentional relationships) are entities (preferentially) retained in the cache?\n\n5. Some Problems with Walker's Comparison of the Models\n\nIn Section 5 of the squib, Walker compares the stack and cache models along a number of dimensions. Although her description of the effects in the stack model as participants shift between different discourse intentions is mostly accurate, the statement under the second bullet that entities in the focus space are no longer accessible is misleading. These entities are accessible, but access is more complex and less efficient, because they are no longer stack-accessible, i.e., they cannot be retrieved through the stack. However, they are accessible in memory just as they were before and just as the cache model requires for anything removed from the cache.\n\nMore importantly, the cache model is incomplete in ways that are essential to deciding between the two models. No definition is given of \"related to new intention\" (first bullet) or \"related to prior intention\" (third bullet). Without these specifications it is unclear what material not explicitly mentioned is brought into the cache. A specification of the cache replacement strategy is essential to determining the appropriateness of the cache model when intentions are completed (bullet 2). The statement that the cache \"retrieves entities related to the prior intention from the main memory to the cache, unless retained in the cache,\" leaves unanswered two critical processing\n\n---\n\n3 There are, in addition, several well-recognized problems with the model. In particular, as used in computer systems, stacks do not differentiate among different kinds of frames, but interruptions seem to operate differently from normal embeddings (Grosz and Sidner 1986) and there are open issues in explaining pronominal reference at discourse segment boundaries."} | 40623f39c0cd5ae79c0e716da4a7d21b4f6e81f1-6 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.fhwa.dot.gov/programadmin/contracts/sep14orbundle210_2014_4.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"1.0 Introduction\n\nThe Oregon Department of Transportation (ODOT) submits this fourth interim evaluation report under the provisions of programmatic Special Experimental Project No. 14 (SEP-14) for the use of A+C+D alternative contracting for transportation projects. The purpose of this interim evaluation report is to fulfill the requirements of this project’s SEP-14 Work Plan, as provided by ODOT to the Federal Highway Administration (FHWA) on November 25, 2009 summarizing the procurement phase of I-84: Sandy River – Jordan Road Project, Bundle 210.\n\nThis interim report includes a brief scope of the A+C+D project, a brief history of the procurement process, and a summary of the effects A+C+D delivery method has had on the primary objectives, noted below, as stated in the SEP-14 for this project. This report will be followed by separate interim reports on an annual basis until completion of the experimental project. A final evaluation report will be submitted within four (4) months of completion and ODOT acceptance of the project.\n\nODOT proposed utilizing the A+C+D alternative best value contracting method to address project needs by evaluating components which include the contractor’s qualifications and technical approach, as well as price, which results in a “Best Value” selection. This procurement method encompasses the Oregon Legislature’s focus on economic efficiency and stimulation and provides recognition of the value to the public of employing enhanced contracting methods, which will accomplish the required work in the most effective manner.\n\n2.0 Project Scope\n\nThe I-84 Sandy River to Jordan Road Project (Project) scope of work is replacing two bridges (06875 and 06875A) and widening two bridges (06945 and 06945A) on Interstate 84 in Multnomah County. Two of the Project bridges span the Sandy River, which is a sensitive environmental area.\n\nThe Project also has several complicated construction constraints and technical requirements that required a contractor with specialized expertise in constructing a bridge with steel box girders and drilling eight (8) foot diameter shafts with post-grouting, which are not commonly used in Oregon. In addition the contractor had to plan and stage construction work within the short six (6) week annual in-water work window.\n\nAfter contract award ODOT identified the need to mitigate the risk of increased flood elevations that would significantly impact communities along the Sandy River. In order to minimize potential flooding ODOT determined that the construction methodology would be revised to eliminate the number of temporary work bridge and detour structure piles placed in the Sandy River.\n\nTo compensate for new design and construction approach resulting from a change in site conditions ODOT changed the targeted completion date for the project from November 30, 2013 to November 30, 2014. Project estimated cost is $71,304,000 for construction and total Project costs was estimated to be $81,361,000."} | 0ff5317702123b3d8e1d25c9ea5d7ad6c759f3ab-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.fhwa.dot.gov/programadmin/contracts/sep14orbundle210_2014_4.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"• Did the project deliver the high level of quality expected of a contractor team especially experienced in the work items and overall supervision of such a complex project?\n\n• Did the project meet schedule and budget with a minimum of modifications, in particular planning and schedule based issues?\n\n• Did the contractor’s submitted proposed technical approaches accurately reflect the approaches taken during construction to maintain schedule, budget and other project goals?\n\nA final evaluation report will be submitted within four (4) months after completion of the experimental project. The final report will contain a summary of how well the Project met the objectives, lessons learned, and recommendations pertaining to the use of the A+C+D project delivery and contracting method on other projects."