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https://inl.gov/wp-content/uploads/2020/04/2019-HR-Letter-combined.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Inclusive diversity goes beyond affirmative action. Inclusive diversity encompasses acceptance and respect of individual differences. Individual differences can include race, ethnicity, gender, gender identity/expression, socio-economic status, age, disabilities, religion, physical attributes, sexual orientation, marital status, and more. An inclusive work environment values individual differences and encourages employees to contribute to the maximum of their abilities in a safe, fair, and positive environment.\n\nTo that end, BEA will seek to be recognized as a model employer in our community and the nation. BEA is committed to inclusive diversity where:\n\n- We respect and value individual differences\n- We collaborate and seek out diverse opinions and viewpoints\n- We attract and retain a diverse workforce\n- We reach our individual potential while in support of business objectives\n- We recognize and reward staff for supporting these key principles\n- Our leaders advocate diversity\n\nEmployees should immediately report incidents of harassment or discrimination. Reports may be made to the employee’s supervisor or manager, the next level of leadership management, Employee Relations Consultant, Human Resource Business Partner, any member of management, or the Legal Office. During evening, night, weekend, and holiday shifts, reports can be made to the Warning Communications Center (526-1515). Additionally, managers must notify their Human Resource Business Partner immediately upon receiving an allegation of harassment or discrimination.\n\nDisciplinary action, up to and including termination, will be taken for any acts of retaliation directed at an employee who files a complaint, assists or participates in an investigation, opposes any unlawful act or practice, or exercises any other right."} | 8f8801d34aa8547c2b6ce0e036fe97037335bcb8-2 | 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qwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://inl.gov/wp-content/uploads/2020/04/2019-HR-Letter-combined.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Date: January 18, 2019\n\nTo: All Employees\n\nFrom: Mark T. Peters, Laboratory Director\n\nSubject: ANNUAL AFFIRMATIVE ACTION AND DIVERSITY COMMITMENT\n\nBattelle Energy Alliance (BEA) is committed to maturing and sustaining the Department of Energy’s Idaho National Laboratory’s (INL) mission to discover, demonstrate, and secure innovative nuclear energy solutions and other clean energy sources, and protect the nation’s power grids and other vital systems against man-made and natural threats. We believe that developing an inclusive and diverse workforce is critical to our success. The Idaho National Laboratory needs the creative talents and the enthusiastic commitment of every BEA employee. Creativity and commitment thrive in an environment of true inclusive diversity.\n\nBEA is committed to an effective affirmative action program. As a world-class research organization, BEA must recruit, develop and maintain the best-available talent. BEA supports a unique bias-free workplace where employees and candidates for employment are respected for their talent, experience, and ideas.\n\nBEA is committed to providing employees and applicants for employment the assurance that all employment decisions are made without regard to Race, Color, Religion, Gender, National Origin, or Age. In addition, there will be no discrimination in employment based on marital status, pregnancy, sexual orientation, gender identity/expression, family responsibilities, genetic information, disability, or veteran status. Personnel procedures will be administered without discrimination in actions such as recruitment, hiring, transfer, promotion, reduction-in-force, reinstatement, compensation, benefits, training and education, tuition assistance, social and recreational programs. In addition, BEA will make reasonable accommodations for religious needs, and for employees with disabilities in accordance with applicable laws.\n\nBEA is committed to maintaining a work environment that is free from unlawful discrimination and harassment. In keeping with this commitment, BEA will not tolerate harassment of applicants or employees by anyone, including managers, coworkers, other employees, suppliers, subcontractors, or customers of BEA. Employees and applicants shall not be subject to harassment, intimidation, threats, coercion, retaliation, or discrimination because they have engaged in or may engage in any activity allowed by law. Each manager and employee is responsible for supporting BEA’s objectives and procedures to ensure equal employment opportunity and a work environment free from harassment and discrimination."} | 8f8801d34aa8547c2b6ce0e036fe97037335bcb8-1 | 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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.cmaj.ca/content/cmaj/early/2015/11/23/cmaj.150535.full.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Dose–response analysis with restricted cubic spline functions\n\nFor all-cause mortality, data from 13 studies including 26,636 deaths were used. The departure from a linear relation was not significant ($p_{\\text{for nonlinearity}} = 0.1$). Compared with 45 beats/min, the risk of all-cause mortality increased significantly with increasing levels of resting heart rate (Figure 3A).\n\nFor cardiovascular mortality, data from 10 studies including 6,502 deaths were used. The departure from a linear relation was not significant ($p_{\\text{for nonlinearity}} = 0.6$). Compared with 45 beats/min, the risk of cardiovascular mortality increased significantly at 90 beats/min (Figure 3B).\n\nWith use of 70 beats/min as the reference, the linear dose–response analysis indicated a protective effect of lower resting heart rate (45–69 beats/min) on risk of all-cause and cardiovascular mortality, respectively (Appendix 4, www.cmaj.ca/lookup/suppl/doi:10.1503/cmaj.150535/-/DC1).\n\nInterpretation\n\nResults from this meta-analysis suggest the risk of all-cause and cardiovascular mortality increased by 9% and 8% for every 10 beats/min increment of resting heart rate. Compared with 45 beats/min, the risk of all-cause mortality increased significantly with increasing resting heart rate in a linear relation, but a significantly increased risk of cardiovascular mortality was observed at 90 beats/min. The threshold (90 beats/min) associated with cardiovascular mortality is consistent with the traditionally defined tachycardia threshold of 90 or 100 beats/min for prevention of cardiovascular disease.\n\nOne mechanism is that higher resting heart rate is a marker of an imbalance between the vagal and the sympathetic tone, and dysfunctional autonomic nervous activity likely plays a central role in the pathogenesis of numerous adverse health conditions. A relatively high heart rate has direct detrimental effects on progression of coronary atherosclerosis, on occurrence of myocardial ischemia and ventricular arrhythmias, and on left ventricular function. In this meta-analysis, the magnitude of association between resting heart rate and all-cause mortality was stronger than that with cardiovascular mortality, and this discrepancy can be expected because resting heart rate has also been found to be associated with noncardiovascular mortality.\n\nOne main concern lies in whether a high resting heart rate is an independent predictor, because higher heart rates coexist with traditional risk factors of cardiovascular disease and poor health status. Overall, the association of resting heart rate with risk of all-cause and cardiovascular mortality is independent of traditional risk factors of cardiovascular disease, suggesting that resting heart rate is a predictor of mortality in the general population. In addition, previous studies found that resting heart rate is also related to prognosis in settings of substantial cardiovascular comorbidities, such as renal disease, erectile dysfunction and pulmonary hypertension, as well as in noncardiovascular conditions such as chronic obstructive pulmonary disease.\n\nFigure 3: The dose–response analysis of resting heart rate with risk of (A) all-cause mortality and (B) cardiovascular mortality. The solid and long dash lines represent the estimated relative risks (RRs) and 95% confidence intervals. The short dash lines represent the linear relation."} | 2e36529c0e36ceb9881d6f2fbf9e86f8f3d99553-8 | 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.cmaj.ca/content/cmaj/early/2015/11/23/cmaj.150535.full.pdf | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"every 10 beats/min increment was 1.08 (95% CI 1.06–1.10) (Figure 2). Publication bias was detected (p < 0.01), and the corrected effect with the trim-and-fill method was 1.03 (95% CI 1.01–1.06). No individual study had an excessive influence to the pooled effect in sensitivity analysis. The relative risk of cardiovascular mortality was 1.08 (95% CI 0.99–1.17) for those with a resting heart rate of 60–80 beats/min and 1.33 (95% CI 1.19–1.47) for those with a rate of greater than 80 beats/min.\n\n**Subgroup analysis and meta-regression**\n\nAs shown in Tables 2 and 3, between-study heterogeneity was found. Overall, no single factor successfully explained the between-study heterogeneity; however, when all of the factors were included in meta-regression simultaneously, they explained all (100%), most (89.2%, 61.9%) or part (44.9%, 37.6%) of the heterogeneity (Appendix 3, www.cmaj.ca/lookup/suppl/doi:10.1503/cmaj.150535/-/DC1).\n\nTo examine potential influencers (e.g., medication and disease states) of resting heart rate, we conducted several subgroup analyses. Among patients not taking heart rate–lowering medication, the relative risk of all-cause and cardiovascular mortality was 1.11 (95% CI 1.06–1.16) and 1.13 (95% CI 1.07–1.19), respectively, with each 10 beats/min increment. To take into account the possibility of an effect by an existing or preclinical disease at baseline, we conducted a separate analysis in which deaths within the first 6 months to 5 years of follow-up were excluded, and the risk of all-cause mortality and cardiovascular mortality with each 10 beats/min increment was 1.09 (95% CI 1.06–1.13) and 1.09 (95% CI 1.05–1.12), respectively. For studies excluding patients with cardiovascular disease at baseline, the relative risk of all-cause mortality and cardiovascular mortality with each 10 beats/min increment was 1.09 (95% CI 1.06–1.12) and 1.06 (95% CI 1.04–1.08), respectively.\n\n| Study | RR (95% CI) |\n|-------------------|-----------------|\n| Greenland29 (M) | 0.95 (0.87–1.03) |\n| Greenland29 (W) | 0.99 (0.89–1.11) |\n| Benetos28 (M) | 1.00 (0.93–1.08) |\n| Tverdal13 (W) | 1.00 (0.93–1.07) |\n| Reunanen32 (M) | 1.01 (0.99–1.03) |\n| Reunanen32 (W) | 1.01 (0.98–1.04) |\n| Saxena60 | 1.01 (1.00–1.03) |\n| Okamura39 (W) | 1.02 (0.86–1.21) |\n| Nauman53 | 1.03 (1.02–1.04) |\n| Kristal-Boneh31 | 1.05 (0.98–1.12) |\n| Benetos28 (W) | 1.05 (1.02–1.09) |\n| Kizilbash45 (W) | 1.06 (0.99–1.14) |\n| Legeai51 | 1.06 (0.98–1.14) |\n| Cheng35 | 1.06 (0.90–1.25) |\n| Seccareccia34 | 1.08 (1.02–1.14) |\n| Okamura39 (M) | 1.10 (0.89–1.36) |\n| Tverdal13 (M) | 1.10 (1.05–1.15) |\n| Sandvik26 | 1.11 (0.88–1.39) |\n| Hansen44 | 1.12 (0.99–1.27) |\n| Jensen49 | 1.12 (1.08–1.15) |\n| Nilsson33 (M) | 1.14 (1.07–1.22) |\n| Mensink27 (W) | 1.14 (0.93–1.39) |\n| Nilsson33 (W) | 1.15 (0.92–1.24) |\n| Cooney12 (M) | 1.15 (1.07–1.25) |\n| Savonen41 | 1.16 (0.96–1.40) |\n| Kizilbash45 (M) | 1.16 (1.07–1.26) |\n| Ho64 | 1.16 (1.04–1.30) |\n| Fouque61 | 1.17 (0.99–1.38) |\n| Cooney12 (W) | 1.20 (1.06–1.37) |\n| Mensink27 (M) | 1.30 (1.07–1.58) |\n| Hozawa38 | 1.37 (1.11–1.69) |\n| Woodward55 | 1.42 (1.30–1.55) |\n| **Overall** (I2 = 81.0%) | **1.08 (1.06–1.10)** |\n\nFigure 2: Risk of cardiovascular mortality for each 10 beats/min increase in resting heart rate. Note: CI = confidence interval, M = men, RR = relative risk, W = women."} | 2e36529c0e36ceb9881d6f2fbf9e86f8f3d99553-7 | 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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.cmaj.ca/content/cmaj/early/2015/11/23/cmaj.150535.full.pdf | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"10. Leistner DM, Klotsche J, Palm S, et al. Resting heart rate as a tool for risk stratification in primary care: does it provide incremental prognostic information? *Eur J Prev Cardiol* 2012; 19:275-84.\n\n11. Morcet JF, Safar M, Thomas F, et al. Associations between heart rate and other risk factors in a large French population. *J Hypertens* 1999; 17:1671-6.\n\n12. Cooney MT, Vartiainen E, Laatikainen T, et al. Elevated resting heart rate is an independent risk factor for cardiovascular disease in healthy men and women. *Am Heart J* 2010; 159:612-619.e3.\n\n13. Tverdal A, Hjellvik V, Selmer R. Heart rate and mortality from cardiovascular causes: a 12 year follow-up study of 379,843 men and women aged 40-45 years. *Eur Heart J* 2008; 29:2772-81.\n\n14. 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Relation of resting heart rate to risk for all-cause mortality by gender after"} | 2e36529c0e36ceb9881d6f2fbf9e86f8f3d99553-10 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.hal.inserm.fr/inserm-01867110/file/pone.0150434.pdf | 14 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Fig 7. CD45RO⁻ and CD69⁻ cells can degranulate in vitro. PBMCs from healthy donors (HD) and patients with different hematological malignancies were purified as in Fig 1 and were incubated for 4 hours with target K562 tumor cells at the effector:target ratio of 10:1. A) Percentage of CD107a⁺ NK cells in the six different NK cell subsets (CD45RA/CD45RO/CD69 expression) described in Fig 5B. Bars represent the mean ± SD for each medical condition. B) Cells were treated as in A, but they were labeled with anti-CD45RA and CD69."} | 7f288dccc58846ace913fbf022f8a7cdcd0c1722-14 | 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.hal.inserm.fr/inserm-01867110/file/pone.0150434.pdf | 15 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"hematological malignancies partly retained the capacity to degranulate, remarkably CD45RA\\textsuperscript{dim} cells.\n\nMoreover, in our analysis we could have under-evaluated the percentage of CD69\\textsuperscript{-} or CD45RA\\textsuperscript{dim} cells that degranulated because after four hours of incubation with target cells the expression of CD69 and/or CD45 isoforms might have changed. We thus incubated PBMCs before with anti-CD69 and -CD45RA antibodies to determine the basal NK cell phenotype, and then we analyzed CD107a expression after exposure to K562 cells (Fig 7B and S3 Fig).\n\nIndeed, the NK cell profile before contact with target cells was similar to the phenotype observed \\textit{ex vivo}, showing that this was an efficient approach. After \\textit{in vitro} incubation with target cells (4 h), the number of CD69\\textsuperscript{+} cells rapidly increased in both, the CD45RA and CD45RA\\textsuperscript{dim} populations (about 100% increase in both subsets). However, the overall percentage of CD45RA and CD45RA\\textsuperscript{dim} cells remained stable during this time (Fig 7B and S3 Fig).\n\nHence, in contrast to CD69, CD45RA expression is not modified by activation at least in these settings. We realized that degranulation of CD69\\textsuperscript{-} NK cells from healthy donors was higher than showed in Fig 7A (Fig 7C). In fact, 17% of CD45RA\\textsuperscript{-}CD69\\textsuperscript{-} degranulated when we labeled cells before cytotoxic assay compared to 2% if we labeled later. Conversely, the opposite was found in CD45RA\\textsuperscript{-}CD69\\textsuperscript{+} cells. Cells encountering the proper targets probably gained both CD69 and CD107a expression at the same time. This was also evident in NK cells from patients with hematological cancers in whom a large part of cells that degranulated were at the beginning CD69\\textsuperscript{-} cells (S4 Fig). Something similar occurred in CD45RA\\textsuperscript{dim} cells: more CD45RA\\textsuperscript{dim}CD69\\textsuperscript{-} cells had degranulated than those observed when the labeling was a posteriori of the cytotoxic assay. The CD45RA\\textsuperscript{dim} cells that gained CD69 expression after exposure to target cells were mainly CD56\\textsuperscript{dim}CD16\\textsuperscript{dim} and fully mature CD56\\textsuperscript{dim}CD16\\textsuperscript{+} (data not shown). In summary, CD45RA\\textsuperscript{dim} cells can also respond to target cells at least by gaining CD69 and CD107a expression. Our results showed that degranulating cells acquired CD69. This would explain by \\textit{ex vivo} most CD107a\\textsuperscript{+} cells were CD69\\textsuperscript{+}.\n\n\\section*{Discussion}\n\nIdentification of new human NK cell populations is important for understanding their physiology and for improving their therapeutic use in the clinic. We show here that like in T cells \\cite{27}, CD45 increases in NK cells during maturation. Conversely, some CD45RA\\textsuperscript{dim} cells, which show several features of immature cells, do not compensate CD45RA low levels with expression of CD45RO. These CD45RA\\textsuperscript{dim} cells are also enriched in the CD56\\textsuperscript{bright} compartment, which is usually linked to immature cells. It is believed that CD56\\textsuperscript{bright} NK cells are precursors of CD56\\textsuperscript{dim} NK cells, including \\textit{in vivo} \\cite{14}. This would suggest that these cells should proliferate and/or have an active metabolism. However, we show here that some of CD56\\textsuperscript{bright} cells are quiescent. These CD45RA\\textsuperscript{dim} cells can quickly react \\textit{in vitro} to target cells i.e. expression of CD69 and degranulation. However, \\textit{ex vivo} they do not show any of these features. We hypothesize that these dormant, CD45RA\\textsuperscript{dim}, cells can be a reservoir of NK cells without energetic cost for the host. These cells are largely expanded when the immune system is regenerating as in HSCT patients or under pathological conditions such as a hematological neoplasia."} | 7f288dccc58846ace913fbf022f8a7cdcd0c1722-15 | 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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.hal.inserm.fr/inserm-01867110/file/pone.0150434.