} | 0ff5317702123b3d8e1d25c9ea5d7ad6c759f3ab-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.fhwa.dot.gov/programadmin/contracts/sep14orbundle210_2014_4.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"3.0 Summary of effects of A+C+D method on objectives\n\n3.1 Did the project deliver the high level of quality expected of a contractor team especially experienced in the work items and overall supervision of such a complex project?\n\nThe Project has delivered a high quality of work over the life of the Project, but this is not said without issues. The Contractor’s supplier had workload prioritization issues and placed another State DOT’s order ahead of fabricating the girders for this Project. This delayed girder delivery, which in turn delayed bridge construction by approximately two (2) months. The fabricator placed a rush order on manufacturing the remaining girders. ODOT had concerns about the quality of girder welds, diaphragm fit-up, and variation in lengths. ODOT met with the fabricator to develop and put in place additional quality control measures for implementation by the fabricator. In addition, there were several issues with the eastbound bridge girders not fitting and aligning. These issues included, a slight skew in bent five (5), girders varying in length, substandard falsework not capable of supporting the bridge and a deck pour prior to post tensioning creating torsion in the girders. The schedule delay was made up by ODOT outsourcing to a third party fabricator to fabricate some of the girders and ODOT had the Contractor expedite work on correcting welds and diaphragms misalignments. The corrective actions taken by ODOT and the Contractor resulted in the westbound structure not having the same quality issues with misalignments and inconsistent girder lengths, resulting in a quality-constructed superstructure.\n\n3.2 Did the project meet schedule and budget with a minimum of modifications, in particular planning and schedule based issues?\n\nThe Project is on schedule and under budget to date and should meet all schedule milestones and completion date and budget expectations.\n\n3.3 Did the contractor’s submitted proposed technical approaches accurately reflect the approaches taken during construction to maintain schedule, budget and other project goals?\n\nThe Contractor, ODOT’s program management consultant and ODOT have collaborated on a daily basis throughout the Project. Decisions concerning the project were made to promote efficiency and budget stability. There were some minor change orders issued during this reporting period; however, the high level of collaborations resulted in no impact to schedule or budget.\n\n4.0 Reporting\n\nInterim SEP-14 evaluation reports will be prepared and submitted to FHWA on an annual basis (on or near July), until completion of the experimental project. These reports will focus on the primary objectives for project execution:"} | 0ff5317702123b3d8e1d25c9ea5d7ad6c759f3ab-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://discovery.ucl.ac.uk/id/eprint/10127121/1/Review-ML-applied-to-AML-Frontiers-20210402.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"A common task for unsupervised methods is to use the intrinsic structure of the data to find clusters of cells. The advantage of these approaches is that cells can be grouped in an automatic and unbiased manner and thus, have the potential to discover unknown cell populations.\n\nThe popular single-cell processing packages Seurat (Butler et al., 2018) and Scanpy (Wolf et al., 2018) use a graph-based clustering approach combined with modularity optimization to group transcriptionally-similar cells together. Markers differentially expressed in each cluster can be found using different methods, including logistic regression. The cell identity of each cluster is assigned manually according to previous knowledge of cell-type specific markers. The main disadvantage of this approach is that the number of clusters depends on a resolution parameter assigned by the user (higher values will lead to a greater number of clusters) and thus, they may not faithfully reflect cell types.\n\nThe recently developed Single-Cell Clustering Assessment Framework (SCCAF) (Miao et al, 2020) generates an optimal number of clusters automatically. After the data has been clustered, SCCAF builds an ML classifier (logistic regression) using part of the data (training). By applying this model to the rest of the dataset (test), it iteratively merges clusters that appear indistinguishable to the ML classifier to produce the final optimum clustering. The output of the model is a weighted list of feature genes characteristic of every cluster that often include known markers for a given cell type and could potentially be used to detect common biomarkers of leukemic cell subsets from AML patients.\n\nAnother unsupervised method, single-cell consensus clustering (SC3) uses the first 4-7% * N (number of cells) eigenvectors to build multiple k-means clustering solutions (Kiselev et al., 2017). After hierarchical grouping, the final clustering is driven by the combination of multiple clustering solutions. The output is a list of marker genes that define each consensus cluster. While SC3 may not be the most sensitive method to find rare populations (such as LSCs), SC3 was successful in identifying clusters of prevalent genetic subclones with different mutations in myeloproliferative neoplasms (Kiselev et al., 2017). A disadvantage of this method is that it does not scale well for datasets with more than 5,000 cells (Andrews et al., 2021).\n\nA recent unsupervised method, weighted-nearest neighbour (WNN), was used to cluster cells using multiple data modalities (e.g. surface proteins and transcriptomes) measured in the same cell (Hao et al., 2020). This method uses k-nearest neighbours (kNN) to learn cell-specific modality “weights”. When applied to a multiomics dataset generated from human bone marrow samples (Stuart et al., 2019), it showed that the combination of surface proteins and gene expression was superior for identifying cell populations than using one data modality alone. Multiomic single-cell technologies quantifying both surface proteins and transcriptomes of individual cells (e.g. CITE-seq), could be ideally applied to the identification of surface targets for the design of cell based immunotherapies (Stoeckius et al., 2017)."} | 791106ed7f2fc3feb685df79b49747bb591071dc-4 | 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://discovery.ucl.ac.uk/id/eprint/10127121/1/Review-ML-applied-to-AML-Frontiers-20210402.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"haematopoietic stem cell transplantation, about 40% later relapse (Tsirigotis et al., 2016). Long-term survival following relapse is below 20% with a median survival of 4-6 months, an outcome that has not improved over the last two decades with conventional approaches (Tsirigotis et al., 2016; Medeiros, 2018; Lonetti et al., 2019) and novel therapies are therefore urgently needed (Lonetti et al., 2019).\n\nAML is a molecularly heterogeneous group of diseases with a complex mutational landscape, characterized by intra- and inter-patient variation (Figure 1A). Advances in next-generation sequencing and single-cell technologies have revealed that AML cells display genetic and epigenetic heterogeneity in different patients and even within the same patient multiple sub-clones co-exist, each carrying its own hierarchical structure and possessing distinct immunophenotypes (Miles et al., 2020).\n\nA non-genetic source of heterogeneity in AML is its proposed hierarchical structure, mimicking the cellular hierarchy in normal hematopoietic development (Figure 1B). In healthy individuals, this involves a stepwise differentiation process, with hematopoietic stem cells (HSCs) giving rise to progressively more mature blood cells (Velten et al., 2017; Karamitros et al., 2018; Liggett & Sankaran, 2020). LSCs lie at the top of AML cellular hierarchies, and carry an unlimited ability to self-renew as well as giving origin to a variety of more mature leukemic subsets (Tenen, 2003), each expressing characteristic patterns of cell surface markers. LSCs can persist in a dormant state, making them selectively unresponsive to conventional chemotherapies and allowing them to eventually fuel disease relapse. For these reasons, the effective targeting of LSCs underpins any successful treatment for AML.\n\nA promising approach is to target LSCs using immunotherapy with autologous T cells genetically redirected to express Chimeric Antigen Receptors (CARs). In fact, CAR-T cells can effectively target tumour cells irrespectively of their quiescent status. However, the lack of surface markers preferentially expressed on LSCs as opposed to healthy HSCs has hindered the development of cell-based immunotherapy strategies for AML, given the high risk of on-target off-tumour toxicity (Perna et al., 2017; Lamble & Tasian, 2019). In addition, some of the targets tested so far (e.g. CD33 or CD123) have heterogenous expression in the LSC compartment, with the risk of relapse due to their incomplete targeting (Mardiana & Gill, 2020). Upon relapse, genetic and immunophenotypic heterogeneity in AML LSCs further increases, complicating the discovery of ‘one fits all’ drug target (Ho et al., 2016).\n\nAs a result of AML’s heterogenous nature, CAR-T cell approaches against a single target are unlikely to be effective, thus the design of combinations of CAR-T cells against multiple targets requires a systematic characterization of the expression levels of surface antigens in AML cell populations at single-cell resolution (Figure 1C) (Perna et al., 2017).\n\nThe unprecedented resolution achieved with single-cell technologies has enabled the dissection of cell populations, including tumour and rare cell types that could not be identified using conventional bulk sequencing (Giustacchini et al., 2017; Aldridge & Teichmann, 2020). In AML, the quantitative phenotyping of leukemic cell profiles has allowed the identification of leukemic subsets without prior knowledge of phenotypic markers for their prospective isolation, opening up new analytical challenges"} | 791106ed7f2fc3feb685df79b49747bb591071dc-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://discovery.ucl.ac.uk/id/eprint/10127121/1/Review-ML-applied-to-AML-Frontiers-20210402.pdf | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"## Machine learning for taming cell heterogeneity in AML\n\n| Method | Type | Technique | Input Data | Outcome | Reference |\n|------------|-------------|------------------------------------|-------------------------------------------------|-------------------------------------------------------------------------|-------------------|\n| cNMF | Unsupervised| Non-negative matrix factorization | Expression matrix and several parameters | Identification of previously misclassified immature skeletal muscle cells in a published dataset from brain organoids | Kotliar et al. (2019) |\n| scCOGAPS | Unsupervised| Non-negative matrix factorization | Normalised and log-scaled expression matrix | Identification of gene expression signatures characteristic of discrete cell types in the developing retina | Stein-O’Brien et al. (2019) |\n| SCCAF | Unsupervised| Logistic Regression and self-projection | Expression matrix and several parameters | Identification of cell states associated with different stages of erythroid maturation in mouse | Miao et al. (2020) |\n| WWN | Unsupervised| K-nearest neighbours and Jaccard distance | Expression matrix and protein matrix (or any other single-cell measurement) | Single-cell multimodal analysis improves resolution of cell states in the immune system and identify previously unreported subpopulations | Hao et al. (2020) |\n| CellAssign | Supervised | Expectation-Maximization hierarchical model | List of cell markers, subset of expression matrix containing the marker | Resolution of malignant and non-malignant cells and their molecular dynamics during disease progression | Zhang et al. (2019) |\n\n13"} | 791106ed7f2fc3feb685df79b49747bb591071dc-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://it.vanderbilt.edu/techhub/20160428_tech_hub_flyer.