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"2.2. Peripheral blood mononuclear cell (PBMC) purification\n\nBone marrow and peripheral blood samples were obtained from patients with different hematological diseases and from healthy donors after informed consent. Cells were purified by Ficoll-Hypaque (Sigma) density-gradient centrifugation. Briefly, 3–6 ml of 1:2 diluted blood or 1:3 diluted bone marrow samples in RPMI were added on top of 5 ml of Histopaque. Cells were centrifuged at 1600 rpm and at 20°C without break for 30 minutes. Mononuclear cells were collected from the interlayer white ring. After washing in RPMI, cells were suspended in complete RPMI medium supplemented with 10% FBS (Invitrogen).\n\n2.3. In vitro NK cell stimulation protocol\n\nPBMCs, 1.10⁶ cells/ml, were stimulated during 10 or 20 days with a high dose of IL-2 (1000 U/ml, eBiosciences) or with the lymphoblastoid EBV cell line PLH together with IL-2 (100 U/ml) and IL-15 (5 ng/ml, Miltenyi).\n\n2.4. Selection of patients\n\nData and samples from patients with different hematological cancers were collected at the Clinical Hematology Department of the CHU Montpellier, France, after patient’s written consent that were collected and kept by the CHU Montpellier [17, 26]. Following French regulations, patients were enrolled in two independent clinical programs approved by the “Comités de Protection des Personnes Sud Méditerranée I”: ref 1324 and HEMODIAG_2020 (ID-RCB: 2011-A00924-37). All samples from cancer patients were collected at diagnosis and included HD, Healthy donor (n<sub>bs</sub> = 10); MM, multiple myeloma (n<sub>bs</sub> = 19, n<sub>bms</sub> = 20); B-CLL, B-cell chronic lymphocytic leukemia (n<sub>bs</sub> = 15); BCL, B-cell lymphoma (n<sub>bs</sub> = 14); AML, acute myeloid leukemia (n<sub>bs</sub> = 14); bs, blood samples; bms, bone marrow samples.\n\n2.5. Multicolor Staining of Cell Surface Markers\n\nPBMCs were stained with 7AAD (Beckman) to identify viable cells and with the following anti-CD25-FITC, -CD45RO-FITC, -CD161-FITC, -CD3-PE, -CD19-PE, -CD62L-PE, -CD69-PE, -CD138-PE, -CD314(NKG2D)-PE, -CD3-ECD, -CD19-ECD, -CD38-ECD, -CD56-PECy7, -CD3-APC, -CD56-APC, -GzB-AlexaFluor700, -CD19-AlexaFluor700, -CD20-APC-AlexaFluor750, -CD45-APC-AlexaFluor750, -CD45RA-APC-AlexaFluor750, -CD5-PacificBlue, -CD16-PacificBlue, -CD57-PacificBlue, -CD45-KromeOrange, -CD16-KromeOrange (Beckman), -CD158b-FITC, -CD158a-PE, -CD107a-HV500, -Ki-67-V450 (BD Biosciences), -CD45RA-FITC, -CD45RO-PE, -CD159a(NKG2A)-PE, -CD335 (NKp46)-PE, -CD94-PE-Vio770, -CD335(NKp46)-PE-Vio770, -CD45RO-APC, -CD14-VioBlue, -CD19-VioBlue, -CD158e-VioBlue (Miltenyi Biotec) and -CD71-APC (ImmunoTools) antibodies against surface markers for cell phenotyping. Briefly, 1x10⁶ cells were incubated with the different antibodies in PBS/2% FBS at 37°C for 30 minutes. Cells were then washed and suspended in 200–250 μl PBS/2% FBS and staining was analyzed using a Gallios flow cytometer (Beckman) and the Kaluza software.\n\nViable lymphocytes were gated using FSC/SSC and 7AAD staining. B lymphocytes (CD19+), T lymphocytes (CD3+CD56-) and NK cells (CD56+CD3-) were differentiated based on CD19, CD3 or CD56 expression. NK cells were then separated into four distinct populations based on CD45RA and CD45RO expression: CD45RA+RO- (CD45RA), CD45RA+RO+ (CD45RARO), CD45RA<sup>dim</sup>RO- (CD45RA<sup>dim</sup>), CD45RA<sup>dim</sup>RO+ (CD45RA<sup>dim</sup>RO). These different populations were then analyzed for CD16, CD57, CD62L, CD69, CD71, CD94, CD107a."} | 7f288dccc58846ace913fbf022f8a7cdcd0c1722-4 | 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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.solarthermalworld.org/sites/gstec/files/HighCombi%20Market%20Study.pdf | 14 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"In Figure 10 a breakdown of the energy consumption for the heat supply for space heating and water heating in households can be seen. Almost 80% of this demand is covered from oil and Gas.\n\nFigure 10: Breakdown of space heating and water heating energy mix of households in Germany, source: NRDLINK 4.1 and calculations by EEG\n\nFigure 11 shows the energy consumption in the heat and air conditioning sectors that are relevant to the potential of solar thermal. The dominant sector is the space heating sector for households and in the services sector followed by low temperature industry processes and water heating in households. The energy demand for air conditioning is of minor importance.\n\nFigure 11: Summary of energy consumption in heat and air conditioning sectors relevant for the potential of solar thermal in Germany, (Note: energy consumption for air conditioning is electricity consumption), source: calculations by EEG"} | cb314efc0157225ec2108ada0d64c854536c881d-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://www.solarthermalworld.org/sites/gstec/files/HighCombi%20Market%20Study.pdf | 28 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"and 26.3 TWh (RDP). The specific collector area needed to reach these goals will be between 2 m² (BAU) and 8 m² (RDP) per inhabitant. The resulting total collector area will be between 16 million m² (BAU) and 66 million m² (RDP) (for more details see Figure 21 respectively Figure 22).\n\nBy means of the results of the related report it is shown that if the whole potential for solar thermal is used nevertheless enough building area will"} | cb314efc0157225ec2108ada0d64c854536c881d-28 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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.solarthermalworld.org/sites/gstec/files/HighCombi%20Market%20Study.pdf | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"size depend on the employed solar cooling technology. The use of solar collectors should be maximised by also supplying heat to cover space heating or SHW loads. Hot-water storage may be integrated between the solar collectors and the heat-driven chiller to dampen the fluctuations in the return temperature of the hot water from the chiller. The storage size depends on the application: if cooling loads mainly occur during the day, then a smaller storage will be necessary than when the loads peak in the evening. Heating the hot-water storage by the backup heat source should be strictly avoided. The storage’s only function is to store excess heat of the solar system and to make it available when sufficient solar heat is not available. Specific guidelines and an overview of various applications are reported in [Balaras et al. 2006].\n\nThe main “drawback” of solar combi systems has been the fact that during summer the available high solar radiation and the heat produced from the solar collectors could not be fully utilized, thus making the system financially less attractive, limiting its use to the low SHW summer demand. In addition, there are some technical problems related to stagnation (i.e. the condition when the medium in the solar collector loop vaporizes as a result of high solar radiation availability and low thermal demand). Since high building cooling loads generally coincide with high solar radiation, the readily available solar heat from the existing solar collectors can be exploited by a heat driven cooling machine, thus extending the use of the solar field throughout the year; SHW and space heating in winter and SHW and cooling in summer.\n\n### 2.1 Solar Thermal Systems in Austria\n\nConsidering the technical life span of solar thermal systems, approx. 4.5 million m² of solar thermal collectors were put in operation in Austria in the year 2010. This corresponds to an installed thermal capacity of 3,191 MW\\text{th}.\n\nThe solar yield of the solar thermal systems in operation in Austria was equal to 1,876 GWh\\text{th} in 2010. Taking into consideration the usual heat mix in Austria, the avoided CO₂-emissions are 411,596 tons. In 2010 a total of 285,787 m² solar thermal collectors were installed, which corresponds to an installed thermal capacity of 200 MW\\text{th}. 94% of the installed collectors were flat plate collectors and 4% evacuated tube"} | cb314efc0157225ec2108ada0d64c854536c881d-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.hanford.gov/files.cfm/TCWM%20DEIS%20Hearing%20Transcript_Eugene%20030110%20with%20signature.pdf | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"willing to listen to us, the people. And he\nwas running on the campaign of the urgency of\nnow.\n\nWe're running out of time. We're running\nout of money. We're running out of solutions.\nIt doesn't take layers and layers and layers\nand layers of details to understand what's\ngoing on. Our world is toxic, and we have\nchoices to remove ourselves from this very\ndangerous lethal direction.\n\nI can't be more uproared with hearing our\nPresident during the state of the union speech,\nbeing so inspired by a clean renewable future,\nto then just flip it around and allocate\nbillions of dollars in a direction where we all\nknow the consequences of where this goes. We\ncan't even deal with the problems that we\nalready have with 40 miles of contaminated\nwaste that's leeching into our water, and\nchildren that are playing along the riverbanks\nand there's not even a sign that says these\nwaters are contaminated. Just simple basic\nthings; it's common sense.\n\nAnd it's time to -- I'm just wondering,\nhow can we more directly get our message"} | f4e5f42cc9e5f63e06ece50710b74c35d719efbd-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.hanford.gov/files.cfm/TCWM%20DEIS%20Hearing%20Transcript_Eugene%20030110%20with%20signature.pdf | 67 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"made in Texas.\n\nIf you get a Geiger counter, you can see for yourself experientially what is going on as you drive around the broader perimeter, you know, and along the Columbia River. You might be surprised. And do this just to document, you know, doc it there in your PDA or your pad what is going on. Okay. That's useful. Number one.\n\nNumber two, I was given $100,000 worth of a set of enzymes, a ton of them, to give to the people of Chernobyl. I went to Jim Fahy, the president of Biotec, in Hawaii, that used to exist. And he gave me a paper that's never been published, that he paid to have done in Florida. And none of the people in this room probably know about this -- I'm not boasting.\n\nBut his enzymes were given to GSA, DOD, so forth, and they went into the most high-level nuclear shelters for our highest government officials. You can buy these in the store. It's called Biotec, B-I-O-T-E-C, Cell Guard. It may extend your life. They contain -- I don't want to be technical, but it's relevant -- methionine reductase, glutathione"} | f4e5f42cc9e5f63e06ece50710b74c35d719efbd-67 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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.hanford.gov/files.cfm/TCWM%20DEIS%20Hearing%20Transcript_Eugene%20030110%20with%20signature.pdf | 18 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"schedule far into the future and the billions\nof dollars keep going up.\n\nWe would also like you to clean up the\ncribs, the trenches, and the groundwater which\neventually flows into the river. And please\ntry to tell the public more about the impact of\nradioactive releases from Hanford on the fish\nin the river and the public who use the river.\nThank you.\n\nJAMES PARHAM: Thank you. Kathy, and\nafter Kathy will be Moshe Immerman.\n\nKATHY GING: Kathy Ging. I was director\nof the Lane County --\n\nJAMES PARHAM: We're going to have to have\nyou slow down a little bit.\n\nKATHY GING: Kathy Ging. I was the\ndirector of the recent Lane County energy\nroundups and the Oregon energy roundups at the\nstate fair, and I'm a real estate agent. I\nhelped initiate the tax credit in the\nlegislature in the late '80s, and it's still in\neffect.\n\nMy recommendations on -- First of all, I\nwanted you to consider the fact that the\ndevalued real property base in Washington state"} | f4e5f42cc9e5f63e06ece50710b74c35d719efbd-18 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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.gludown.com/wp-content/uploads/2017/09/GluDown-Polystyrene-Adhesive-v0817-SDS.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Emergency Procedure:\nELIMINATE all ignition sources (no smoking, flares, sparks or flames in immediate area).\nDo not touch or walk through spilled material.\nIsolate hazard area and keep unnecessary people away. Remove all possible sources of ignition in the surrounding area. Notify authorities if any exposure to the general public or the environment occurs or is likely to occur.\nIf spilled material is cleaned up using a regulated solvent, the resulting waste mixture may be regulated.\n\nRecommended Equipment:\nPositive pressure, full-facepiece self-contained breathing apparatus (SCBA), or positive pressure supplied air respirator with escape SCBA (NIOSH approved).\n\nPersonal Precautions:\nAvoid breathing vapor. Avoid contact with skin, eye or clothing. ELIMINATE all ignition sources (no smoking, flares, sparks or flames in immediate area). Do not touch damaged containers or spilled materials unless wearing appropriate protective clothing.\n\nEnvironmental Precautions:\nStop spill/release if it can be done safely. Prevent spilled material from entering sewers, storm drains, other unauthorized drainage systems and natural waterways by using sand, earth, or other appropriate barriers.\n\nMethods and Materials for Containment and Cleaning Up:\nCover spills with inert absorbent and place in closed chemical waste containers.\n\nSECTION 7: HANDLING AND STORAGE\n\nGeneral:\nWash hands after use.\nDo not get in eyes, on skin or on clothing.\nDo not breathe vapors or mists.\nUse good personal hygiene practices.\nEating, drinking and smoking in work areas is prohibited.\nRemove contaminated clothing and protective equipment before entering eating areas.\nEyewash stations and showers should be available in areas where this material is used and stored.\n\nVentilation Requirements:\nUse only with adequate ventilation to control air contaminants to their exposure limits. The use of local ventilation is recommended to control emissions near the source.\n\nStorage Room Requirements:\nKeep container(s) tightly closed and properly labeled. Store in cool, dry, well-ventilated areas away from heat, direct sunlight, strong oxidizers and any incompatibilities. Store in approved containers and protect against physical damage. Keep containers securely sealed when not in use. Indoor storage should meet OSHA standards and appropriate fire codes. Containers that have been opened must be carefully resealed to prevent leakage.\nEmpty containers retain residue and may be dangerous.\nUse non-sparking ventilation systems, approved explosion-proof equipment and intrinsically safe electrical systems in areas where this product is used and stored.\nDo not cut, drill, grind, weld or perform similar operations on or near containers. Do not pressurize containers to empty them.\nStore at temperatures below 120°F."} | f7ad4d82852ee5ef4404d468c11f964a84fbcf2e-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://www.research.ed.ac.uk/portal/files/42138358/ASPIS_A_Holistic_and_Practical_Mechanism_for_Efficient_MTC_Support_over_Mobile_Networks_1.pdf | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ASPIS introduces an additional RRC intermediate state that partially preserves a device’s connection which can be reused in future transmissions, alleviating the need to set up a new connection each time. It is noteworthy that our intermediate state idea bears similarity to the approach being considered for the upcoming 3GPP standards (Rel. 14) en route to 5G [34]. This is a positive sign as ASPIS blends this idea together with other techniques in a practical manner for widely deployed LTE networks that will be the dominant carrier of MTC traffic as we approach 2020. Besides, ASPIS features an improved RA process with fewer messages that also provisions for short packet transmissions. While we have not conducted energy consumption measurements, as these vary significantly between different devices, we note that reduced messaging would directly result in reduced energy consumption. Finally, ASPIS incorporates a proactive preamble split scheme that predicts future increases in the access requests and dynamically adapts the preamble split to alleviate collisions before they happen. We show the practicality of ASPIS through a prototype implementation over the OpenAirInterface platform. Our experimental and large-scale simulation results confirm that ASPIS outperforms the standard LTE as well as other recent proposals.\n\nREFERENCES\n\n[1] R. Behrends, L. K. Dillon, S. D. Fleming, and R. E. K. Stirewalt, “The zettabyte era—trends and analysis,” Cisco, Tech. Rep. 1465272001628117, June 2016. [Online]. 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Available: http://www.3gpp.org/ftp/Specs/html-info/36300.htm\n[31] ——, “Study on machine type communications and other mobile data applications communications enhancements,” 3rd Generation Partnership Project (3GPP), TR Rel 12, 2013.\n[32] ——, “Evolved Universal Terrestrial Radio Access (E-UTRA); Radio Resource Control (RRC); Protocol specification,” 3rd Generation Partnership Project (3GPP), TS 36.331, Sep. 2013.\n[33] ——, “Medium access control (MAC) protocol specification,” 3rd Generation Partnership Project (3GPP), TS 36.321, July 2013.\n[34] ——, “Study on Architecture for Next Generation System,” 3rd Generation Partnership Project (3GPP), TS 23.799, Dec. 2016."} | c6b0a0a792c8b9d789ca640885e5c27062b0dcca-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://www.research.ed.ac.uk/portal/files/42138358/ASPIS_A_Holistic_and_Practical_Mechanism_for_Efficient_MTC_Support_over_Mobile_Networks_1.pdf | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"(fig. 9), which is an important aspect of our method. Our proactive preamble split scheme exploits the periodicity of MTC devices to reduce the likelihood of collisions in the RACH. To evaluate our proactive scheme, we measure the collisions during the preamble transmission and compare it against standard LTE procedure with the static preamble split [19], which we use as our baseline. Furthermore, we consider every possible static preamble split to show that our proactive preamble split produces fewer collisions in all cases. For visual clarity, we only show the static split with the best performance, i.e. the static split that produced the least number of RACH collisions. Also note that all these splitting schemes use the intermediate state. We show that our proactive split performs comparably to the best possible static split, even though the latter is impossible to know in advance as future HTC traffic cannot be known a-priori.\n\nWe also evaluate the collisions in the RACH for a fixed number of MTC devices (4000) and a number of HTC devices varying from 1000 to 10000 (fig. 10). As before, we only show the standard LTE approach and the best performing static split for clarity. Notice how the differences between the different methods are smaller compared to fig. 9. As mentioned before, MTC devices have a significantly more negative effect on the number of collisions compared to the HTC devices, due to their frequent connections. As a result, increasing the number of HTC devices does not increase the number of collisions as much. However, the results show that ASPIS results in lower collisions in this scenario as well.\n\nVII. CONCLUSIONS\n\nIn this paper we have focused on efficiently supporting large numbers of MTC devices that require periodic and repeated transmissions (e.g. sensors and meters) over LTE networks. Due to their traffic patterns, such devices introduce a considerable signaling load both in the EPC and the RAN, which is usually disproportional to their actual message size. Furthermore, such devices may often be synchronized resulting in increased collisions in the RACH. To address all these problems, we proposed ASPIS, a holistic mechanism that is easy to implement, and works with existing hardware."} | c6b0a0a792c8b9d789ca640885e5c27062b0dcca-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://www.research.ed.ac.uk/portal/files/42138358/ASPIS_A_Holistic_and_Practical_Mechanism_for_Efficient_MTC_Support_over_Mobile_Networks_1.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Firstly, it incorporates a new Radio Resource Control (RRC) state that allows MTC devices to partly retain their communication bearers between transmissions, resulting in reduced signaling overhead in the EPC. Secondly, it uses a modified RA process for MTC devices, with fewer messages that reduces the signaling load in the RAN and total access delay. ASPIS also efficiently supports short packet transmissions (<80 bytes) for which RAN bearers may not be needed. Finally, it uses a proactive, dynamic preamble splitting scheme that finds an optimal split by exploiting the periodicity of MTC devices to predict future congestion before it happens, thereby lowering RACH collisions; note that preamble splitting is aligned with the direction being taken by 3GPP [19] but existing preamble splitting schemes are either static or reactive.\n\nASPIS requires no hardware changes and can be implemented as a software update. To demonstrate the ease of its implementation, we develop a prototype implementation of ASPIS (sec. V) over the widely used OpenAirInterface (OAI) [21] platform. Another noteworthy feature of ASPIS is that it enables these capabilities without compromising the security, as all messages sent are being encrypted. Furthermore, ASPIS can be incrementally deployed alongside legacy MTC/HTC devices and eNodeBs. We evaluate ASPIS via a combination of small-scale evaluations with the prototype implementation (sec. V) and large-scale evaluations (sec. VI) with thousands of devices, using a custom simulator based on realistic traffic patterns [4]. Our results show that ASPIS significantly outperforms standard LTE and recent proposals in terms of signaling load and collisions.\n\nII. BACKGROUND\n\nOn the air interface, the communication between the device and the base station (eNB) is done via signaling messages of the RRC protocol. To comprehend the signaling load introduced when a device connects to an LTE network, we present an overview of the standardized connection procedure for LTE networks. We first outline the two existing RRC states (sec. II-1) and then describe the procedures to transition from one state to the other (sec. II-2).\n\n1) Radio Resource Control States: In LTE networks, a device can be in one of two RRC states: RRC_Connected or RRC_Idle (fig. 1). The state of the device indicates its connection status. In the connected state, a device has an allocated serving eNB, Mobility Management Entity (MME) and a Serving Gateway (S-GW). Signaling Radio Bearers (SRBs), Data Radio Bearers (DRBs), as well as S1 and S5/S8 bearers, are all active and any communication from or to the network is possible. In the idle state, a device is only able to send connection requests and receive paging messages. Although it is still registered with an MME and a S-GW (and retain their S5/S8 bearers), but does not have a serving eNB.\n\n2) State Transition Procedures: In LTE, when an idle device has data to send, it needs to switch to the connected state using the RRC Connection Establishment process. Likewise, devices in the connected state that are inactive for a period of time (inactivity timer) are switched back to the idle state by the eNB using the RRC Connection Release process. We now briefly describe these two processes.\n\na) RRC Connection Establishment: The RRC Connection Establishment process (fig. 2) is used by a device in the idle state to request access to the network. It involves the Random Access (RA) process followed by the Attach process. At the end of the Attach process, the device is connected and able to exchange data.\n\nThe RA process begins with the transmission of a preamble value in a RACH slot (msg1). There are two different RA processes: the contention-free and the contention-based. The former is used when a device has dedicated preambles, whereas the latter is used when devices need to compete for channel access. In this work we focus on the contention-based RA process, as dedicating a preamble to each MTC device would be infeasible. Note that collisions can happen if multiple devices transmit the same preamble in the same slot. Upon receiving the preamble, the eNB replies with a Random Access Response (RAR) message (msg2) for each successfully decoded preamble. When a device receives a RAR associated with its transmitted preamble, it replies with a RRC Connection Request message (msg3). Collided devices on msg1 will receive the same RAR, and thus also collide when transmitting msg3. To resolve the collision, the eNB selects one of the collided devices and sends it a Contention Resolution (msg4) message that echoes its msg3. Collided devices compare the echoed message with the one they transmitted. If it does not match, they terminate the process and retry again later; otherwise they send an acknowledgement to the eNB. The eNB then replies with a RRC Connection Setup message to configure the PHY and MAC protocols of the device. Finally, the device replies with an RRC Connection Setup Complete message to complete the RA process.\n\nAfter the RA process, the device follows the Attach process, which involves a large number of signaling messages between the different entities of the EPC and the eNB [22]. The Attach process includes the Authentication & Key Agreement (AKA) process, the EPC bearer creation and the PDN connectivity request. Additionally, it allocates an MME and a S-GW to the device. The allocation of the MME and the S-GW as well as the AKA process are done when a device is switched on, and only need to be repeated if the device moves to an area administered by another MME. On the other hand, the EPC bearer needs to be set up every time the device switches from the idle to the connected state."} | c6b0a0a792c8b9d789ca640885e5c27062b0dcca-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://hal.archives-ouvertes.fr/hal-01518465/file/LDP-SRD-bis.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Large deviations for the dynamic $\\Phi^{2n}_d$ model\n\nSandra Cerrai$^*$\nUniversity of Maryland,\nUnited States\n\nArnaud Debussche$^\\dagger$\nIRMAR, ENS Rennes, CNRS, UBL,\nFrance\n\nAbstract\n\nWe are dealing with the validity of a large deviation principle for a class of reaction-diffusion equations with polynomial non-linearity, perturbed by a Gaussian random forcing. We are here interested in the regime where both the strength of the noise and its correlation are vanishing, on a length scale $\\epsilon$ and $\\delta(\\epsilon)$, respectively, with $0 < \\epsilon, \\delta(\\epsilon) \\ll 1$. We prove that, under the assumption that $\\epsilon$ and $\\delta(\\epsilon)$ satisfy a suitable scaling limit, a large deviation principle holds in the space of continuous trajectories with values both in the space of square-integrable functions and in Sobolev spaces of negative exponent. Our result is valid, without any restriction on the degree of the polynomial nor on the space dimension.\n\n1 Introduction\n\nWe are dealing here with the equation\n\n\\begin{align}\n\\begin{cases}\n\\partial_t u(t, \\xi) = \\Delta u(t, \\xi) + f(u(t, \\xi)) + \\sqrt{\\epsilon} \\xi^\\delta(t, \\xi), & t > 0, \\ \\xi \\in D, \\\\\nu(0, \\xi) = x(\\xi), & \\xi \\in D, \\\\\nu(t, \\xi) = 0, & t \\geq 0, \\ \\xi \\in \\partial D,\n\\end{cases}\n\\end{align} \\tag{1.1}\n\ndefined in a bounded smooth domain $D \\subset \\mathbb{R}^d$, with $d \\geq 1$. The nonlinearity $f$ is given by the polynomial\n\n\\[ f(r) = -r^{2n+1} + \\lambda_1 r + \\lambda_2, \\quad r \\in \\mathbb{R}, \\]\n\nfor some $n \\in \\mathbb{N}$ and $\\lambda_1, \\lambda_2 \\in \\mathbb{R}$. The forcing term $\\xi^\\delta(t, \\xi)$ is a zero mean space-time Gaussian noise, white in time and colored in space, with correlation of order $\\delta$, and $\\epsilon > 0$ is the parameter that measures the intensity of the noise.\n\nIf $\\delta > 0$, then, by using classical arguments in the theory of SPDEs, it is possible to show that, for every fixed $\\epsilon > 0$, equation (1.1) is globally well posed (for a proof, see e.g. [7, Theorem 7.19]). On the other hand, if the space dimension $d$ is bigger than 1, and the Gaussian noise is white, both in time and in space, (that is $\\delta = 0$) the well-posedness of equation (1.1) is a problem and a proper renormalization of the non-linear term $f$ is required. In case of space dimension $d = 2$, this renormalization is realized through the Wick ordering (to this\n\n$^*$Partially supported by the NSF grant DMS 1407615.\n\n$^\\dagger$Partially supported by the French government thanks to the ANR program Stosymap and the “Investissements d’Avenir” program ANR-11-LABX-0020-01."} | a12049cb0a97a037ddcf1b59c75388ac6a961d0a-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://hal.archives-ouvertes.fr/hal-01518465/file/LDP-SRD-bis.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Hypothesis 2. For every \\( d > 1 \\), we assume\n\n\\[\n\\beta = \\beta(d) > \\frac{d - 2 + \\alpha}{2},\n\\]\n\nwhere \\( \\alpha = \\alpha(d) \\) is the non-negative constant introduced in Hypothesis 1.\n\nWith the notation introduced in Section 2, for every \\( \\epsilon, \\delta > 0 \\) equation (3.1) can be rewritten as the following abstract evolution equation\n\n\\[\ndu(t) = [Au(t) + F(u(t))] \\, dt + \\sqrt{\\epsilon} \\, dw^\\delta(t), \\quad u(0) = x.\n\\]\n\nDue to Hypothesis 2, for every \\( \\epsilon, \\delta > 0 \\) the linear problem\n\n\\[\ndz(t) = Az(t) \\, dt + \\sqrt{\\epsilon} \\, dw^\\delta(t), \\quad z(0) = 0,\n\\]\n\nadmits a unique mild solution \\( z^\\epsilon_\\delta \\) belonging to \\( L^p(\\Omega; C([0,T]; E)) \\), for every \\( p \\geq 1 \\) and \\( T > 0 \\). Therefore, as proved in [7, Theorem 7.19], for any initial condition \\( x \\in H \\), equation (3.4) admits a unique mild solution \\( u^\\epsilon_\\delta \\in L^p(\\Omega; C([0,T]; H) \\cap L^{2(n+2)}((0,T) \\times D)) \\), for every \\( p \\geq 1 \\) and \\( T > 0 \\).\n\n4 The skeleton equation\n\nWe are here interested in the study of the well-posedness of the following deterministic problem\n\n\\[\n\\frac{du}{dt}(t) = Au(t) + F(u(t)) + \\varphi(t), \\quad u(0) = x,\n\\]\n\nwhere the control \\( \\varphi \\) is taken in \\( L^2(0,T; H) \\) and the initial condition \\( x \\) in \\( H \\).\n\nWe recall that a function \\( u \\) in \\( C([0,T]; X) \\) is a mild solution to equation (4.1) if\n\n\\[\nu(t) = e^{tA}x + \\int_0^t e^{(t-s)A}F(u(s)) \\, ds + \\int_0^t e^{(t-s)A}\\varphi(s) \\, ds,\n\\]\n\n(here we denote by \\( X \\) either \\( H \\), or \\( E \\), or \\( L^p(D) \\), for \\( p \\geq 1 \\)).\n\nTheorem 4.1. For every \\( T > 0 \\) and for every \\( x \\in H \\) and \\( \\varphi \\in L^2(0,T; H) \\), there exists a unique mild solution \\( u^{x,\\varphi} \\) to equation (4.1) in \\( C([0,T]; H) \\cap L^{pn}((0,T) \\times D) \\). Moreover\n\n\\[\n|u^{x,\\varphi}|_{C([0,T];H)} + |u^{x,\\varphi}|_{L^{pn}((0,T)\\times D)} \\leq c_T \\left( 1 + |x|_H + |\\varphi|_{L^2(0,T;H)} \\right).\n\\]\n\nProof. For every \\( N > 0 \\), we introduce the approximating problem\n\n\\[\n\\frac{du}{dt}(t) = Au(t) + F_N(u(t)) + \\varphi(t), \\quad u(0) = x.\n\\]\n\nAs \\( F_N : E \\to E \\) is Lipschitz continuous, if \\( x \\in E \\) and \\( \\varphi \\in L^2(0,T; E) \\) there exists a unique mild solution \\( u_N \\in C([0,T]; E) \\). In case we want to emphasize the dependence of \\( u_N \\) on the initial condition \\( x \\) and the control \\( \\varphi \\), we will denote it by \\( u^{x,\\varphi}_N \\)."} | a12049cb0a97a037ddcf1b59c75388ac6a961d0a-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://hal.archives-ouvertes.fr/hal-01518465/file/LDP-SRD-bis.pdf | 20 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Lemma A.3. Under Hypotheses 1 and 2, for every \\( \\kappa \\geq 2 \\) and \\( \\delta > 0 \\) we have that for every\n\\[ \\gamma > d - 2 + \\alpha, \\]\nit holds\n\\[ \\mathbb{E} \\sup_{t \\in [0,T]} |z_\\delta(t)|_{\\mathcal{H}}^\\kappa \\leq c_{\\kappa, \\gamma}(T) \\delta^{-\\frac{\\gamma \\kappa}{2}}, \\quad \\delta \\in (0, 1). \\tag{A.8} \\]\n\nFinally, by using again a factorization argument, for every \\( s > 0 \\) and \\( \\kappa > \\frac{2}{s} \\vee 1 \\) we have\n\\[ |z_\\delta(t)|_{\\mathcal{H}^{-s}(D)}^\\kappa \\leq c \\left( \\int_0^T \\sigma^{-(\\frac{s}{2} - 1) \\kappa - 1} \\, d\\sigma \\right)^{\\kappa - 1} \\int_0^t |z_{\\delta,s}(\\sigma)|_{\\mathcal{H}^{-\\rho}(D)}^\\kappa \\, d\\sigma \\leq c(T) \\int_0^t |z_{\\delta,s}(\\sigma)|_{\\mathcal{H}^{-s}(D)}^\\kappa \\, d\\sigma. \\]\n\nTherefore, due to (A.4) we can conclude that the following result is true.\n\nLemma A.4. Under Hypotheses 1 and 2, for every \\( s > 0 \\), \\( \\delta \\in (0, 1) \\) and \\( \\kappa \\geq 1 \\) we have that\n\\[ \\mathbb{E} \\sup_{t \\in [0,T]} |z_\\delta(t)|_{\\mathcal{H}^{-s}(D)}^\\kappa \\leq c_\\rho(T) \\left\\{ \\begin{array}{ll} \\log \\delta^{-1}, & \\text{if } d = 2, \\\\ \\delta^{-(d-2)}, & \\text{if } d \\geq 3. \\end{array} \\right. \\tag{A.9} \\]\n\nReferences\n\n[1] L. Bertini, P. Buttà, A. Pisante, Stochastic Allen-Cahn approximation of the mean curvature flow: large deviations upper bound, arXiv: 1604.02064v1 (2016).\n\n[2] A. Budhiraja, P. Dupuis, V. Maroulas, Large deviations for infinite dimensional stochastic dynamical systems, Annals of Probability 36 (2008), pp. 1390–1420.\n\n[3] S. Cerrai, Second order PDE’s in finite and infinite dimension, Lecture Notes in Mathematics Series 1762, Springer Verlag (2001).\n\n[4] S. Cerrai, A. Debussche, Large deviations for the two-dimensional stochastic Navier-Stokes equation with vanishing noise correlation, arXiv: 1603.02527.\n\n[5] S. Cerrai, M. Freidlin, Approximation of quasi-potentials and exit problems for multidimensional RDE’s with noise, Transactions of the AMS 363 (2011), pp. 3853–3892.\n\n[6] G. Da Prato, A. Debussche, Strong solutions to the stochastic quantization equations, Annals of Probability 31 (20013), pp. 1900–1916.\n\n[7] G. Da Prato, J. Zabczyk, Stochastic Equations in Infinite Dimensions, Cambridge University Press, Cambridge (1992).\n\n[8] G. Da Prato, J. Zabczyk, Ergodicity for infinite-dimensional systems. London Mathematical Society Lecture Note Series, 229, Cambridge University Press, Cambridge, 1996.\n\n[9] E.B. Davies, Heat kernels and spectral theory, Cambridge University Press, Cambridge (1989)."} | a12049cb0a97a037ddcf1b59c75388ac6a961d0a-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://www.newsiddur.org/pdfs/page-guide-birnbaum.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"This page guide enables you to determine the page in the Machzor Eit Ratzon (Eit) that corresponds to a page in Birnbaum’s Machzor HaShaleim (Birn) in the Yom Kippur Service. (Note that in most cases only the initial page is given for an individual prayer.) You may cut out this page guide and tape it to the inside cover of Machzor Eit Ratzon.\n\n### Page Guide – Yom Kippur Services\nfrom Birnbaum’s Machzor HaShaleim (Birn) to Machzor Eit Ratzon (Eit)\n\n| Evening | Birn | Eit | Musaf | Birn | Eit |\n|------------------|------|-----|------------------------|------|-----|\n| Kol Nidrei | 489 | 4 | Ashrei | 737 | 243 |\n| Psalm 92 (on Shabbat) | 493 | 6 | Return Torah to Ark | 739 | 245 |\n| Bar’chu | 495 | 8 | Half Kaddish | 745 | 247 |\n| Sh’ma | 495 | 10 | Silent Musaf Amidah | 745ff| 30ff|\n| V’shamru + Ki Vayom | 501 | 16 | Hin’ni | 743 | 249 |\n| Half Kaddish | 501 | 17 | Repetition of Amidah | 763ff| 298ff|\n| Silent Amidah | 503ff| 30ff| Un’taneh Tokef | 789 | 300 |\n| Vaychulu (on Shabbat) | 519 | 49 | K’dushah | 793 | 303 |\n| Yaaleh | 521 | 52 | V’chol Maaminim | 797 | 305 |\n| Ki Hinnei Kachomer | 537 | 54 | Uv’chein | 801 | 307 |\n| Thirteen Attributes | 539 | 55 | V’yeetayu | 801 | 308 |\n| Sh’ma Koleinu | 545 | 56 | Aleinu | 807 | 314 |\n| Ki Anu Ammecha | 545 | 58 | Avodah Service | 813ff| 339ff|\n| Ashamnu | 547 | 60 | Martyrology | 837 | 313 |\n| Al Cheit | 551 | 63 | Sh’ma Koleinu | 847 | 319 |\n| Mi Sheanah | 563 | 68 | Ki Anu Amecha | 849 | 321 |\n| Avinu Malkeinu | 565 | 70 | Ashamnu | 848 | 323 |\n| Complete Kaddish | 569 | 73 | Al Cheit | 853 | 326 |\n| Aleynu | 569 | 75 | Priestly Blessing | 869 | 335 |\n| Mourner’s Kaddish| 571 | 78 | Hayom T’amtzeinu | 875 | 337 |\n| Psalm 27 | 573 | 79 | Complete Kaddish | 877 | 338 |\n| Yigdal | 55 | 81 | Minchah | | |\n\n| Morning | Birn | Eit | Taking Torah from Ark | Birn | Eit |\n|------------------|------|-----|------------------------|------|-----|\n| Page numbers are the same on Yom Kippur as on Rosh Hashanah (see other page guide) | 881 | 350 |\n| Silent Amidah | 605ff| 30ff| Repetition of Amidah | 915ff| 164ff|\n| Repetition of Amidah | 623ff| 164ff| K’dushah | 923 | 169 |\n| Pre-K’dushah Piyyutim | 633 | 166 | Uv’chein | 925 | 171 |\n| K’dushah | 663 | 169 | Thirteen Attributes | | 175 |\n| Uv’chein | 665 | 171 | Sh’ma Koleinu | 931 | 178 |\n| Yaaleh v’yavo | 667 | 173 | Ki Anu Amecha | 933 | 180 |\n| Thirteen Attributes | | 175 | Ashamnu | 935 | 182 |\n| Sh’ma Koleinu | 673 | 178 | Al Cheit | 937 | 185 |\n| Ki Anu Ammecha | 675 | 180 | Avinu Malkeinu | | 196 |\n| Ashamnu | 675 | 182 | Complete Kaddish | 953 | 199 |\n| Al Cheit | 679 | 185 | Ne’ilah | | |\n| Avinu Malkeinu | 695 | 196 | Ashrei | 957 | 345 |\n| Complete Kaddish | 699 | 199 | Silent Amidah | 963ff| 360ff|\n\n| Torah Service | Birn | Eit | Eil Nora Alilah | Birn | Eit |\n|------------------|------|-----|------------------------|------|-----|\n| Taking Torah from Ark | 701ff| 201ff| Repetition of Amidah | 977ff| 375ff|\n| Blessings for aliyah | 711 | 205 | K’dushah | 983 | 378 |\n| Torah Reading | 711 | 225 | Thirteen Attributes | 987 | 384 |\n| Haftarah | 719 | 230 | Ki Anu Ammecha | 1001 | 387 |\n| Haftarah blessings | 723 | 209 | Ashamnu | 1003 | 389 |\n| Yizkor | 727 | 234 | Avinu Malkeinu | 1011 | 397 |\n| – Martyrology | | 237 | Kaddish | 1017 | 400 |\n| – Psalm 23 | | 238 | Sh’ma + Shofar | 1017 | 399 |"} | 602d2e624440bc491964c65d9e664456f3214f46-2 | 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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.newsiddur.org/pdfs/page-guide-birnbaum.