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"You can walk up to any Tech Hub location for help with email and wireless configuration, VUnetID, and Software Store assistance.\n\nVisit it.vanderbilt.edu/techhub for the most current information on locations and hours."} | 33825008172c5313ef31c095a56e8e67545aa718-1 | 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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://webprofesores.iese.edu/jestrada/PDF/Courses/ECOWAY/ECOWAY_Syllabus.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"✓ Cleantown and Dirtyville are two very similar towns except in the fact that the air is very clean in the former and very polluted in the latter. The only reason some people choose to live in Dirtyville is that rents are much lower. Suppose the mayor of Dirtyville imposes a clean-air act that contemplates stiff penalties for polluters, and that the law is so effective that the air in Dirtyville quickly becomes as clean as that in Cleantown. Who benefits the most from this law?\n\n✓ Rhinos are an endangered species but cows are not. Why? What is the key factor driving the different fate of these two types of animals?\n\n**BLOCK 2: SELECTED TOPICS**\n\n• Sessions 8-9: Optimal Precaution\n\n✓ A doctor fails to perform a test on a patient. Eventually the patient develops a condition that could have been anticipated and prevented by running the test. Is the doctor negligent?\n\n✓ Edward Ivey was a GM engineer that in 1973 wrote a crash-safety report. The two-page ‘Ivey report,’ which we’ll discuss, became one of the most damning documents ever written for the auto industry.\n\n✓ We’ll also discuss the following related questions: Should companies run cost-benefit analyses on safety measures where life is at stake? If no, why? If yes, how?\n\n• Sessions 10-11: Optimal Punishment\n\n✓ Should fines be based on the harm caused by the offense or on the offender’s level of wealth?\n\n✓ The “three-strikes” law (commit a third crime and you go to prison for life) is popular among voters. But is it efficient? Is it the best way to punish repeat offenders?\n\n✓ The death penalty is the ultimate form of punishment, allowed in some countries and outlawed in some others. The moral debate is endless. But should it be allowed on *economic* grounds?\n\n• Sessions 12-13: Economics and the Environment\n\n✓ If you could save a person’s life by taking an action that costs $69 or another action that costs $180 million, which one would you choose? (Environmentalists would probably choose the other.)\n\n✓ You probably heard (more than enough) about the Kyoto agreement and the positions taken by different governments. What is your position? Should Kyoto be enforced? Should it be repealed?\n\n✓ Can a factory buy or sell the right to pollute? Yes, it can, and we’ll see how.\n\n• Session 14: Economics of Information\n\n✓ A drop of your blood contains genetic information very valuable to predict your future health. Should health insurers be entitled to this information? Should it remain private and for your own use only?\n\n✓ You are thinking of buying full insurance for your car so that instead of paying for indoor parking you could just park the car on the street (making it more likely that it will be stolen). Sounds like you’re going to get a free ride from the insurance company. Or are you?\n\n• Session 15: Marriage\n\n✓ If you think of marriage as a contract, which type would you prefer: The type that gives both parties the right to divorce without consent of the other party, or the type that does not allow divorce without proof or adultery, desertion, or abuse?\n\n✓ Did you know that in the first year after a divorce, women’s living standards fall by 27% while men’s living standards rise by 10%? Does this fact imply that divorce laws are unfair to women?"} | fa808f912bdc9587e96bd425e9d6ebc057399036-3 | 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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://webprofesores.iese.edu/jestrada/PDF/Courses/ECOWAY/ECOWAY_Syllabus.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"• **BLOCK 1: A CRASH COURSE IN ECONOMICS**\n\n♦ **Session 1: Introduction (Jan/14)**\n - Landsburg (1993), *The Armchair Economist*, chapter 1\n - Cooter & Ulen (2000), *Law & Economics*, chapter 2 (This is an optional reading. It is long but also very, very good, particularly if your economics are a bit rusty or if you had trouble following the Microeconomics course.)\n\n♦ **Session 2: Supply, Demand, and Equilibrium (Jan/15)**\n - Landsburg (1999), *Price Theory & Applications*, chapter 1\n\n♦ **Session 3: Rational (Individual) Behavior (Jan/21)**\n - Krugman & Wells (2005), *Microeconomics*, chapter 10\n\n♦ **Session 4: Competition (Jan/22)**\n - Mankiw (2004), *Principles of Economics*, chapter 14\n\n♦ **Session 5: Monopoly (Jan/28)**\n - Mankiw (2004), *Principles of Economics*, chapter 15\n\n♦ **Session 6: Externalities (Jan/29)**\n - Mankiw (2004), *Principles of Economics*, chapter 10\n\n♦ **Session 7: Public Goods (Feb/4)**\n - Mankiw (2004), *Principles of Economics*, chapter 11\n\n• **BLOCK 2: SELECTED TOPICS**\n\n♦ **Sessions 8-9: Optimal Precaution (Feb/5 and Feb/11)**\n - Ivey (1973)\n - Cooter & Ulen (1988), *Law & Economics*, chapter 9, section E\n\n♦ **Sessions 10-11: Optimal Punishment (Feb/12 and Feb/18)**\n - Friedman (2001), *Law’s Order*, chapter 15\n\n♦ **Sessions 12-13: Economics and the Environment (Feb/19 and Feb/25)**\n - Landsburg (1993), *The Armchair Economist*, chapter 24"} | fa808f912bdc9587e96bd425e9d6ebc057399036-5 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://webprofesores.iese.edu/jestrada/PDF/Courses/ECOWAY/ECOWAY_Syllabus.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"IESE BUSINESS SCHOOL\nTHE ECONOMIC WAY OF THINKING\n(ECOWAY)\n\nEconomics is most likely not what you think. Yes, many economists talk about “macro” issues such as inflation, unemployment, growth, and the like. But the real beauty of Economics is somewhere else; it is in its building blocks, in its very essence. Some people call that Microeconomics, but that is what Economics is really all about.\n\nSo what is it about? Economics is about finding a plausible and coherent explanation to apparently-simple but extremely-intriguing (and deceiving) problems: Why can seat belts increase the number of accidents? Why decreasing the supply of drugs can increase the crime rate? Why recycling may lead to a decrease in the number of trees? The answer to these and countless similar questions is surprisingly plausible; the method to reach those answers is through the impeccable logic of economic models; and the reaction of most people after learning the answer to this type of questions is to say “Why didn’t I think of something so obvious myself?!”\n\nEconomics attempts to explain and predict human (not just economic) behavior. Economic analysis consists of starting from a few plausible assumptions (people face constraints, people try their best to be happy); building a simple model based on those assumptions (no, a model does not have to be a bunch of equations); and using the model to understand how people behave and to predict their reactions to changes in the environment.\n\nTo illustrate the power and beauty of economic analysis, consider an apparently-simple question: Why is popcorn so expensive at the movie theater? The usual answer to this problem is that once you enter the theater, the theater owner has a monopoly on the sale of popcorn and uses his monopoly power to extract a high price from moviegoers. But the usual answer is wrong. Notice that once you entered the theater, the theater owner has a monopoly on a lot of things: He is the only supplier of restrooms, the only supplier of escalators, the only supplier of seats, and does not charge for any of these. The usual reaction to this argument is that, by charging for any of these things, customers would choose to go to other movie theaters; that is, because of competition among theaters these things are free. But again the usual reaction is wrong: It does not explain why theaters do not compete also on the price of popcorn and thus reduce it significantly. If competition drives the price of using the restrooms all the way down to 0, why doesn’t it at least lower a bit the price of popcorn?\n\nAs you see, the simple question is not so simple. In fact, our reasoning raised two possibilities: 1) Popcorn at the movie theater is not so expensive as it may appear once all the relevant costs are taken into account; or 2) popcorn does leave a substantial margin to the theater owner but we have to look beyond the monopoly story to explain it. (There is, in fact, a good answer to this question.) This what Economics, and this course, is all about.\n\nWe will spend seven sessions setting up (and all along applying) a basic framework of economic analysis, and the rest of the course using that framework to think about several issues. The following three pages briefly describe some of the questions we’ll address (and hopefully answer) during the course. Performance in the course will be evaluated through a final exam (70%) and class participation (30%). The final exam will take place in the last session of the course (Tuesday, Apr/8).\n\nMy office, phone number, email address, and Web page are U-309, 4322, [email protected], and http://web.iese.edu/jestrada. My office hours are unrestricted when I’m around."} | fa808f912bdc9587e96bd425e9d6ebc057399036-1 | 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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.katholische-kirche-lueneburg.de/fileadmin/etagen_subsitemanager/_St._Marien_Lneburg/texte/Infos_und_Archiv/Archiv/2019/20190831_Tag-in-der-Natur.pdf | 2 | {"primary_language":"de","is_rotation_valid":false,"rotation_correction":90,"is_table":false,"is_diagram":false,"natural_text":"Ein Tag in der Natur für Frauen\n31. August 2019\n\nKatholische Kirche, Lüneburg\n\nBitte denken Sie an wetterfeste Kleidung, angemessenes Schuhwerk, Decken für Sitzkissen und Getränke für den Tag.\nZusätzlich bitten wir Sie ein Suppenbesteck für den Mittagessen mitzubringen.\n\nAnmeldungen bitte bis 25. August 2019\nAnmeldung\n\nAnsprechpartnerin\nGerda Meyer\nGemeindereferentin\nemail: [email protected]\n\n31.08.2019 von 10.00 bis 16.00 Uhr\nEin Tag in der Natur am Kloster Medingen am\n\nSonstiges:\n\nIch möchte im Gemeindebus um 9.15 Uhr in Lüneburg an der St. Marien-Kirche mitgenommen werden.\n\nIch reise im eigenen PKW an.\n\n...und kann noch Personen mitnehmen.\n\nDer Unkostenbeitrag beträgt 15,- Euro.\n(Bitte bringen Sie den Betrag passend am 31. August mit.)\n\nOrt, Datum\nUnterschrift\n\nAnschrift:\nEmail:"} | d907539ed617744036bb85e12246114dc3f85b4f-2 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.katholische-kirche-lueneburg.de/fileadmin/etagen_subsitemanager/_St._Marien_Lneburg/texte/Infos_und_Archiv/Archiv/2019/20190831_Tag-in-der-Natur.pdf | 1 | {"primary_language":"de","is_rotation_valid":false,"rotation_correction":90,"is_table":false,"is_diagram":false,"natural_text":"**Caroline Rothe, Waldpädagogin**\n\nIch bin geboren und aufgewachsen in Hannover. Dort habe ich 1997 an der FH Hannover mein Diplom als Grafik-Designerin gemacht. Anschließend war ich als Projektleiterin in einer Werbeagentur tätig. 