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"This page guide enables you to determine the page in the Machzor Eit Ratzon (Eit) that corresponds to a page in Birnbaum’s Machzor HaShaleim (Birn) in the Rosh Hashanah Service. (Note that in most cases only the initial page is given for an individual prayer.) You may cut out this page guide and tape it to the inside cover of Machzor Eit Ratzon.\n\n### Page Guide – Rosh Hashanah Services\nfrom Birnbaum’s Machzor HaShaleim (Birn) to Machzor Eit Ratzon (Eit)\n\n| Birn | Eit | Torah Service | Birn | Eit |\n|------|-----|---------------|------|-----|\n| Evening | | | | |\n| Psalm 92 (on Shabbat) | 21 | 6 | Taking Torah from Ark | 277ff | 201ff |\n| Bar’chu | 23 | 8 | Blessings for aliyah | 287 | 205 |\n| Sh’ma | 23 | 10 | Torah Reading – Day 1 | 287 | 212 |\n| V’shamru + Tiku | 29 | 16 | Haftarah – Day 1 | 295 | 216 |\n| Half Kaddish | 29 | 17 | Torah Reading – Day 2 | 299 | 220 |\n| Silent Amidah | 31ff | 18ff | Haftarah – Day 2 | 305 | 223 |\n| Vaychulu (on Shabbat) | 39 | 49 | Haftarah blessings | 309 | 209 |\n| Complete Kaddish | 41 | 73 | Shofar Service | 315 | 241 |\n| Aleynu | 43 | 75 | Musaf | | |\n| Mourner’s Kaddish | 45 | 78 | Ashrei | 319 | 243 |\n| Psalm 27 | 45 | 79 | Return Torah to Ark | 321 | 245 |\n| Kiddush | 47 | 74 | Half Kaddish | 327 | 247 |\n| Yigdal | 55 | 81 | Silent Musaf Amidah | 327ff | 250ff |\n| Morning | | | Hin’ni | 325 | 249 |\n| Morning Blessings | 57 | 83 | Repetition of Amidah | 359ff | 250ff |\n| Psalm 30 | 133 | 91 | Un’taneh Tokef | 361 | 252 |\n| Mourner’s Kaddish | 133 | 78 | K’dushah | 363 | 255 |\n| Baruch She’amar | 135 | 93 | V’chol Maaminim | 367 | 257 |\n| Psalm 19 | 135 | 94 | Uv’chein Tein Pachdcha | 371 | 259 |\n| Psalm 34 | 141 | 96 | V’yeetayu | 373 | 260 |\n| Psalm 91 | 143 | 98 | Malchuyot | 377 | 265 |\n| Psalm 136 | 147 | 100 | – Shofar | 383 | 270 |\n| Psalm 92 | 147 | 101 | Zichronot | 385 | 271 |\n| Psalm 93 | 149 | 98 | – Shofar | 389 | 276 |\n| Ashrei | 153 | 103 | Shofarot | 389 | 277 |\n| Psalm 146 | 155 | 105 | – Shofar | 393 | 281 |\n| Psalm 148 | 157 | 106 | Priestly Blessing | 399 | 284 |\n| Psalm 150 | 159 | 107 | Hayom T’amtzeinu | 405 | 288 |\n| Az Yashir | 163 | 110 | Complete Kaddish | 407 | 289 |\n| Nishmat Kol Chai | 165 | 112 | Ein kEiloheinu | 409 | 290 |\n| Shochein Ad | 169 | 116 | Aleinu | 415 | 291 |\n| Yishtabach Shimcha | 169 | 117 | Mourners Kaddish | 417 | 294 |\n| Half Kaddish | 171 | 118 | Psalm 27 | 417 | 295 |\n| Bar’chu | 171 | 119 | Adon Olam | 419 | 297 |\n| Eil Adon | 185 | 122 | Minchah | | |\n| Titbarach Tzureinu | 187 | 124 | Ashrei | 425 | 345 |\n| Ahavah Rabbah | 193 | 126 | Half Kaddish | 429 | 349 |\n| Sh’ma | 195 | 128 | Torah Service-Shabbat | 431 | 350 |\n| Emet V’yatziv | 197 | 131 | Torah Reading-Shabbat | 435 | 351 |\n| Ezrat Avoteinu | 199 | 132 | Return Torah to Ark | 437 | 245 |\n| Mi Chamochah | 199 | 134 | Silent Amidah | 439ff | 18ff |\n| Silent Amidah | 201ff | 18ff | Repetition of Amidah | 439ff | 135ff |\n| Repetition of Amidah | 209ff | 135ff | K’dushah | 441 | 140 |\n| Pre-K’dushah Piyyutim | 217 | 137 | Yaaleh V’yavoh | 443 | 145 |\n| K’dushah | 261 | 140 | Avinu Malkeinu | 449 | 151 |\n| Yaaleh v’yavo | 265 | 145 | Complete Kaddish | 453 | 154 |\n| Avinu Malkeinu | 271 | 151 | Aleinu | 455 | 291 |\n| Hallel | | 155 | Mourners Kaddish | 457 | 294 |\n| Complete Kaddish | 275 | 154 | | | |"} | 602d2e624440bc491964c65d9e664456f3214f46-1 | 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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://page-one.springer.com/pdf/preview/10.1007/978-3-642-78151-3_11 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Effects of Extracellular Acidosis on Glial Cell Intracellular pH: Evidence for a Glial Spatial $H^+$-Buffering Mechanism?\n\nC. KLAWE, C. VOLK, and O. KEMPSKI\n\nIntroduction\n\nAcidosis and in particular lactacidosis from anaerobic metabolism are considered of primary significance among the consequences of cerebral ischemia, seizures, and head injury (Siesjö 1981). A marked decrease in brain tissue pH has been demonstrated in cerebral ischemia — even more so in hyperglycemic subjects — where lactic acid may accumulate to 20–30 mM and higher concentrations (Rehncrona et al. 1980; Katsura et al. 1991). Tissue pH may drop to pH 5.5 (Chopp et al. 1988). In consequence, acidosis has since long been suspected as a mediator of brain damage (Siesjö 1981).\n\nUsing an in vitro system which permitted a close control of the extracellular (EC) environment together with a highly accurate detection of cell volume changes (Kempski et al. 1983), we have demonstrated that EC acidosis (Kempski et al. 1988) and lactacidosis (Staub et al. 1990) cause considerable volume increases in glial cells and may therefore be responsible for the early swelling of glial cells during and after cerebral ischemia, for example, cytotoxic edema. Acidosis-induced swelling was demonstrated in C6 glioma cells, used as a model cell line with glial characteristics, and in astrocytes from primary culture (Kempski et al. 1988; Staub et al. 1990). Swelling was seen at pH of 6.8 or lower, reduced by amiloride, an inhibitor of the $Na^+/H^+$ antiporter, and was prevented in the absence of $Na^+$ and $HCO_3^-$ ions, i.e., in hydroxyethylpiperazine ethanesulfonic acid (HEPES) buffered media in which sodium ions had been replaced by choline (Kempski et al. 1988). 4-Acetamino-4'-isothiocynatostilbene-2,2'-disulfonic acid reduced acidosis-induced swelling as did pretreatment with acetazolamide, an inhibitor of carbonic anhydrase.\n\nFrom these data a concept of the mechanisms involved in acidosis-induced glial swelling has been developed (Kempski et al. 1988) based on the fact that acid equivalents leaking from an ischemic focus are buffered by EC $HCO_3^-$, causing the production of $CO_2$, which can readily diffuse into glial cells. Here, carbonic anhydrase facilitates the formation of $H^+$ and"} | 1288898a4f51434d8465daf96bfb08e74a3bc5e8-1 | 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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://page-one.springer.com/pdf/preview/10.1007/978-3-642-78151-3_11 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"HCO$_3^-$. Hence the cell acidifies. To maintain a normal intracellular (IC) pH antiporter systems such as the Na$^+$/H$^+$- or Cl$^-$/HCO$_3^-$ antiporter, are activated. During the normalization of IC pH, the cell takes up sodium ions and possibly chloride, and by this increase in IC osmolality water is drawn into the cell. As a consequence cell volume increases. A futile cycle may develop by the renewed generation of carbon dioxide. Similar mechanisms have been proposed by others (Jakubovicz and Klip 1989).\n\nThis proposed mechanism of glial swelling, which might occur in the ischemic penumbra in particular, involves the acidification of the IC compartment by CO$_2$ as a central parameter. In EC acidosis in the absence of carbon dioxide, IC pH should therefore be less affected. This was suggested by experiments using HEPES-buffered media in which cell swelling was inhibited. What had been missing so far was confirmation of this conclusion by measurements of IC pH changes during EC acidosis. The current data illustrate that this model, in a modified version, may explain how glial cells fulfill a spatial H$^+$ buffering function.\n\n**Methods**\n\n**Glial Cell Culture.** Experiments were performed with C6 glioma cells (Benda et al. 1968) and astrocytes from primary culture. The latter were obtained from 3-day-old neonatal rats employing a method adapted from Frangakis and Kimelberg (Frangakis and Kimelberg 1984; Staub et al. 1990). In brief, forebrains were freed from meninges and choroid plexus under a dissecting microscope. The tissue was chopped into fine pieces and repeatedly digested using dispase. Suspended cells were sedimented and seeded into petri dishes. The purity of the preparation was assessed by glial fibrillar acidic protein stained with peroxidase-antiperoxidase (DAKO). Both cell types were cultured in monolayers in petri dishes using Dulbecco's minimal essential medium supplemented with penicillin G (100 IU/ml) and streptomycin (50 μg/ml). Cell growth and differentiation was stimulated by 10% fetal calf serum. Cells were cultured at 37°C in a humidified atmosphere of 5% CO$_2$ and 95% room air. The culture medium was changed and C6 cells were subcultivated daily.\n\n**Measurement of Intracellular pH.** Acetoxymethyl ester of bis-carboxyethyl carboxy fluorescein (BCECF) was used to measure IC pH on a quantitative basis. Cells were loaded with BCECF-AM (4 μM, 15 min), a hydrophobic ester which readily passes cell membranes. In the cell, BCECF-AM is split by esterases to form the active, hydrophilic, pH-sensitive dye BCECF, which is trapped intracellularly. The adherent cells were illuminated (50 Hz) alternately with two wavelengths using monochromators, a chopper disk, a xenon lamp, and a computer-controlled shutter (AMKO-LTI, Tornesch, FRG). Emitted light was collected through an inverted microscope (Leica,"} | 1288898a4f51434d8465daf96bfb08e74a3bc5e8-2 | 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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://page-one.springer.com/pdf/preview/10.1007/BF00455172 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Table 1. Alpha thioproteinase inhibitor (α-TPI), alpha₁-antitrypsin (α₁-IAT) and serum proteins in blisters treated with Dermovate ointment (Dermovate) and base of Dermovate ointment (control). The samples were taken immediately after blister induction (0-h samples) and 72-h after blister induction (72-h samples). The values are the means ± SD (n = 4 in each group)\n\n| | 0-h samples | | 72-h samples | |\n|------------------|-------------|----------|--------------|----------|\n| | Control | Dermovate| Percentage | Control |\n| | | | of control | |\n| α-TPI μg/ml | 78.2 ± 8.2 | 6.51 ± 10.3* | 83.2 | 127.5 ± 24.9 |\n| (Serum 232 ± 27 μg/ml)ᵃ | | | | 100.6 ± 20.3 |\n| α₁-IAT mg/ml | 0.57 ± 0.14 | 0.36 ± 0.18* | 63.2 | 1.08 ± 0.26 |\n| (Serum 2-4 mg/ml)ᵇ | | | | 0.82 ± 0.09* |\n| α-TPI/total protein μg/mg | 2.57 ± 0.12 | 2.66 ± 0.64 | 103.5 | 2.56 ± 0.48 |\n| Albumin mg/ml | 20.8 ± 1.7 | 17.6 ± 4.5 | 84.6 | 32.2 ± 0.8 |\n| α₁ Globulin mg/ml| 0.7 ± 0.4 | 0.5 ± 0.4 | 71.4 | 1.3 ± 0.3 |\n| α₂ Globulin mg/ml| 2.2 ± 0.6 | 1.5 ± 0.6 | 68.2 | 3.9 ± 0.8 |\n| β Globulin mg/ml | 2.9 ± 0.6 | 2.2 ± 0.9 | 75.9 | 5.9 ± 0.7 |\n| γ Globulin mg/ml | 3.7 ± 1.1 | 3.4 ± 1.5 | 91.9 | 6.3 ± 1.3 |\n\n* P < 0.05 in comparison with corresponding control values\n** P < 0.01 in comparison with corresponding control values\nᵃ Mean serum value of male healthy controls (n = 16)\nᵇ Range of normal reference serum values using the same method\n\nTable 2. α-TPI, α₁-IAT, albumin, and total protein in various blister fluids as percentage of the concentrations in the fluid of 0-h control blisters. Calculations are based on data in Table 1\n\n| | 0-h samples | | 72-h samples | |\n|------------------|-------------|----------|--------------|----------|\n| | Control | Dermovate| Control | Dermovate|\n| α-TPI | 100 | 83.2 | 163 | 129 |\n| α₁-IAT | 100 | 63.2 | 189 | 144 |\n| Albumin | 100 | 84.6 | 155 | 133 |\n| Total protein | 100 | 83.2 | 164 | 136 |\n\nConcentrations in 72-h Dermovate blisters expressed as percentage of the levels in 72-h control blisters\n\nProtein electrophoresis was performed using cellulose acetate plates (Helena Laboratories, Beaumont, USA); α₁-IAT and IgM were determined by a nephelometric method using the Technicon Autoanalyzer and reagents (New York, USA) and albumin was determined by a photometric bromocresol green method. The total protein content was measured using the method of Lowry et al. [5].\n\nStudent's paired t-test was used to calculate the statistical significances.\n\nThe concentrations of α-TPI, α₁-IAT and serum proteins in blister fluid are shown in Table 1. The relative values are shown in Table 2. The concentrations of these inhibitors in blister fluid were clearly lower than serum levels, both in fresh and old blisters. In Dermovate-treated skin both α-TPI and α₁-IAT concentrations were slightly lower than in control skin, both in fresh blisters and 72-h blisters, when the values were expressed per fluid volume. However, no such clear difference was found when the concentrations were expressed per total protein content or per albumin content. In control and Dermovate-treated blisters, α-TPI and α₁-IAT concentrations increased 1.5- to 1.6-fold during the regeneration phase when expressed per fluid volume, but when expressed per protein content of blister fluid no such increase was found (Table 1). The concentration ratio of α-TPI to α₁-IAT slightly decreased during the regeneration phase in control and Dermovate-treated blisters. The total protein content, determined by electrophoretic separation, increased clearly during the regeneration of blisters, both in control and Dermovate-treated blisters (Tables 1 and 2). The IgM values in old blisters were 0.29 ± 0.08 (SD) mg/ml in controls and..."} | 5646498aa8d75fe2fb24da350743aa754e0203e0-2 | 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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://page-one.springer.com/pdf/preview/10.1007/BF00455172 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Alpha-thiolproteinase inhibitor, alpha₁-antitrypsin and serum proteins in suction blister fluid; effect of local glucocorticosteroid treatment\n\nU. Kiistala¹, A. Oikarinen⁴, M. Järvinen², and A. Ruokonen³\n\n¹ Central Military Hospital, Helsinki, Finland, ² Departments of Pathology, ³ Clinical Chemistry, and ⁴ Dermatology, Oulu University Central Hospital, SF-90220 Oulu, Finland\n\nKey words: Suction blister — Alpha-thiolproteinase inhibitor — Alpha₁-antitrypsin — Serum proteins — Clobetasol propionate\n\nIn addition to the seven well-known proteinase inhibitors acting on serine proteinases, human serum contains at least two inhibitors with no activity against serine proteinases. These are beta₁-collagenase inhibitor and alpha-thiolproteinase inhibitor [1]. Alpha-thiolproteinase inhibitor is group-specific against thiolproteinases such as papain, ficin, and cathepsin B. The inhibitor can be fractionated by ion-exchange chromatography into two compounds (possibly three [7]) having the mobilities of alpha₁ and alpha₂ proteins in agarose electrophoresis. The compound with alpha₁ mobility has a molecular weight of about 190,000 and that with alpha₂ mobility about 90,000. The alpha₁ and alpha₂ forms of the inhibitor are immunologically closely related and immunization of rabbits with either of them has produced antisera precipitating both the alpha₁ and alpha₂ forms of the inhibitor [2].\n\nIn this communication, we present concentrations of the alpha-thiolproteinase inhibitor (α-TPI) in suction blister fluid from human skin, using a rocket immunoelectrophoresis technique, and compare the levels of this inhibitor with the concentrations of alpha₁-antitrypsin (α₁-IAT) and other serum proteins. In addition, the effect of local glucocorticosteroid treatment on these values was evaluated.\n\nFour healthy male volunteers (aged 19–21 years) received local 0.05% clobetasol-17-propionate (Dermovate ointment, Glaxo) treatment without occlusion three times a day on the skin of one side of the abdomen. The base of Dermovate ointment was similarly applied as a control on the other side of the abdomen. Treatment was started 4 days before blister induction and continued for 72 h afterwards on the blister area.\n\nSuction blisters (5 mm in diameter) were induced simultaneously on the steroid treatment side and on the control side of the abdomen, as described previously [3]. Samples of blister fluid were taken using a Mantoux syringe immediately after blister formation and at 72 h post-blistering. For each sample 10–20 intact blisters were emptied, the fluids pooled and the remaining blisters were protected by a cap until use. Pooled samples were frozen and kept at -20 °C until assayed.\n\nFor the assay of α-TPI, rocket immunoelectrophoresis was used, following the principles described by Weeke [9].\n\nAntibodies against human serum α-TPI were prepared by immunizing rabbits with the isolated alpha₁ form of the inhibitor. Criteria regarding the specificity of the antiserum have been described by Järvinen [2]. Immunoglobulins were isolated by salt precipitation. One milliliter of the antibody solution precipitated 1 mg α-TPI, as tested by simple radial immunodiffusion. Immunoglobulin solution (200 μl) was mixed with 12.5 ml of 1% agarose (Agarose A 37, IBF), buffered with Tris-glycine barbital. Holes of 3 mm were made and 5 μl of appropriately diluted samples and standards were applied. Electrophoresis was run for 16 h at a voltage difference of 2 V/cm. After staining, the heights of the peaks were measured and the concentrations of unknown samples were obtained by comparison with standards of various inhibitor concentrations. The standard used was purified from human serum by papain-Sepharose affinity chromatography and it contained both alpha₁ and alpha₂ compounds of the inhibitor."} | 5646498aa8d75fe2fb24da350743aa754e0203e0-1 | 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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://wscg.zcu.cz/wscg2007/Papers_2007/journal/B03-full.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ABSTRACT\nOn the one hand normal mapping is a common technique to improve normal interpolation of low tesselated triangle meshes for a realistic lighting. On the other hand today’s graphics hardware allows texturing of view plane aligned point primitives. In this paper we illustrate how to use textured points together with normal mapping to increase surfel splatting quality, especially when using larger splats on lower level of detail. In combination with a silhouette refinement this results in a significant decimation of needed surfels with small visual disadvantages only. Furthermore, we explain how to create a normal map for points within a point hierarchy.