2007 habe ich die Ausbildung zur Natur- und Wildnispädagogin abgeschlossen. Seit 2017 bin ich freiberuflich als Waldpädagogin und in der Erwachsenenbildung tätig. Ich arbeite für den NABU Uelzen und die NLF.\n\nwww.waldwerk.de\n\n---\n\n**Tagesablauf**\n\nVon 10.00 Uhr bis 16.00 Uhr werden wir uns in und um das Kloster bewegen. Caroline Rothe begleitet uns mit interessanten Informationen über die Natur und Katja Ranke wird uns meditative Impulse zum Innehalten mitbringen.\n\nMittags werden wir uns aus den mitgebrachten Lebensmitteln eine schmackhafte Gemüsesuppe zubereiten.\n\n---\n\n**Ab ins Grüne: Eine Einladung zum Retreat**\n\nRetreat, ist das englische Wort für \"Rückzug\". Wir möchten einladen zu einer Auszeit im Kloster Wöltingerode. Wir werden eine Oase wahrer Menschlichkeit aufsuchen, um zu entdecken, wie wir zu unserer gesunden, natürlichen Balance zurückkehren können, die normalerweise durch den Alltag verloren geht.\n\n\"Es gibt eine Kraft, die Ewigkeit und diese ist grün.\" (Hildegard von Bingen)\n\nIm 12. Jahrhundert schrieb die Heilige Hildegard von Bingen über die heilende Kraft der Natur. Wir werden uns auf einen heilsamen, spirituellen und gemeinschaftlichen Weg begeben."} | d907539ed617744036bb85e12246114dc3f85b4f-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://repository.hkbu.edu.hk/cgi/viewcontent.cgi?article=8031&context=hkbu_staff_publication | 11 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"to malignant potential in ESCC through targeting EMT inducer, ZEB1 and was also associated with poor prog-\nnosis and tumour progression27. However, deregulation of miR-150 in NPC was still uncertain. In this study, \nwe were interested to know the functional role of miR-150 in NPC tumourigenesis. Through a series of \nin vitro gain-of-function and loss-off-function assays, diminished miR-150 was found to increase the HK-1 cell motility and invasiveness; while overexpression of miR-150 could significantly reserve the cellular behavior (Fig. 3A and B). \nWestern blotting analysis indicated that EMT marker proteins including E-cadherin, fibronectin and vimen-\ntin could be involved. Concomitant result showed that the suppression of E-cadherin protein and increment \nof fibronectin and vimentin proteins were found in the miR-150 knockdown HK-1 cells; while increase of E-cadherin and decrease of fibronectin and vimentin protein expression were detected in the miR-150 overex-pressed HK-1 cells. Obviously, dysregulation of miR-150 increased NPC cells motility through modulating EMT proteins expression. In fact, the EMT, where malignant tumour cells switch from a polarized epithelial phenotype to a highly motile mesenchymal phenotype, is one of the paramount steps during tumour progression28,29. We \nbelieved that miR-150 would be a key molecular regulator in NPC tumourigenesis.\n\nConclusion\nBy using a miRNA profiling technique, a series of remarkable miRNAs related to NPC have been found with high incidence percentage in the NPC patient group against non-NPC controls in this current study. Finding out a cancer-specific miRNA usually is difficult as each miRNA has multiple target genes and can function as tumour suppressor or oncogene in different cancers. Some of the researchers suggested the approach of monitor -\ning the change of relative expression level of certain miRNAs to predict the prognosis of cancer30,31. For example, \nmonitoring of the down-regulation of miR-133a, miR-133b, miR-205 and let-7d in HNSCC tumours served as indicators in the prognosis of HNSCC patients. Our data strengthened the feasibility of screening targeted miR -\nNAs as a non-invasive diagnostic and first line screen in the case of NPC. Furthermore, the gain-of-function and loss-of-function in vitro studies clear demonstrated the importance of miR-150 in NPC cell migration, invasion, \nand EMT, which are classified as key steps in tumour metastasis. Through identifying the functional role of tar -\ngeted miRNA, it also provided a foundation for further understanding of disease progression and therapeutic targets.\n\nReferences\n1. Sham, J. S. et al. Detection of subclinical nasopharyngeal carcinoma by fibreoptic endoscopy and multiple biopsy. Lancet. 335, \n371–374 (1990).\n2. Shanmugaratnam, K. & Sobin, L. H. The World Health Organization histological classification of tumours of the upper respiratory \ntract and ear. A commentary on the second edition. Cancer. 71, 2689–2697 (1993).\n3. Tabuchi, K., Nakayama, M., Nishimura, B., Hayashi, K. & Hara, A. Early detection of nasopharyngeal carcinoma. Int. J. Otolaryngol. 2011, 1–6 (2011).\n4. Niedobitek, G., Murray, P. G. & Young, L. S. Epstein–Barr virus infection in the pathogenesis of nasopharyngeal carcinoma. Mol. Pathol. 53, 248–254 (2000).\n\n| miRNAs | Dataset from this study | Dataset from Li (Li et al., 2011) | Dataset from Chen (Chen et al., 2009) | Dataset from Sengupta (Sengupta et al., 2008) |\n|--------|------------------------|---------------------------------|-----------------------------------|-----------------------------------------|\n| 205 | ↑ (13.0) | X | ↑ (4.0) | — (0.99) |\n| 196a | ↑ (12.9) | X | ND | ↓ (0.62) |\n| 149 | ↑ (6.8) | X | ND | — (0.95) |\n| 183 | ↑ (6.0) | X | ND | ↑ (2.06) |\n| 224 | ↑ (5.7) | X | ND | ↑ (4.1) |\n| 210 | ↑ (5.0) | ↓ (−14.27) | ND | — (1.0) |\n| 136 | ↑ (4.8) | X | ND | ↑ (1.7) |\n| 200c | ↑ (4.1) | X | ND | — (1.0) |\n| 141 | ↑ (3.5) | X | ND | — (1.2) |\n| 150 | ↓ (−5.3) | ↓ (−4.47) | ND | ↑ (1.52) |\n\n| Study groups | 17 NPC / 7 biopsy-negative FFPE tissues | 8 NPC / 4 normal donors snap-frozen NP tissues | 13 NPC snap-frozen tissues / 9 paired adjacent normal NP tissues from patients | 31 NPC samples/ 10 normal NP tissues (from 2 normal donors, 4 biopsy-negative tissues, 4 paired adjacent normal NP tissues) |\n|--------------|----------------------------------------|-----------------------------------------------|--------------------------------------------------------------------------------|------------------------------------------------------------------------------------------------|\n| NPC Staging | II, III, IV | II, III, IV | Unknown | II |\n| Differentiation | Undifferentiated | Poorly differentiation | Unknown | Unknown |\n| Origin | Hong Kong | Guangxi province of China | Taiwan | Taiwan |\n| Test method | Whole tissue/ Real time PCR | Whole tissue/ miRNA microarray | Whole tissue/ Real time PCR | Laser-capture microdissection / miRNA microarray |\n| Deregulation cut-off fold change | ± 3 folds q-value ≤ 0.05 | ± 3 folds | ± 1.5 folds |\n\nTable 5. Comparing the miRNA profiling data with other NPC publications. Remark: “↑”: Up regulation. “↓”: Down regulation. “—”: No significant difference. “X”: Either not expressed or non-detectable. “ND”: No data reported."