\n\nKeywords\nNormal Mapping, Surfel Splatting, Point-Based Rendering, GPU-Programming.\n\n1 INTRODUCTION\nIn recent years point-based rendering has been proven to be effective and efficient for rendering highly detailed complex geometric models. Point-based rendering bases on the idea, that polygonal representations get less efficient with increasing polygon number, because in this case each polygon covers only a few pixels in image space [LW85]. Additionally triangle meshes, or polygonal meshes in general, are not easy to handle and to simplify because of their connectivity. Points on the other side do not have any connectivity and can be stored and merged very easily using simple subdivision schemes [PGK02].\n\nSince points only have a position but no dimension, they are parameterized with other attributes that describes their look. Usually these are a normal and a radius to represent circular disks in 3D (see fig. 1), known as surfels (from surface elements). With surfels a dense, opaque and smooth surface approximation can be described.\n\nTo get a high quality rendering result small and many surfels have to be used. However, the number of vertices (e.g. points) that is processed by the GPU is a framerate limiting factor. Thus, it is useful to render fewer but larger surfels instead. To attenuate the loss of surface features we propose to apply normal mapping. This is possible, because today’s graphics hardware allows texturing point primitives. This texturing is given for image space only. Therefore we show in this paper how object-space texture coordinates can be obtained by adding only a 2D texture coordinate and a scaling factor as additional surfel attributes. Of course, normal mapping does not decimate the total number of pixels/fragments to shade but in the case of non-parallel vertex-fragment processing this results in a significant framerate increase.\n\nWhen working with normal mapping normal maps have to be associated to the lower levels of detail of the original object. In this paper an algorithm is presented to get normal maps for surfels of point hierarchies. In past several point hierarchies has been developed. Therefore, we take the two most popular hierarchies into account: point and hybrid bounding-sphere hierarchies.\n\nSince normal mapping only affects the shading of pixels, but not the shape of the underlying geometry, the silhouette looks very coarse when using low tesselated polygonal or point-based models. Therefore, it is useful to enhance the rendering process by silhouette refinement using more primitives at these surface parts. In contrast to polygonal-based approaches silhouette refinement can be easily done using point hier-"} | 0c3c8aa760bff3904d0693fd828eeee815a57afe-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://wscg.zcu.cz/wscg2007/Papers_2007/journal/B03-full.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"\\begin{table}[h]\n\\centering\n\\begin{tabular}{|c|c|c|c|}\n\\hline\n$w_s$ & size & surfels & fps \\\\\n\\hline\n2 & 0 & 250k & 20 \\\\\n2 & 0.34M & 250k & 17 \\\\\n4 & 1.1M & 119k & 37 \\\\\n8 & 4.1M & 70k & 59 \\\\\n16 & 16.2M & 49k & 85 \\\\\n\\hline\n\\end{tabular}\n\\caption{Framerate results for using normal mapping vs. no normal mapping (first row) when rendering the Igea model in 1024x1024. The surfel size is limited to $r_{\\text{inner}} = w_s$ (e.g. $r_{\\text{sil}} = 2$). The final images for the first row is shown in 2(a) and for the last row in 2(c).}\n\\end{table}\n\nWe can see we benefit from less surfels, which yields to a significant increase in framerate especially when using larger normal maps.\n\nThis table also shows the normal mapping overhead caused by additional vertex/fragment shader operations used for $S'^{-1}$ and texturing (first and second row). On the one hand calculating $S'^{-1}$ needs many operations in the vertex shader. On the other hand the number of vertices is very decimated, which more than compensates these overhead. On the other side in the fragment stage not much more fragments have to be shaded when using fewer large splats than many small. In addition, texturing surfels only needs a few additional operations (see 3.3) in the fragment shader. This is important, because fragment shading is still a bottleneck especially of point-based rendering. We can conclude that normal mapping only causes an appreciable overhead by the required texture memory for the normal map.\n\n7 Conclusion and Future Work\n\nIn this paper we proposed an approach to decrease the number of surfels in the interior of the object surface without visual disadvantages by using normal mapping and silhouette refinement. This results in a significant increases in framerate. We also shown how to create normal maps for several types of point hierarchies using a ray-casting approach. This is accelerated by using the recursive space subdivision provided by the point hierarchy.\n\nAlthough our framework supports nearly all kind of point-based surface descriptions there are opinions for future works. When needing more than one normal map (e.g. in the case of many surfels in the hierarchy) an intelligent grouping of surfels to be rendered is necessary to avoid many graphic library procedure calls to select the proper map. Another working topic is to save texture memory. One way to achieve this is to estimate surfels with nearly the same normal map or with a normal map that can be tiled. Such surfels can mostly be found on a surface part with no or low curvature.\n\n\\section*{References}\n\n\\begin{itemize}\n \\item [BE05] G. Barequet and G. Elber. Optimal bounding cones of vectors in three dimensions. \\textit{Inf. Process. Lett.}, 93(2):83–89, 2005.\n \\item [BK03] M. Botsch and L. Kobbelt. High-quality point-based rendering on modern gpus. In \\textit{PG’03 conf.proc.}, page 335. IEEE Computer Society, 2003.\n \\item [CAZ01] J. D. Cohen, D. G. Aliaga, and W. Zhang. Hybrid simplification: combining multi-resolution polygon and point rendering. In \\textit{Vis’01 conf.proc.}, pages 37–44. IEEE Computer Society, 2001.\n \\item [CN01] B. Chen and M. X. Nguyen. Pop: a hybrid point and polygon rendering system for large data. In \\textit{Vis’01 conf.proc.}, pages 45–52. 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In \\textit{GI’04 conf.proc.}, pages 247–254, University of Waterloo, 2004.\n\\end{itemize}"} | 0c3c8aa760bff3904d0693fd828eeee815a57afe-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://wscg.zcu.cz/wscg2007/Papers_2007/journal/B03-full.pdf | 6 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Algorithm 1 Algorithm to get the normal for a line by intersection with base surfels.\n\nSurfelLineIntersec(Line $l$, Surfel $s_1$, Surfel $s_2$, Normal $n$)\n\n$d := ||P_{s_1} - P_{s_2}||$;\n\nif $(d < r_{s_1} + r_{s_2})$ // bounding spheres of $s_1$ and $s_2$ intersect\n\n if $(s_2 \\in S_{\\text{base}})$\n\n $P := \\text{IntersectionPoint}(l, s_2)$;\n\n $d := ||P - P_{s_2}||$;\n\n if $(d < r_{s_2})$ // $l$ intersects $s_2$\n\n $n := n + G_{s_2}(d) \\cdot n_{s_2}$;\n\n end if\n\n else\n\n for each child surfel $c$ of $s_2$ do\n\n SurfelLineIntersec($l$, $s_1$, $c$, $n$);\n\n end for\n\n end if\n\nend if\n\nNormalForLine(Line $l$, Surfel $s$, Normal $n$)\n\n$n := (0, 0, 0)^T$;\n\nSurfelLineIntersec($l$, $s$, rootSurfel, $n$);\n\n$n := n / ||n||$;\n\nend\n\n(see $d_4$ and $d_7$ in fig. 7(a)). Then the weights $w_{s'}$ are given by:\n\n$$w_{s'} = G_{s'}(d_{s'})$$. \\hspace{1cm} (14)\n\nThe final procedure to get the normal $n_{x,y}$ of a raster point $P_{x,y}$ that forms together with the surfel normal $n$ a line is summarized in algorithm 1. Finally the normal $n_{x,y}$ is coded to RGB values and stored in the normal map.\n\n4.2 Normal Map for Hybrid Hierarchies\n\nIf the highest available LOD in the hierarchy is a triangular mesh, then an algorithm similar to that for pure point hierarchies will be used. Since triangles do not overlap in well-formed triangular meshes only the triangle that intersects the line $l$ through raster point $P_{x,y}$ have to be found, instead of a set of base surfels. If this triangle $t = (A, B, C)$ was found, the normal at the intersection point is interpolated using barycentric coordinates $c = (u, v, w)^T$ at this point:\n\n$$n_{x,y} = u n_A + v n_B + w n_C$$ \\hspace{1cm} (15)\n\nThe pseudo-code for this procedure is shown in algorithm 2.\n\n4.3 Normal Map Size\n\nTo create a normal map for a point hierarchies a raster size $(w_s, h_s)$ has to be selected for every surfel $s$ in addition to the algorithms described before. Since surfel disks are circular it is natural to choose $h_s = w_s$. For base surfels of a pure point hierarchy we only need one pixel $(w_s = 1)$, to store the surfel normal itself. For every inner surfel of the point hierarchy the same $w_s$ can be chosen, because surfel size in image space is limited by a quality threshold (see section 5). As it can be seen in fig. 8 this $w_s$ should exceed at least the half of this threshold to preserve features.\n\nAlgorithm 2 Algorithm to get the normal for a line by intersection with a triangle that is a surfel child node.\n\nPrimitiveIntersec(Line $l$, Surfel $s$, Primitive $p$, Normal $n$)\n\n$B := \\text{BoundingSphere}(p)$;\n\n$d := ||P_{s} - M_{B}||$;\n\nif $(d < r_{s} + r_{B})$ // bounding spheres of $s$ and $p$ intersect\n\n if $(p$ is triangle)\n\n if $(l$ intersects $p$)\n\n $P := \\text{IntersectionPoint}(l, p)$;\n\n $C := \\text{BarycentricCoordinates}(P, p)$;\n\n $n := u C n_{pA} + v C n_{pB} + w C n_{pC}$;\n\n end if\n\n else\n\n for each child surfel $c$ of $p$ do\n\n PrimitiveIntersec($l$, $s$, $c$, $n$);\n\n end for\n\n end if\n\nend if\n\nNormalForLine(Line $l$, Surfel $s$, Normal $n$)\n\nPrimitiveIntersec($l$, $s$, rootSurfel, $n$);\n\nend\n\nFigure 8: Comparisons of images of a meteoroid model allowing surfels up to a radius of 16 pixel in the interior and using different normal map sizes."} | 0c3c8aa760bff3904d0693fd828eeee815a57afe-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://openprairie.sdstate.edu/cgi/viewcontent.cgi?article=5139&context=etd | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"I dedicate this research to my incredible academic advisors Dr. Candance K. May and Dr. Jessica D. Ulrich-Schad. Your commitments and dedication in making sure I succeed as a student is much appreciated.\n\nThank you!"} | 80b8e47feda944079284ebc4f9edf41ffa717d37-4 | 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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://openprairie.sdstate.edu/cgi/viewcontent.cgi?article=5139&context=etd | 11 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ABSTRACT\n\nUNDERSTANDING SOUTH DAKOTA FARMERS’ INTENTIONS TO AND ADOPTION OF CONSERVATION PRACTICES: AN EXAMINATION OF THE THEORY OF PLANNED BEHAVIOR.\n\nEDEM AVEMEGAH\n\n2020\n\nConservation agriculture practice is a sustainable farming method based on three principle: crop diversification, minimal soil disturbance or movement and permanent or semi-permanent of soil cover. Government and stakeholders within the agricultural sector in the United States are promoting conservation farming practices but limited voluntary adoption still exists among producers at the farm level. This research study investigated the factors that influence the adoption of conservation practices among producers in the eastern and central parts of South Dakota (SD). A modified theory of planned behavior (TPB) is used as a framework alongside socioeconomic and demographic indicators to understand farmers’ current behavior and future intentions towards the adoption of conservation practices. Data were gathered from a sample of 3000 farming operations whose main crops are corn, soybeans, and wheat. Respondents were contacted three times using a modified tailored design approach by Don A. Dillman. The results from the Pearson correlation and the binary logistic regression confirms that TPB is a useful framework for understanding the behavior of farmers. Most of the three constructs of the TPB correlated"} | 80b8e47feda944079284ebc4f9edf41ffa717d37-11 | 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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://openprairie.sdstate.edu/cgi/viewcontent.cgi?article=5139&context=etd | 69 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"CHAPTER FIVE\n\nDISCUSSION\n\nThis study adopts an integrative approach, examining how socioeconomic, demographic variables and psycho-social factors influence the adoption of conservation practices among farmers in SD. The purpose of the study was to examine the effectiveness of the modified TPB in explaining farmers' actual behavior towards the adoption of conservation practices. It was also to determine how other socio-economic and demographic variables affect farmers' decisions to engage in conservation practices.\n\nThe original design of the TPB indicates that the intention to engage in a behavior is the driving force leading to the actual performance of that behavior which is determined by three independent psychological constructs. But intention does not lead to the actual performance of the behavior in all situations (Orbell and Sheeran 1998). Hence in this study the researcher used a modified TPB to validate how the three constructs of the TPB and other background variables predict actual conservation practices behavior. Studying and understanding farmers' actual conservation behavior in SD provided insights into how social psychological constructs are related to the adoption of soil conservation practices. The results showed that farmers’ behavior towards soil conservation practices is influenced by both the three constructs of the TPB and other socioeconomic and demographic variables.\n\nThe correlations in Table 7 show that the three constructs of the TPB were positively and significantly correlated with the actual behavior of soil conservation practices. The correlation results show that psychological constructs have a significant impact relationship with farmers’ decision to engage in soil conservation practices. The"} | 80b8e47feda944079284ebc4f9edf41ffa717d37-69 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.actuaires.org/AFIR/Colloquia/Cambridge/Usabel.pdf | 15 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"inverting Laplace transform under certain conditions of smooth behavior, Davies and Martin (1979). A very simple procedure made in Maple V was implemented to obtain the figures.\n\n8 CONCLUDING COMMENTS\n\nThe approach presented in this work (see expression 1) with random rates of interest $\\delta_i$ that remain fixed during certain waiting times $t_i$, might be considered more suitable to situations when the stochastic structure of $\\delta(t)$ does not allow continuous changes in $\\delta(t)$ (as it is common in many models used in actuarial literature).\n\nUsing simple tools from spectral methods, Laplace and Fourier transforms and simple renewal equations, with Theorems 2 through 6, we found expressions for the moments of the probability function of the discount factor $V(t)$, (22) and (23), and, subsequently, of the present value of a zero coupon bond.\n\nThe possibility of obtaining the distribution functions of the discount factor and, subsequently, of a zero coupon bond of maturity $t$ using (25), (27) and (29) could make this approach interesting."} | 69c8fabe3a96ff65e7425e41cd8795211475fa5f-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.actuaires.org/AFIR/Colloquia/Cambridge/Usabel.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Proof. Let us define\n\\[ b_1 = \\delta^*_1 t_1 \\implies t_1 = \\frac{b_1}{\\delta^*_1} \\]\nwith c.d.f.\n\\[ P \\{ b_1 \\leq x \\} = P \\left\\{ t_1 \\leq \\frac{x}{\\delta^*_1} \\right\\} = \\frac{W_1 \\left( \\frac{x}{\\delta_1} \\right)}{W_1 \\left( \\frac{t}{\\delta_1} \\right)} \\quad x \\in (0, \\delta^*_1 t) \\]\nthen\n\\[ \\gamma^{I,b}(t) = b_1 + \\gamma^{I,a}(t - t_1) \\]\nif we consider \\( \\gamma^{I,a}(t - \\frac{\\tau}{\\delta_1}) | r = b_1 \\) is a conditional random variables with c.d.f. \\( G^{I,a}_{t - \\frac{b_1}{\\delta_1}}(x) \\), bearing in mind that\n\\[ G^{I,a}_y(x) = 0 \\quad y \\leq 0 \\]\nand using the total probability theorem\n\\[ G^{I,b}_t(x) = P \\{ \\gamma^{I,b}(t) \\leq x \\} = \\int_0^{\\delta^*_1 t} G^{I,a}_{t - \\frac{\\tau}{\\delta_1}}(x - \\tau) \\frac{1}{\\delta_1} w_1 \\left( \\frac{\\tau}{\\delta_1} \\right) \\frac{1}{\\delta_1 W_1 \\left( \\frac{t}{\\delta_1} \\right)} d\\tau \\]\n\\[ = \\frac{1}{\\delta^*_1 W_1 \\left( \\frac{t}{\\delta_1} \\right)} \\int_0^{\\delta^*_1 t} G^{I,a}_{t - \\frac{\\tau}{\\delta_1}}(x - \\tau) w_1 \\left( \\frac{\\tau}{\\delta_1} \\right) d\\tau \\]\nfor a fixed value of the initial instantaneous rate of interest. \\( \\delta^*_1 \\).\n\n2.3 Model II: Non-independent rates of interest\n\nIn this case we will assume that the sequence of random variables \\( \\{ \\delta_j \\}_{j=1}^n \\) follow this pattern,\n\\[\n\\begin{align*}\n\\delta_1 &= \\delta_0 + \\varepsilon_1 \\\\\n\\delta_2 &= \\delta_1 + \\varepsilon_2 = \\delta_0 + \\varepsilon_1 + \\varepsilon_2 \\\\\n\\delta_3 &= \\delta_2 + \\varepsilon_3 = \\delta_0 + \\varepsilon_1 + \\varepsilon_2 + \\varepsilon_3 \\\\\n&\\vdots\n\\end{align*}\n\\]"} | 69c8fabe3a96ff65e7425e41cd8795211475fa5f-5 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.actuaires.org/AFIR/Colloquia/Cambridge/Usabel.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"1 INTRODUCTION\n\nThe stochastic instantaneous rate of interest has been frequently modeled using an Itô's process,\n\n$$d\\delta(t) = \\mu(\\delta(t), t)dt + \\sigma(\\delta(t), t)dZ(t)$$\n\nwhere $\\mu$ and $\\sigma$ are the expected value and the variance, $Z(t)$ is a standard Wiener process. Many models were studied using this approach as stated in Hürlimann (1993), Ang and Sherris (1997) and Parker (1997). In these models, changes in the instantaneous rate of interest are implemented continuously.\n\nIn many empirical situations (e.g.: Libor), the rate of interest will remain fixed at a certain level (random instantaneous rate $\\delta_i$) for a random period of time ($t_i$) until a new random rate should be considered, $\\delta_{i+1}$, that will remain $t_{i+1}$, waiting time until the next change in the rate of interest. This last fact means that a model with continuous changes in the instantaneous rate of interest may not be very appropriate.\n\nLet us introduce the following approach. $V(t)$, the discount factor, can be defined\n\n$$V(t) = e^{-[\\delta_1 t_1 + \\delta_2 t_2 + \\ldots + \\delta_n t_n - \\delta_n \\sum_{j=1}^{n-1} t_j]} \\tag{1}$$\n\nwhere\n\n- $n$ is a random variable that represents the total number plus 1 of changes in the rate of interest within the time interval $(0, t]$\n- $\\{t_j\\}_{j=1}^{n-1}$ the sequence on random variables that models the waiting times between changes in the rate of interest and $t_j \\in (0, \\infty)$ and $W_j(x) = P \\{t_j \\leq x\\}$. It is clear that:\n\n$$\\sum_{j=1}^{n-1} t_j \\leq t \\quad \\text{if } n = 1 \\text{ then } V(t) = e^{-\\delta_1 t}$$\n\n- $\\{\\delta_j\\}_{j=1}^{n}$ is a sequence of random variables for the instantaneous rates of interest. Let us remember that $\\delta_j = \\ln(1 + i_j)$ and"} | 69c8fabe3a96ff65e7425e41cd8795211475fa5f-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.americanbar.org/content/dam/aba/publishing/preview/publiced_preview_briefs_pdfs_07_08_08_964_AffirmanceAmCuProfHollaarandIEEE.pdf | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"inventions to claim them in ways that obscure the patentable advance over the prior art.\n\nDr. Hollaar is the former chair of IEEE-USA’s Intellectual Property Committee, where he supervised the filing of the amicus brief whose theory of foreseeability was adopted by this Court in *Festo*, and filed an amicus brief on his own behalf in *Grokster* whose theory of inducement liability was also adopted by this Court.\n\n**IEEE-USA** is an organizational unit of The Institute of Electrical and Electronics Engineers, Inc. (IEEE), a New York-based not-for-profit, which is the world’s leading educational and scientific association for the advancement of technology. IEEE-USA supports the nation’s prosperity and competitiveness by fostering technological innovation for the benefit of all, including the more than 210,000 engineers, scientists and allied professionals who are U.S. members of the IEEE.\n\nAs part of its mission, IEEE-USA seeks to ensure that U.S. patent and copyright law serves to promote the progress of science and the useful arts consistent with the principles set forth by our nation’s founders. IEEE’s U.S. members serve on the “front line” of the United States copyright and patent system. Our membership includes inventors and software authors who create and use cutting-edge technology,\n\n---\n\n2 *Festo Corp. v. Shoketsu Kinzoku Kogyo Kabushiki Co.*, 535 U.S. 722 (2002).\n\n3 *Metro-Goldwyn-Mayer Studios, Inc. v. Grokster, Ltd.*, 545 U.S. 913 (2005)."} | 8882000645598ec2beda3964737dad78a0a48592-9 | 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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://www.americanbar.org/content/dam/aba/publishing/preview/publiced_preview_briefs_pdfs_07_08_08_964_AffirmanceAmCuProfHollaarandIEEE.pdf | 11 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"cases (and thereby the opinions below based on them) and go back to the original clear and simple test for determining when a process is statutory subject matter:\n\n- A process is patentable subject matter when it involves making or using a machine, manufacture, or composition of matter.\n\nSuch a test is needed so examiner time can be spent more productively on the critical questions of novelty and nonobviousness and not trying to determine if a process is statutory.\n\nThe Federal Circuit’s opinion in this case just creates new confusion over what it means to be “tied to a particular machine.” Already, we are seeing collateral damage to software-based patents, with the Patent Office denying patents and district courts striking down granted patents.\n\nOther proposed tests (“method of doing business,” “abstract/applied,” “practical application” or “useful, concrete and tangible,” or “technological”) portend more decades of uncertainty, as the Patent Office Board of Appeals and Interferences and the Federal Circuit try on a case-by-case basis to apply those terms to determine where the boundary really lies.\n\nJudge Dyk’s concurrence in this case provides an excellent discussion of how this test was the understanding at the time of the Patent Act of 1793, on which the current statutory language is based, of when a process is statutory subject matter. Although this test is over two centuries old, because the concepts of “machine, manufacture, or composition of matter”"} | 8882000645598ec2beda3964737dad78a0a48592-11 | 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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://www.americanbar.org/content/dam/aba/publishing/preview/publiced_preview_briefs_pdfs_07_08_08_964_AffirmanceAmCuProfHollaarandIEEE.pdf | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"who research and publish professional articles and journals, and who develop published standards that form the bases for widely adopted and critical technologies. They are entrepreneurs and employees of firms that acquire, license, and market patented works.\n\nIEEE-USA recognizes that the promotion of progress requires a delicate balancing of these groups' interests, and IEEE-USA consistently speaks for that balance. When a decision threatens to disrupt the nation’s intellectual property system, IEEE-USA respectfully believes it has the experience and perspective to aid the court as it interprets the law to achieve the constitutional directive of promoting progress. It has done so previously with amicus filings in *Festo* and *Grokster*, suggesting the balanced approach ultimately adopted by this Court.\n\nThe Federal Circuit decision in this case, concerning the patenting of method claims, as well as subsequent decisions of the Board of Patent Appeals and Interferences and trial courts, threaten existing and future software patents, an area of law and technology important to IEEE’s members.\n\n**Summary Of The Argument**\n\nThis Court’s trilogy of software patent cases,\\(^4\\) and the lower court decisions trying to reconcile them, have led to over three decades of uncertainty. This Court should use this case to repudiate those unfortunate\n\n---\n\n\\(^4\\) *Gottschalk v. Benson*, 409 U.S. 63 (1972), *Parker v. Flook*, 437 U.S. 584 (1978), and *Diamond v. Diehr*, 450 U.S. 175 (1982)."} | 8882000645598ec2beda3964737dad78a0a48592-10 | 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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://static-curis.ku.dk/portal/files/169410195/software_ecosystems.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"influenced SECO health. In this work, we have not looked at the health definition and measurement in the other fields outside the references of the SECO health literature and, thus, do not claim that these papers are representative of each field.\n\n3 Ecosystem Health\n\nFollowing the separation of ecosystem fields in Table 1, we list and discuss the papers per ecosystem that have influenced the SECO health literature.\n\n3.1 Natural Ecosystems\n\nThe field of (natural) ecosystems inspired the rest of the ecosystem fields examined here (BECO and SECO) and it is the field where the concept of ecosystem health was initially formulated. Costanza [12], defines a healthy ecosystem as “being ‘stable and sustainable’; maintaining its organization and autonomy over time and its resilience to stress”. In addition, Rapport et al. [28], referring to a collection of papers in the literature, define three indicators for health of an ecosystem: Vigor that indicates how active or productive an ecosystem is, Organization that indicates the variability of species, and Resilience that indicates the ability of the ecosystem to “maintain structure and function in the presence of stress”. The characterization of an ecosystem in terms of structure and function is also discussed by Schaeffer et al. in [13]. They parallelize ecosystem health"} | 7f8893cb5a36d0f3e320c33d39d470937f8f4221-4 | 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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://static-curis.ku.dk/portal/files/169410195/software_ecosystems.pdf | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"4.4 Platform Health\n\nThe health characterization of the software components above can be applied to the technological platform of a SECO, since it is a software component itself. However, the technological platform might have an additional role: depending on how the SECO is organized and managed, the platform reflects possible orchestration actions (rules, processes, or management decisions). The measurement of the platform health should not reflect how the orchestration affects the SECO health (as this is reflected in the orchestration influence on SECO health seen below), but the effectiveness of applying the orchestration actions.\n\n4.5 Software Network Health\n\nThe software components are connected and interacting with other components in the ecosystem forming the software network. Graph measures such as connectivity and clustering coefficient show to what extent the components interact [30]. Additionally, the categorization of the activity of hubs into keystone and dominator indicate the level of healthy interaction. Analogous to the Iansiti descriptions in the previous section, an example of keystone activity can be a component that provides interfaces to parts of its functionality for the neighboring components to consume, while in a dominator activity the component would intent to take over functionality of the neighboring components.\n\n4.6 Orchestration Influence to Health\n\nThe orchestrator can monitor the health of the ecosystem and take measures to promote ecosystem health if necessary. This requires that the orchestrator has a good overview of the ecosystem and is consulting effective measurements (e.g., ecosystem health). Additionally, the orchestrator can act by creating/refining rules and processes for the actors, communicating plans to the actors (e.g., by road-mapping), organizing the ecosystem development through, e.g., release management, making changes to the platform and other software components, changing the revenue model for internal products, and controlling the actor population and motivation by modifying the model by which the actors participate in the ecosystem. The orchestration of a SECO, i.e., the actions of the orchestrator, possibly based on monitoring and evaluation, influences SECO health.\n\n4.7 Other Influences on SECO Health\n\nAdditionally, there might also be influences on the SECO health that are external to the ecosystem. This kind of influences are referred to as “(external) perturbation” in the literature [28, 22, 26, 27] and are disturbances that are outside the control of the ecosystem actors. Influences of this kind might be the establishment or rise of a competitive ecosystem or a radical technological or legal change."} | 7f8893cb5a36d0f3e320c33d39d470937f8f4221-10 | 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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://static-curis.ku.dk/portal/files/169410195/software_ecosystems.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Reviewing the Health of Software Ecosystems –\nA Conceptual Framework Proposal\n\nKonstantinos Manikas and Klaus Marius Hansen\nDepartment of Computer Science (DIKU)\nUniversity of Copenhagen\nNjalsgade 128\n2300 Copenhagen S\nDenmark\n{kmanikas,klausmh}@diku.dk\n\nAbstract. The health of a software ecosystem is an indication of how well the ecosystem is functioning. The measurement of health can point to issues that need to be addressed in the ecosystem and areas for the ecosystem to improve. However, the software ecosystem field lacks an applicable way to measure and evaluate health. In this work, we review the literature related to the concept of software ecosystem health and the literature that inspired the software ecosystem health literature (a total of 23 papers) and (i) identify that the main source of inspiration is the health of business ecosystems while also influenced by theories from natural ecosystems and open source, (ii) identify two areas where software ecosystems differ from business and natural ecosystems, and (iii) propose a conceptual framework for defining and measuring the health of software ecosystems.\n\nKey words: software ecosystems, ecosystem health, software ecosystem health framework, software ecosystem health measurement\n\n1 Introduction\n\nThe notion of software ecosystems (SECOs) is gaining popularity as a means of expanding development, better positioning in the market, or increasing revenues. There is a number of definitions of SECOs in the literature [1, 2, 3, 4]. In this work we define a software ecosystem as “the interaction of a set of actors on top of a common technological platform that results in a number of software solutions or services. Each actor is motivated by a set of interests or business models and connected to the rest of the actors and the ecosystem as a whole with symbiotic relationships, while, the technological platform is structured in a way that allows the involvement and contribution of the different actors” [5]. Today, software ecosystems come with a wide variability of characteristics: platform structure, actor participation, ecosystem orchestration, and revenue models, to name a few. This makes the establishment of methods for measuring and evaluating the activity of the ecosystem challenging. The SECO literature refers to the concept of “health” of an ecosystem as a way to monitor ecosystem activity, identify and"} | 7f8893cb5a36d0f3e320c33d39d470937f8f4221-2 | 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qwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://hal-mines-paristech.archives-ouvertes.fr/hal-00508756/document | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Because of a unique energy policy dominated by nuclear power, these results enhance the lack of consistency, for France, of the three concurrent criteria:\n\n- mitigation of GHG emission,\n- improvement of energy efficiency,\n- targets on renewable energies,\n\nin order to respond to climate change.\n\n**Conclusions**\n\nThe assessment of alternative scenarios of energy consumption savings for France have raised the question of the relevance the European Commission recommendation statement on energy efficiency in order to mitigate French CO₂ emissions and to promote renewable energy.\n\nThese long-term planning exercises have stressed the importance of the “good use” of targets when dealing with climate change. It suggests that if international commitments rely on non-clear criteria or definitions, some countries will be penalized. Moreover, if the edicted targets were inefficient to achieve GHG mitigation targets, free riding might occur. This is why an endorsement of mitigation target independent of national circumstances requires a more precise definition of criteria.\n\nBack to energy efficiency, its potential may be properly quantified through the localisation of the losses in the energy chain [3]. Furthermore, there is a link between the producer and the consumer through the transformation stages of primary energy: to final energy and then to useful energy. Focusing on year 2002, the estimated losses were:\n\n- global primary energy consumption of 10.4 Gtep [4] for useful energy of 3,857 Mtep, equal to a global energy chain yield of 37%;\n- electricity's share in the global assessment therefore accounts for 3,300 Mtep in terms of primary electricity and for 900 Mtep of useful electricity, equal to an electric yield of only 27%, making it inferior to the yield of the global chain.\n\nThe importance of losses, apparent all along the energy chain, can thus be seen to predict energy efficiency. In particular, in France in the year 2000, the transformation yield from final energy to useful energy indicated that more than 45% of final energy could have been economised [5]. The principal reserves concern transports, followed by habitat (both residential and tertiary).\n\nThe previous elements emphasize the idea that a simple translation of energy efficiency improvement as saving in primary or final energy consumption is a shortcut that cannot be satisfactory. In summary, in order to efficiently “think globally, act locally”, well-defined and transparent criteria and targets should be cautiously chosen.\n\n**References**\n\n[1] Fishbone L.G, Abilock H. “MARKAL, a linear programming model for energy systems analysis: technical description of the BNL version”. International journal of Energy research 1981;vol. 5, 353-375.\n\n[2] Maïzi N., Assoumou E. “Modélisation prospective et spécificités de la politique énergétique française”, J3eA 6, (2007).\n\n[3] Mazauric V., Maïzi N. and Wendling P., “A Global Approach of Electromagnetism Dedicated to Energy Efficiency”, International Power Engineering Conference - IPEC2007, 3 - 6 Dec 2007, Singapore.\n\n[4] Key world energy statistics. International Energy Agency 2004.\n\n[5] Radanne P. “La division par 4 des émissions de dioxyde de carbone en France d'ici 2050 - Introduction au débat”. Rapport de mission pour la Mission Interministérielle de l'Effet de Serre du Ministère de l'Ecologie et du Développement Durable 2004.\n\n[6] Centre d’Analyse Stratégique, “Les perspectives énergétiques de la France à l’horizon 2020-2050”, Commission Energie, Rapport Syrota, 2007."} | 409c0f8ec62856dac490fa766931831e200af9ff-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://hal-mines-paristech.archives-ouvertes.fr/hal-00508756/document | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Energy Efficiency And The \"triple 20\" European Policy: Lessons Drawn From The French Case\nNadia Maïzi, Edi Assoumou, Vincent Mazauric\n\nTo cite this version:\nNadia Maïzi, Edi Assoumou, Vincent Mazauric. Energy Efficiency And The \"triple 20\" European Policy: Lessons Drawn From The French Case. 31th International Association for Energy Economics International Conference, IAEE, Jun 2008, Istanbul, Turkey. hal-00508756"} | 409c0f8ec62856dac490fa766931831e200af9ff-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://hal-mines-paristech.archives-ouvertes.fr/hal-00508756/document | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Overview\n\nThe European Union’s main goal for climate protection has been stated recently as a firm independent commitment to achieve at least a 20% reduction of GHG emissions by 2020 compared to 1990's level. In order to meet the 2020 objective, the European Council (8/9 March 2007) has also stated its confidence “that a substantive development of energy efficiency and renewable energies will reduce GHG emissions.” More precisely, specific additional recommendations were addressed as follows:\n\n1. “stress the need to increase energy efficiency in the EU so as to achieve the objective of saving 20% of the EU's energy consumption compared to projections for 2020”\n2. “put a binding target of a 20% share of renewable energies in overall EU energy consumption by 2020”\n\nThis paper questions the relevance of the announced energy efficiency target (i.e. translated as energy consumption savings) as leverage for the GHG mitigation in the French case. We explore the impact of both primary and final energy consumption savings, when combined with a 20% reduction of CO₂ emissions by 2020. This is done through long-term planning exercises using Markal/Times modeling tool for France. The results show the impact of energy consumption savings on the future energy mix. This is discussed through the “French model” framework, where a unique energy policy has led the country to rely on the highest nuclear power share worldwide.