} | 0881622185c5a8ea49d103c9362765dc6d7549e6-11 | 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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... |
https://repository.hkbu.edu.hk/cgi/viewcontent.cgi?article=8031&context=hkbu_staff_publication | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"and vimentin in HK1 cells when comparing with AS-control. These data suggested that the miR-150 possibly acts as a molecular mediator in NPC pathogenesis by modulating the EMT status of NPC cells.\n\n**Discussion**\n\nArchived FFPE specimens represent an excellent resource for biomarker discovery because documented clinico-pathological histories such as clinical symptoms, treatment outcomes and the long-term follow-up are available. With an objective of exploring the NPC-related miRNAs, a profiling analysis of topical cancer miRNAs on NPC FFPE tissues was conducted. We used a miRNA real-time PCR platform that covered 95 human cancer related miRNAs to investigate the expression profiles of miRNA in 17 NPC patients with undifferentiated tumours and 7 non-NPC patients. By considering the fold-change threshold and percentage of incidence, among the 95 screened miRNAs which have functional significance with regard to potential roles in cancer, cell development and apoptosis, ten miRNAs (miR-205, miR-196a, miR-149, miR-183, miR-224, miR-210, miR-150, miR-136, miR-200c and miR-141) were identified which may play a putative role in cancer development, metastasis and have potential as biomarkers for the detection of NPC.\n\nIn this study, we tried to compare our expression profile with that of other cancer types. Promisingly, a unique miRNA signature of NPC has been obtained, when comparing against head and neck squamous carcinoma (HNSCC), oesophageal squamous cell carcinoma (ESCC), lung cancer, breast cancer and pancreatic cancer (Table 4). Even though, the NPC is originated from nasopharynx and commonly spread to lymph nodes in neck nearby region, the pathology, aetiology and therapeutic response are different from other HNSCC and ESCC. As shown in Table 4, the expression pattern or individual expression of miRNAs candidates in NPC is very different with HNSCC and ESCC. Among these 10 miRNAs candidates, 6 (miR-196a, miR-183, miR-224, miR-136, miR-200c and miR-150) and 3 (miR-136, mi141 and 150) miRNAs have no data reported in HNSCC and ESCC, respectively. Moreover, expression pattern of miR-205 and miR-149 in HNSCC and ESCC; and miR-210 in ESCC, were opposite to our data. Our miRNA profile further indicated that the underlying genetic aberrations and carcinogenesis pathways of NPC are very different from these similar cancer cases. Besides, we also compared our data with other NPC profiling studies, but data was non-concordant with their results. As mentioned by Li et al., the reasons of discrepancies on the findings would be numerous. As shown in Table 5, the clinical samples used by each group were different in nature and processing procedures such as FFPE and snap frozen tissues, and sources of origin. Secondly, the detection methods including microarray or real-time PCR and data processing procedures (threshold cut-off) were different. Thirdly, the choice of normal reference was also different. We believe these heterogeneities greatly contributed to the discrepancy in the data comparison. Moreover, we know that the clinical outcomes of the treatment in differentiated and undifferentiated type NPC are very different. The former is insensitive to radiotherapy and more invasive, while the latter is very sensitive to radiotherapy. This may be due to the difference of genetic modulation of tumourigenesis of these two types of NPC. Obviously, our miRNA profile showed consistency to this hypothesis with significant difference from the differentiated NPC miRNA profile. In some circumstances, it represented the difference in genetic aberrations and carcinogenesis pathways among them.\n\n| miRNAs | Deregulation in Cancer | Functional Significances | References |\n|--------------|------------------------|----------------------------------------------------------------------------------------|-----------------------------|\n| miR-205 | ↑ | modulates cellular invasion and metastasis and EMT in ESCC, bladder and prostate cancer | Chen et al.8 |\n| miR-196a | ↑ | promotes cell survival, metastasis and oncogenic phenotype in colorectal and gastric cancer ESCC | Schimanski et al.35 |\n| miR-149 | ↑ | promotes EMT and invasion in NPC cell lines | Luo et al.18 |\n| miR-183 | ↑ | modulates the invasive and metastatic propensities of lung adenocarcinoma, promotes tumour cell dissemination, and tumour initiating capacity of pancreatic and colorectal cancer cells, and migration of cancer stem cells | Yang et al.38 |\n| miR-224 | ↑ | promotes cell proliferation, migration, invasion and anti-apoptosis in HCC | Zhang et al.40 |\n| miR-210 | ↑ | modulates the cell survival and angiogenesis which facilitate the metastasis, induce the metastatic potential of HCC | Tsurumi et al.41 |\n| miR-136 | ↑ | regulates glioblastoma cell growth and migration, promotes cell growth in NSCLC | Jeansonne et al.44 |\n| miR-200c & miR-141 | ↑ | promotes migration and invasion ability of NPC, HNSCC, and NSCLC, promotes EMT in colorectal cancer, promotes angiogenesis in NSCLC | Burk et al.46 |\n| miR-150 | ↓ | induces EMT and contributes to malignant potential in epithelial ovarian and colorectal cancer | Pizzini et al.51 |\n\nTable 3. Summary of the biological function of miRNA candidates. Remark: “↑” indicates up-regulation; “↓” indicates down-regulation. Head and Neck Squamous Cell Carcinoma (HNSCC). Non-small Cell Lung Cancer Adenocarcinoma (NSCLC). Esophageal Squamous Cell Carcinoma (ESCC). Hepatocarcinoma Cells (HCC)."} | 0881622185c5a8ea49d103c9362765dc6d7549e6-8 | 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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://repository.hkbu.edu.hk/cgi/viewcontent.cgi?article=8031&context=hkbu_staff_publication | 12 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"5. Report of Nasopharyngeal Cancer, Center for Health Protection, Department of Health, HKSAR. http://www.chp.gov.hk/en/content/9/25/54.html (2011).\n\n6. Negrini, M., Nicoloso, M. S. & Calin, G. A. MicroRNAs and cancer-new paradigms in molecular oncology. *Curr. Opin. Cell Biol.* **21**, 470–479 (2009).\n\n7. Zhao, L. Q., Chen, X. & Cao, Y. miRNA and nasopharyngeal carcinoma. *Chinese Sci Bull.* **56**, 722–728 (2011).\n\n8. Chen, H. C. *et al.* MicroRNA deregulation and pathway alterations in nasopharyngeal carcinoma. *Br. J. Cancer.* **100**, 1002–1011 (2009).\n\n9. Li, T. *et al.* MicroRNA expression profiling of nasopharyngeal carcinoma. *Oncol. Rep.* **25**, 1353–1363 (2011).\n\n10. 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Med.* **33**, 879–886 (2014)."} | 0881622185c5a8ea49d103c9362765dc6d7549e6-12 | 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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.compendium.pl/szkolenie-pdf/9694 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Create networks and subnets.\nExplain how IPv4 addresses are assigned to Compute Engine instances.\nPublish domain names using Google Cloud DNS.\nCreate Compute Engine instances with IP aliases.\nCreate Compute Engine instances with multiple virtual network.\n\nControlling Access to VPC Networks\nOutline how IAM policies affect VPC networks.\nControl access to network resources using service accounts.\nControl access to Compute Engine instances with tag-based firewall rules.\n\nSharing Networks across Projects\nOutline the overall workflow for configuring Shared VPC.\nDifferentiate between the IAM roles that allow network resources to be managed.\nConfigure peering between unrelated VPC Networks.\nRecall when to use Shared VPC and when to use VPC Network Peering.\n\nLoad Balancing\nRecall the various load balancing services.\nConfigure Layer 7 HTTP(S) load balancing.\nWhitelist and blacklist IP traffic with Cloud Armor.\nCache content with Cloud CDN.\nExplain Layer 4 TCP or SSL proxy load balancing.\nExplain regional network load balancing.\nConfigure internal load balancing.\nRecall the choices for enabling IPv6 Internet connectivity for Google Cloud load balancers.\nDetermine which Google Cloud load balancer to use when.\n\nHybrid Connectivity\nRecall the Google Cloud interconnect and peering services available to connect your infrastructure to Google Cloud.\nExplain Dedicated Interconnect and Partner Interconnect.\nDescribe the workflow for configuring a Dedicated Interconnect.\nBuild a connection over a VPN with Cloud Router.\nDetermine which Google Cloud interconnect service to use when.\nExplain Direct Peering and Partner Peering.\nDetermine which Google Cloud peering service to use when.\n\nNetworking Pricing and Billing\nRecognize how networking features are charged for.\nUse Network Service Tiers to optimize spend."} | 64a9b2e97ddf581963cbaaaf75b21d5e30c895bc-2 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.compendium.pl/szkolenie-pdf/9694 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Szkolenie: Google Cloud\nNetworking in Google Cloud\n\n| FORMA SZKOLENIA | MATERIAŁY SZKOLENIOWE | CENA | CZAS TRWANIA |\n|----------------|----------------------|--------------|--------------|\n| Stacjonarne | Cyfrowe | 3000 PLN NETTO* | 2 dni |\n| Stacjonarne | Tablet CTAB | 3400 PLN NETTO* | 2 dni |\n| Metoda dlearning | Cyfrowe | 3000 PLN NETTO* | 2 dni |\n| Metoda dlearning | Tablet CTAB | 3400 PLN NETTO* | 2 dni |\n\n* (+VAT zgodnie z obowiązującą stawką w dniu wystawienia faktury)\n\nLOKALIZACJE\nKraków - ul. Tatarska 5, II piętro, godz. 9:00 - 16:00\nWarszawa - ul. Bielska 17, godz. 9:00 - 16:00\n\nDOSTĘPNE TERMINY\n2020-08-27 | 2 dni | TRYB ZDALNY (Termin gwarantowany, Last minute)\n\nCel szkolenia:\nThis two-day instructor-led class gives participants broad study of networking options on Google Cloud. Through a combination of presentations, demonstrations, and hands-on labs, participants explore and deploy Google Cloud networking technologies, such as Google Virtual Private Cloud (VPC) networks, subnets, firewalls; interconnection among networks; load balancing; Cloud DNS; Cloud CDN; Cloud NAT. The course will also cover common network design patterns and automated deployment using Deployment Manager or Terraform.\n\nAudience:\nThis class is intended for network engineers and network admins that are either using Google Cloud or are planning to do so. The class is also for individuals that want to be exposed to software-defined networking solutions in the cloud.\n\nThe course includes presentations, demonstrations, and hands-on labs.\n\nPlan szkolenia:\n- Google Cloud VPC Networking Fundamentals\n - Recall that networks belong to projects.\n - Explain the differences among default, auto, and custom networks."} | 64a9b2e97ddf581963cbaaaf75b21d5e30c895bc-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... |
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