\n\nMethods\n\nIn order to tackle the central topic of this paper, we use a bottom-up French model based on the Markal/Times approach [1], [2]. Various exercises based on a “reference” low carbon society scenario (including assumptions on demand side management [6]) have been assessed over a 50 years period (2000-2050). The energy system has to meet a required demand over the horizon and has to satisfy a constraint on CO₂ emission levels i.e. a reduction by 20% of the emissions by 2020 compared to their 1990 level. The alternative scenarios depict two different situations:\n\n- an energy efficiency improvement defined as a primary consumption reduction: 20% by 2020\n- an energy efficiency improvement defined as a final consumption reduction: 20% by 2020\n\nThe results give the impact of energy saving over the 2000-2050 period in terms of evolution of CO₂ emissions for France, level of renewable energy, primary and final energy consumption by technology and by sector.\n\nResults\n\nGiven a reference low carbon scenario with a CO₂ target of a 20% reduction by 2020, we assess the two previous alternative scenarios of energy consumption savings.\n\nWe observe that the constraint on primary consumption induces a shift from nuclear energy to gas and biomass. This is illustrated in figure 1, where results on primary consumption by sector are given for both reference and saving of primary energy consumption scenarios. Thus, the constraint on primary consumption penalizes zero-CO₂ emission (mainly nuclear electricity) technologies. In the two barcharts the sectors are listed with their order and color of appearance as follows: agriculture, commercial/residential, industry, transportation, generation, heat and power, energy, non energy.\n\nIn figure 1, the scenario with a constraint on final energy consumption penalizes renewable energies. Indeed, when focusing for instance on useful heat energy by technology in the residential sector, a 20% reduction of final energy consumption implies a shift from biomass to gas. More generally, the results confirm the exit of the less efficient renewable sources from the mix.\n\n---\n\n1 It should be stipulated that primary energy is defined as extracted, final energy as produced in a form fit for commerce, and useful energy is that which is truly necessary when taking into account the best available technology."} | 409c0f8ec62856dac490fa766931831e200af9ff-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://wordpress.uark.edu/business/files/2015/05/Eric_Arnould_Intl_Innovation_177_Research_Media_HR.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Overcoming organic farming obstacles\n\nProfessors Eric Arnould, Melea Press and Jeff Murray, and Katherine Strand discuss their ongoing efforts to understand the factors preventing the transition to more profitable organic farming methods in the US.\n\nHow did you each become interested in this area?\n\nMelea, Eric and Katherine (Katie) all have a longstanding interest in agriculture, and Jeff in the role of ideology in marketing practice. Melea has worked on community-supported agriculture and farmers markets for over 10 years, as well as studying agricultural development in East Africa. Eric worked on Century Farms in Nebraska and on agricultural development in East and West Africa for many years. Finally, Katie comes from a ranching family in Wyoming, and is interested in tillage practice and agricultural management from both cultural and practical perspectives.\n\nHave you collaborated or partnered with any other institutes or individuals?\n\nOur colleagues in the natural resource management department at the University of Wyoming and the College of Business at Portland State University, USA, have been critical to the success of our project. In addition, the work would not have been possible without a grant from the United States Department of Agriculture (USDA) Organic Research and Extension Initiative.\n\nWhat are the main strategic orientations, or ideologies, adopted by farmers in the US?\n\nThe two main strategic orientations can be referred to by many names, but we use ‘conventional chemical’ and ‘organic’. The former is associated with the 20th Century thrust towards ‘scientific agriculture’ with a reliance on petrochemical inputs and hybridised seed stocks. In recent years there has also been a trend toward no-till approaches, at least in the High Plains. Chemical systems rely on a complex institutional arrangement of government subsidies, corporate input suppliers and buyers, millers and processors. The organic approach in the High Plains employs traditional tillage using the mouldboard plow. Organic producers experiment with rotations and supplements, but these are in flux.\n\nThe key point is that the organic on-farm enterprise is not supported by the up- and downstream market infrastructure that supports the conventional chemical system. Both systems are regulated by federal rules and, in the case of the chemical system, by corporate guidelines on seed, tillage and chemical applications. The bulk of agricultural research is devoted to the conventional chemical system and not the organic system of production and marketing.\n\nWhy are personal beliefs so powerful that they prevent transition from conventional wheat farming – only profitable due to government subsidies – to organic wheat production, which has evident economic incentives?\n\nBeliefs in chemical wheat practices are powerful because they are sustained by the entire structure of industrial farming. In the farming community studied here, there are strongly held beliefs in the sanctity of the family farm, the right of farmers to do what they think is best, as well as a deep suspicion of regulation. These beliefs, like all foundational beliefs, provide people with guidelines for how to live, and for how to run their farms.\n\nNot only are chemical farmers raised in a system that seems to work from a production standpoint, that system is legitimised and supported both financially and logistically by the entire supply chain: the federal government that"} | 6562fa65c551ca8fed6443eaa56e1a4dff962736-1 | 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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://wordpress.uark.edu/business/files/2015/05/Eric_Arnould_Intl_Innovation_177_Research_Media_HR.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"**An ideological challenge**\n\nA collaborative research project led by researchers at the University of Southern Denmark and Hanken School of Economics, Finland, is facilitating a shift to more profitable and environmentally friendly farming methods by dispelling the myths surrounding organic production.\n\n**AGRICULTURE CAN BE** broadly split into two forms: organic and chemical. Conventional chemical farming cultivates crops using inorganic chemical inputs like fertilisers and pesticides. By contrast, organic farming methods do not rely on synthetic chemical fertilisers or feed additives, instead using only organic-certified substances and natural techniques like crop rotation, compost and biological pest control.\n\nOrganic farming has experienced a boom in recent decades. Since 1990, the market for organic produce has grown rapidly, reaching US $63 billion worldwide three years ago. Of course, this has driven demand for organically managed farmland. According to the latest data on organic agriculture, in 2012 approximately 92 million acres globally were farmed organically, but this still amounts to less than 1 per cent of total world farmland. Despite the demand for organic food, it appears many farmers are reluctant to make the transition from conventional methods.\n\nRecognising that this can impede agricultural progress, Professor Eric Arnould, a marketing expert from the University of Southern Denmark and Professor Melea Press from the Hanken School of Economics, Finland (both formerly at the University of Wyoming, USA), began a study of the reasons preventing farmers changing methods. Together with Professor Jeff Murray at University of Arkansas, USA, and Katherine Strand, a PhD candidate at McGill University, Canada, they set out to study organic commodity agriculture in America’s Northern High Plains.\n\nChange is particularly important for this region. Farming is critical to rural communities in the High Plains, but many farms are under threat due to the rising costs of fuel and fertiliser. In 2002, 97 per cent of Wyoming farms had annual sales below $500,000. Farmers in this area are in urgent need of alternative production methods that reduce costs, increase profitability or add value. Organic production methods could be the answer. Because of their increased sale value, they can increase profit and alleviate financial difficulties. Arnould and his team thus aim to clarify the incentives and disincentives of adopting organic farming practices, and communicate that ideologies are not recognised as a barrier to making decisions that could be more profitable in the long term.\n\n**AN AGRICULTURAL PUZZLE**\n\nThe researchers’ investigations of the challenges and opportunities for organic producers in the High Plains forms part of a three-year US Department of Agriculture-funded project. As part of these activities, in November 2014 they released a groundbreaking report published in the *Journal of Marketing*, which analysed the production and marketing strategies of commodity producers – those who provide basic inputs to commonly prepared foods. Using wheat farmers in the High Plains as their subjects, they assessed the challenges to strategic change in agriculture, specifically asking why chemical farmers resist converting to more profitable organic methods.\n\nIndeed, the economic incentives are clear. Over the past 30 years, organic wheat production has consistently yielded profits. On average, price premiums have been 47 per cent above chemical wheat production. Organic wheat production is profitable, while chemical production is only profitable due to government subsidies, but it still represents only 1 per cent of the overall market. The researchers want to know why this is.\n\nIn answering this question, the team focused on ideology, a rarely addressed aspect in this type of research. “Widespread business practices exhibit features that social science would attribute to ideologies, and can therefore be thought of as such,” they explain. The researchers revealed a clear link between the two, as ideologies have a measurable impact on business decisions. These in turn have significant social and economic consequences. As ideology is so closely linked to strategic orientations, considering personal beliefs provides research grants and farm subsidies; the banking system that provides loans; crop insurers; and nationwide social support for how things are done. Being a chemical farmer is not contentious, it is the logical and easy choice. There are established resources for choosing and buying seeds, soil amendment applications and schedules, and for information, help, loans and inputs. Additionally, there is an intricate and well-established supply chain, and prices are set nationally. Society is comfortable with this tested and legitimate choice.\n\n**Have you identified any top-down factors preventing farmers from making a shift in their strategy?**\n\nIn addition to the relative weakness of up- and downstream marketing institutions, the burden of unfamiliar paperwork required for Organic Certification from USDA discourages some farmers. Perhaps more challenging than the paperwork itself are fears about periodic changes to the regulations for organic certification. Moreover, farmers generally do not like on-farm certification of their paperwork. A final important factor is the impact of hedge funds on the organic market. The increasing role of these funds for agricultural commodities has been negatively impacting organic producers and marketers by driving market volatility.\n\nJust as the chemical system is legitimised at every turn, the organic system is not. So, the fact that the supply chain for organic wheat is undeveloped is a huge barrier. The fact that there is limited research on inputs and rotations, that organic seed can be hard to find, and that sometimes banks that provide agricultural loans don’t take organic producers seriously, could all be seen as top-down barriers."} | 6562fa65c551ca8fed6443eaa56e1a4dff962736-2 | 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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://wordpress.uark.edu/business/files/2015/05/Eric_Arnould_Intl_Innovation_177_Research_Media_HR.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"MARKETING OPPORTUNITIES AND CONSTRAINTS CONFRONTING ORGANIC FARMING OPERATIONS IN THE HIGH PLAINS\n\nOBJECTIVE\nTo identify the ideological obstacles preventing farmers switching to more profitable farming systems in the US High Plains region, in order to facilitate conversion to such methods.\n\nKEY COLLABORATOR\nProfessor Jay W Norton, Department of Natural Resources, University of Wyoming, USA\n\nFUNDING\nUS Department of Agriculture (USDA), Organic Research and Extension Initiative\n\nCONTACT\nProfessor Eric Arnould\nPrincipal Investigator\nDepartment of Marketing & Management\nUniversity of Southern Denmark\nCampusvej 55\nDK-5230 Odense M\nDenmark\nT +45 6550 8342\nE [email protected]\n\nERIC ARNOULD is Professor of Marketing at University of Southern Denmark. His research focuses on cultural marketing strategies and sustainable business practice. His work is published in many management and social science journals.\n\nPROFESSOR MELEA PRESS is a visiting researcher at Hanken School of Economics, Finland. Her research focuses on legitimacy, market system, sustainable supply chains and market transformation. She has presented her work internationally and published in peer reviewed journals.\n\nJEFF MURRAY is Department Chair and RA Vivian Young Professor of Marketing in the Department of Marketing at Walton College, University of Arkansas, USA. His research focuses on ethnography, semiotics, critical marketing and the sociology of the body.\n\nKATHERINE STRAND is a PhD candidate in the Department of Anthropology at McGill University, Canada. She is currently working on her dissertation project based in Saskatchewan.\n\nINTELLIGENCE\n\nor attitudes may help explain why moving to new production methods is so challenging in agriculture.\n\nCONCEPTUAL ROADBLOCKS\nTo directly understand the barriers, interviews were conducted with producers and other actors in the High Plains, including both chemical and organic farmers. By speaking to the farmers multiple times over several years, they found that both groups had passionate and often competing beliefs underlying their choices.\n\nThe dialogues identified a number of reasons why chemical farmers resist the transition to organic methods. Many were related to cost: “Organic certification has measurable economic benefits, but it also comes with costs that are not factored into a standard balance sheet,” reveals Press. However, the main roadblock was general conservatism towards organic agriculture, viewing it as an environmental movement or novelty. Associated with this is social pressure, as farmers in small rural communities tend to know one another. These prejudices can be manifest in the form of name calling, but can also result in social sanctions with more tangible outcomes. “One very successful organic farmer in our study tried to purchase land from a chemical neighbour, but he refused to sell to an organic producer,” elaborates Press.\n\nIt appears that obstacles to the organic transition are not technological or material, but instead are primarily based on ideological tensions. Murray believes that until these are resolved, the transition will remain in a stage of crisis. The study concluded by explaining the value of understanding the influence of ideology on farming methods. If agricultural managers recognise conflicting belief systems, they are more likely to encourage successful strategic change. Such understanding can be a route to finding new ways of inspiring farmers to embrace change, for example, linking new strategies to cultural beliefs.\n\nPROTECTING THE FUTURE OF AGRICULTURE\nWith this landmark study, the team showed that strategic orientations can be thought of as ideologies. Deep-rooted beliefs, which are legitimised by normative, cultural and regulatory sources, constrain farmers from making rewarding shifts in strategy.\n\nBy understanding the ideological tensions, these ideologies can be managed. It is hoped that agricultural extension workers in the US will use the findings to consider the ideological basis of different agricultural production and marketing strategies, and, crucially, address the myths surrounding them. Concurrently, new models developed by agroeconomic specialists that overcome the drawbacks of current organic strategies for organic farm enterprises, and new approaches to rotation and fertilisation are also needed. In turn, farmers may be able to see the benefits of change. This realisation is vital, as the future of agriculture requires farmers to adapt to new realities.\n\nADDRESSING THE DIALOGUE\nArnould describes the competing ideas of chemical and organic farmers in the High Plains as an ‘ideological map’\n\nConventional chemical farmers tend to believe that organic farming represents the negation of the following ideas:\n\n- Pride in planning\n- Scientific farming\n- Weed and pest control\n- Yield as a key measure of good farming\n- Chemical approaches are needed to make money\n\nWhile organic farmers may think that chemical farming negates these:\n\n- Rotations, not chemicals, are the key to sustainable farming\n- Chemicals are hazardous for land and people\n- Profit is a better measure of success than yield\n- Time in the field is a mainstay of good farming\n- Farming is about tradition – ‘farm like grandfather’\n\nHowever, both share an ideological commitment to the following:\n\n- Passing on the farm to future generations\n- Hard work\n- Stewardship of the land\n- Independence\n- Staying out of debt"} | 6562fa65c551ca8fed6443eaa56e1a4dff962736-3 | 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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://nyc.lti.cs.cmu.edu/yiming/Publications/yang-irj99.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Table 1. Examination on kNN, LLSF and WORD on different versions of Reuters\n\n| Version | (prepared by) | UniqCate | TrainDocs | TestDocs | (Labelled TestDocs) |\n|-----------|---------------|----------|-----------|----------|---------------------|\n| Version 1 | (CGI) | 182 | 21,450 | 723 | (80%) |\n| Version 2 | (Lewis) | 113 | 14,704 | 6,746 | (42%) |\n| Version 2.2 | (Yang) | 113 | 7,789 | 3,309 | (100%) |\n| Version 3 | (Apte) | 93 | 7,789 | 3,309 | (100%) |\n| Version 4 | (PARC) | 93 | 9,610 | 3,662 | (100%) |\n\n2.2. The Reuters Corpus\n\nWe use the Reuters collection for our cross-method comparisons because it is the most commonly-used collection for text categorization evaluation in the literature. The Reuters corpus consists of over 20,000 Reuters newswire stories in the period between 1987 to 1991. The original corpus (Reuters-22173) was provided by the Carnegie Group, Inc. (CGI) and used to evaluate their CONSTRUE system in 1990[6]. Several versions have been derived from this corpus since then by varying the documents in the corpus, the division between the training and test set, and the categories used for evaluation. Table I summarizes these versions.\n\nReuters version 2 (also called Reuters-21450), prepared by Lewis et al.[10], contains all of the documents in the original corpus (version 1) except the 723 test documents. The documents are split into two chronologically contiguous chunks; the early one is used for training, and the later one for testing. A subset of 113 categories were chosen for evaluation. One peculiarity of Reuters-22450 is the inclusion of a large portion of unlabeled documents in both the training (47%) and test (58%) test sets. It is observed by this author that on randomly tested documents, in many cases, the documents do belong to one of those 113 categories but happen to be unlabelled2. However, it is not known exactly how many of the unlabeled documents should be labelled with a category.\n\nTo facilitate an evaluation of the impact of these unlabeled documents on text categorization evaluation, we created a new corpus from Reuters 2, called Reuters 2.2. Reuters 2.2 is the same as Reuters 2, except that all of the unlabeled documents have been removed.\n\nReuters version 3 was constructed by Apte et al. for their evaluation of the SWAP-1 by removing all of the unlabeled documents from the training and test sets and restricting the categories to have a training-set frequency of at least two[13].\n\nReuters version 4 was constructed by the research group at Xerox PARC, and was used for their evaluation of their neural network approaches[21]. This version was drawn from Reuters version 1 by eliminating the unlabeled documents and some rare categories. Instead of taking continuous chunks of documents for training and testing, it slices the collection into many small chunks that do not overlap temporally. These subsets are numbered, and the odd-numbered chunks are used for training and the even subsets are used for testing4.\n\n---\n\n2 A personal contact in the Carnegie Group confirmed that Reuters does not always categorize all of their news stories.\n3 A formatted version of this collection was prepared by Y. Yang and colleagues, and is currently available at Carnegie Mellon University's web site through http://moscow.mt.cs.cmu.edu:8081/reuters_21450/apte.\n4 A formatted version of this collection was prepared by Y. Yang and colleagues, and is electronically available at http://moscow.mt.cs.cmu.edu:8081/reuters_21450/parc/. \n"} | cb9379eb25af6e1397848c6edf4ffb1294279084-5 | 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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://nyc.lti.cs.cmu.edu/yiming/Publications/yang-irj99.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"values is used as the interpolated BEP. A problem with the interpolation is that when the nearest recall and precision values are far apart, the BEP may not reflect the true behavior of the system.\n\nThe $F_1$ measure, defined by C.J. van Rijsbergen[20], is another common choice for a single-numbered performance measure:\n\n$$F_1 = \\frac{2rp}{r + p}.$$ \n\nIt balances recall and precision in a way that gives them equal weight. A more general form of the F-measure is defined as:\n\n$$F_\\beta(r, p) = \\frac{(\\beta^2 + 1)pr}{\\beta^2 p + r}$$\n\nwhere $\\beta$ is the parameter allowing differential weighting of precision ($p$) and recall ($r$).\n\nThe $F_1$ measure is often used as an optimization criterion in threshold tuning for binary decisions. Its score is maximized when the values of recall and precision are equal or close; otherwise, the smaller of recall and precision dominates the value of $F_1$. It should be noticed that BEP is just a specific value of the $F_1$ variable. That is, when $r = p$ (at BEP by definition), $F_1 = 2r^2/2r = r = p$. This also means that the BEP score of a system is always equal or less than the optimal value of $F_1$ of that system. This restricts the kinds of comparisons one would make between a system whose performance is measured via $F_1$ and one whose performance is measured via the BEP. Specifically, a system whose BEP value is higher than another system's optimal $F_1$ value is definitely a better performer (when the balanced recall and precision is the main consideration), but the converse is not necessarily true.\n\n3.4. Analysis of Accuracy and Error\n\nAlthough accuracy and error are common performance measures in the machine learning literature and have been used in some evaluations of text categorizations systems, there is a potential pitfall in using them to train or evaluate a binary classifier. The following example illustrates this pitfall.\n\nThe Reuters collection version 3 has 93 categories, with each document having 1.2 categories assigned to it on average. This means that the average probability of a given document belonging to a given category is $1.2/93 = 1.3\\%$. Consequently, a trivial algorithm that rejects every document for every category will have a global (micro or macro, they are equal) average error rate of 1.3% and a global average accuracy of 98.7%. This is not to suggest that a trivial rejector classifier is good, but that accuracy or error may not be a sensible measure of the effectiveness or usefulness of a classifier in text categorization when the number of categories is large and the average number of categories per document is small. This problem is further illustrated by the OHSUMED collection[7], which is another corpus commonly used in text categorization research. OHSUMED contains 233,445 documents indexed using 14,321 unique categories; there are about 13 categories per document on average. For this collection, the trivial rejector will have a global average error rate of 0.1% and an accuracy of 99.9%. If global average accuracy or error is used as the optimization criterion for training a categorization system, the system will tend to learn to trivially reject all documents for any category, since this will lead to a very high global accuracy or error rate.\n\nFundamentally, these difficulties in using accuracy and error as performance measures arises from their definitions. Unlike recall and precision, accuracy and error have $n$, the number of test documents in their divisor. Therefore a small change in the value of $a$ (true positive) or $d$ (true negative) will produce only a small change in the value of accuracy (likewise a small change in $b$ or $c$ will produce only a small change in the value of error). However, for rare categories the maximum value of $a$ or $c$ is small (neither can be larger than the number of documents that belong to the category in question). Consequently, $a$ or $c$ can range from zero to its maximum value without having much effect on the value of accuracy or error, respectively."} | cb9379eb25af6e1397848c6edf4ffb1294279084-8 | 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://nyc.lti.cs.cmu.edu/yiming/Publications/yang-irj99.pdf | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Table III. Parameter tuning in WORD, kNN and LLSF on Reuters version 3, validation test set\n\n| Fixed Parameters | Tested Values | Best Choice(s) | Best 11-ptAvgp | Best microavg $F_1$ |\n|------------------|---------------|----------------|----------------|---------------------|\n| **WORD** | | | | |\n| TW=ltc | TR=5,10,15,20 | TR= 5-20 | .231-.233 | |\n| TR=10 | TW=atc,ltc,ntc,... | TW=ltc,atc,ntc | .237-.243 | |\n| TR=10, TW=ltc | Scut: optimal $F_1$ | category-specific | .242 | .320 |\n| TR=10, TW=ltc | Pcut: $1.0 \\leq x \\leq 4.0$ | $x = 2.5-4.0$ | .242 | .314-.320 |\n| TR=10, TW=ltc | Rcut: rank = 1, 2, 3 | rank = 2 | .242 | .277 |\n\n| **kNN (TR = 10)** | | | | |\n| TW=ltc, Scut, k=30 | FT=519-20595 | 2000-5000 | .930-.935 | .8454-.8456 |\n| FT=4113, Scut, k=30 | TW=atc,ltc,ntc | ltc,atc,ntc | .925-.935 | .838-.846 |\n| FT=4113, TW=ltc, Scut | k = 30,45,65 | 30-65 | .928-.935 | .844-.851 |\n| FT=4113, TW=ltc, k=45 | Scut: optimal $F_1$ | category-specific | .933 | .844 |\n| FT=4113, TW=ltc, k=45 | Pcut: $1.0 \\leq x \\leq 2.0$ | $x = 1.2-1.3$ | .933 | .838-.839 |\n| FT=4113, TW=ltc, k=45 | Rcut: rank = 1,2,3 | rank = 1 | .933 | .809 |\n\n| **LLSF (TR = 10)** | | | | |\n| FT=4113, TW=ltc, Scut | p = 100,200,500,800 | 500-800 | .911-.912 | .854-.858 |\n| FT=4113, TW=ltc, p=800 | Pcut: $1.0 \\leq x \\leq 2.0$ | $x = 1.2-1.3$ | .912 | .811-.815 |\n| FT=4113, TW=ltc, p=800 | Rcut: rank = 1, 2 | rank = 1 | .912 | .810 |\n\nTable IV. Results of WORD, kNN and LLSF on Reuters version 3, test set (3309 docs)\n\n| System | Parameter Settings | Ranking | Scut microavg $F_1$ | Pcut microavg $F_1$ | Rcut microavg $F_1$ |\n|--------|--------------------|---------|---------------------|---------------------|---------------------|\n| WORD | TR=10, TW=ltc | .221 | .289 | .311 ($x=3.0$) | .256 (rank = 2) |\n| kNN | TR=10, TW=ltc, FT=3703, k=45 | .924 | .852 | .834 ($x=1.3$) | .803 (rank = 1) |\n| LLSF | TR=10, TW=ltc, FT=3703, p=800 | .901 | .855 | .814 ($x=1.3$) | .792 (rank = 1) |\n\nDifferent classifiers WORD, kNN and LLSF to evaluate the different versions of the Reuters collection. We chose these classifiers because they have fundamentally different classification algorithms, and we could closely control the conditions under which they were run. We did not use any of the published results of other classifiers because we could not carefully control the input data or conditions under which these classifiers were tested.\n\nLooking at this table, one can see that versions 2.2, 3 and 4 appear to be relatively homogeneous, since the performance of the three classifiers varied only slightly between these different versions. These results suggest that the inclusion (as in version 2.2) or exclusion (as in versions 3 or 4) of categories with a 0-1 training-set frequency does not appear to have a significant impact on the performance of a classifier. They also suggest that different time-slicing in the training and test sets (version 3 vs. version 4) has only a minor effect on classifier performance. However, the differences in performance of these classifiers between version 2 and versions 2.2, 3 and 4 are significant. Given that the only difference between versions 2 and 2.2 is the inclusion (version 2) or exclusion (version 2.2) of the unlabeled documents, the cause for the performance variations of the classifiers is clear. An examination on randomly-selected test documents..."} | cb9379eb25af6e1397848c6edf4ffb1294279084-13 | 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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... |
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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://oro.open.ac.uk/55235/8/55235.pdf | 12 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"electrochemical performance or as a transparent conductor. It is evident from the XPS results that all the steps involved in the printing process influence the chemistry of GO. To the best of our knowledge, none of the available printing technologies can do this. From the XPS spectra, we attribute that the carboxylic acid undergoes reduction to form C-O groups during deposition. Post treating the deposited film further reduces the C-O moieties, consequently recovering the $sp^2$ structure of the graphitic lattice. While zero oxygen content is the desired goal, films with higher amount of oxygen that is controllable could find use in fluorescence applications."} | c3b62df80810c4906d37c650c8fa0a663b405395-12 | 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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://oro.open.ac.uk/55235/8/55235.pdf | 19 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"Figure 5. EFM phase map of (a) aerosolized GO (sample 2), (b) Printed GO (sample 3), (c) Post-treated GO (sample 4), (d) average phase shifts for these three samples.\n\nConclusion\n\nWe have successfully demonstrated that a plasma jet can reduce in situ highly acidic GO without the need for external post processes. No other printing technique has achieved this till now. XPS results confirm that the reaction intermediates during synthesis of GO can be eliminated by introducing reducing gases in the plasma. Both XPS and NEXAFS results confirm that during"} | c3b62df80810c4906d37c650c8fa0a663b405395-19 | 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://oro.open.ac.uk/55235/8/55235.pdf | 27 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Lotya, M.; Istrate, O. M.; King, P.; Higgins, T.; Barwich, S.; May, P.; Puczkarski, P.; Ahmed, I.; Moebius, M.; Pettersson, H.; Long, E.; Coelho, J.; O’Brien, S. E.; et al. Scalable Production of Large Quantities of Defect-Free Few-Layer Graphene by Shear Exfoliation in Liquids. *Nat. Mater.* **2014**, *13*, 624–630.\n\n(16) Hernandez, Y.; Nicolosi, V.; Lotya, M.; Blighe, F. M.; Sun, Z.; De, S.; McGovern, I. T.; Holland, B.; Byrne, M.; Gun’Ko, Y. K.; Boland, J. J.; Niraj, P.; Duesberg, G.; Krishnamurthy, S.; Goodhue, R.; Hutchison, J.; Scardaci, V.; Ferrari, A. C.; Coleman, J. N. High-Yield Production of Graphene by Liquid-Phase Exfoliation of Graphite. *Nat. Nanotechnol.* **2008**, *3*, 563–568.\n\n(17) Secor, E. B.; Ahn, B. Y.; Gao, T. Z.; Lewis, J. A.; Hersam, M. C. 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Graphene-Based Conducting Inks for Direct Inkjet Printing of Flexible Conductive Patterns and Their Applications in Electric Circuits and Chemical Sensors. *Nano Res.* **2011**, *4*, 675–684."} | c3b62df80810c4906d37c650c8fa0a663b405395-27 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.jstage.jst.go.jp/article/hbfr/24/4/24_4_292/_pdf | 7 | {"primary_language":"ja","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":true,"natural_text":"図6 「語の列挙」の成績が50%以上であった症例4、5のSLTAプロフィール\n\n症例5については発症から5週目と13週目の2時点における成績を示す。\n\n図7 MRI T₁、軸調画像水平断に重ねた症例4の機能的MRI画像所見\n語想起課題施行中に有意なBOLD変化を認めたのは以下の領域。\n(z = −4) 左10・47・19野、右10・47・37野；(z = 0) 左47・19野、右10・47野；(z = 4) 左45・19野、右45野；(z = 8) 左44・45・18野、右45野；(z = 12) 左18野、右41・45・18野；(z = 16) 左18野、右41・45野；(z = 20) 左18野、右41・45野；(z = 24) 左39野、右9野；(z = 44) 左4・8野、右40野；(z = 48) 左4・8野、右40野；(z = 52) 左6野、内側前頭回；(z = 56) 左6野、内側前頭回。"} | 1693fddb1dd1f2aed02db3b0b5f834ec1337ffb0-7 | 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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.jstage.jst.go.jp/article/hbfr/24/4/24_4_292/_pdf | 6 | {"primary_language":"ja","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"図5 MRI T1, 強調画像水平断に重ねた症例3の機能的MRI画像所見\n部位思惟関連指行中に有意なBOLD変化を認めたのは以下の領域。（z＝\n4）左10・21野、右10野；（z＝0）左10・21野；（z＝8）右10・45野；\n（z＝12）左44・46野；（z＝16）左44・46野；（z＝20）左46野；（z＝28）左\n6・40野、右9・6野；（z＝32）左6・40野；（z＝36）左40野；（z＝40）\n左40野；（z＝48）左7・8野、視前隔。\n\n隣接する左前頭葉内の賦活が健常者よりは乏し\nかった点である。ことに2時点で軽時的変化をみた\n症例5では，発語機能の喪失を改善とともに\nBroca野とその周辺の賦活が顕在化しており，\n発語の回復においては，基本的に優位半球言語野\n周辺の機能保存／機能回復が重要であると推測さ\nれる。Rosenら（2000）も左下前頭回損傷を有\nする慢性期失語例6例にPETおよび機能的\nMRIを用いて前額弁流照図におる賦活実験を\n行っているが，彼らも左の下前頭回周囲に賦活を\n認めた症例では発語からの回復が良好であり，左\n半球内の損傷部位周辺の機能保存ないし回復が二\n次的に重要であると考えている。\n\n一方，症例4は失語症の回復程度が大きく\n異なるにもかかわらず，機能的MRI所見では，\n共通して健常者では賦かしなかった領域に賦活を\n認めている点で興味深い。しかもなお，全般\nに良好な回復を示し，語想起のみにある程度の障\n害が残存していた症例4においては，右半球内の\nBroca野の対側領域に賦活がみられた。このこ\nとからは，Broca野の機能保存／機能回復が不\n十分であると，非優位半球内の言語野対応部位や\nその周辺が失語の回復に関与されてくる可能性が\n示唆される。しかし，前述のRosenら（2000）\nの検討では，慢性期失語の6例全例で右の下前頭\n回の賦活を認めているが，この右下前頭回の賦活\nの程度が言語機能の回復の程度とは関連していな\nかったと報告している。彼らは右半球内の対称領\n域の賦活はむしろ左前頭葉の損傷による一種の\n抑制・調節障害を反映した異常反応なのではない\nかと想定している。いずれにせよ，右半球内の\nBroca野の対側領域が言語の代償機能を示すと\nしても，症例4の「語の判断」課題の成績に示さ\nれることなく，むしろ不完全なものにとどまる可能\n性が高い。Rosenら（2000）も述べているよう\nに，また以前，われわれも報告したように"} 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.jstage.jst.go.jp/article/hbfr/24/4/24_4_292/_pdf | 2 | {"primary_language":"ja","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"表 1 対象の非流暢型失語患者\n\n| 症例 | 年齢 (歳) | 性 | 利き手 | 病巣 | 失語型 | 重症度 | 検査期間 |\n|------|----------|----|--------|------|--------|--------|----------|\n| 1 | 51 | 女 | 右 | 左前頭葉–頭頂葉 | 非流暢 | 中等度 | 8週 |\n| 2 | 54 | 女 | 右 | 左基底核、被殻 | 錐体 | 軽〜中等度 | 14週 |\n| 3 | 67 | 男 | 右 | 左側頭葉、中心前回 | Broca | 中等度 | 7週 |\n| 4 | 67 | 女 | 右 | 左被殻 | Broca | 軽度 | 15週 |\n| 5 | 45 | 男 | 右 | 左被殻〜放線冠 | Broca | 軽度 | 5週, 13週 |\n\nトワークのなかに階層構造があると考えられている。すなわち、言語機能の十分な回復が生じるのは、左上側頭回後部が左半球内の傍シルビウス裂の機能的言語ネットワークに再統合される場合のみであるとしている。一方、この左上側頭回後部が完全に破壊された場合には言語の機能的回復は困難であるが、この場合すら、左半球内の音素痛覚や粗さ運動野などが代償的に賦活され、さらに、後になって右の上側頭回が賦活されてくると考えられる。彼らはこのような右半球内の賦活は最終に現れる代償機構で、また機能的にも十分な回復は見込めないとしている。\n\n機能的 MRI と PET を用いた Rosen ら (2000) の賦活研究でも、左の下前頭回周囲に賦活を認めた 2例が失語からの回復するものと良好であり、左半球内の損傷部位周辺の機能保持ないし回復が一応的に重要であると考えられている。一方、右半球内の対称部位の賦活は少しも言語機能の回復の程度とは関連しておらず、右下前頭回内言語活動の回復に関与する可能性についてはさらに検討を加える必要があるとしている。\n\nこれらの PET・機能的 MRI を用いた失語の回復過程に関する研究では、何らかの言語訓練課題を施行して、統制課題との差をみることによる。これまでもっとも多く施行されている課題は発語に関するものであり、課題としては語頭音や語幹完成、カテゴリーなどによる名詞生成、動詞生成、絵の呼称、復唱、短文作成などがあげられる。言語の変容側面に関与する課題としては、短文読解、味覚判断、韻判断、統辞関処理などがあげられる。\n\n今回われわれは、臨床的な脳機能画像研究の立場から、発語の回復過程に関与する脳内基盤をさらに検討するため、失語患者が語想起（生成）課題を行っている間の機能的 MRI を撮像した。\n\nI. 方法\n\n対象は表 1 に示した非流暢型失語患者 5例（中等度 3例、軽度 2例）、および年齢をあわせた右利き健常者 6例。賦活課題としては、パネルに視覚提示されたかなで始まる 3 文字語をできるだけ思いついて、声に出さずに内言でしてもらう語頭音による語想起を行った。課題条件、統制条件（画面中央に提示された注視点への固視）とも各 40 秒を 1 ブロックとし、それぞれを 4 ブロックずつ繰り返した。MRI は 1.5T の GE SIGNA Horizon LX を用い、スライス幅 4.5 mm、ギャップ 1.0 mm、TE = 60.0 ms で、echo planar image を秒間に 23 枚撮像し、blood oxygenation level –dependent (BOLD) 信号を算出した。解析には Statistical Parametric Mapping (SPM) を用いた（p < .001）。なお、対象例のうち 1 例（症例 5）は発症後 5 週目（1 回目）と 13 週目（2 回目）の 2 時点で機能的 MRI を撮像した。\n\nII. 結果\n\nまず、健常帯 6 例について、語想起課題条件と統制条件を代替して有意な BOLD 変化を認めた領域を Talairach ら（1988）のアトラスにて MRI T 1 強調画像水平断に重ねた図を示す（図 1）。語想起課題条件では統制条件に比して、左下前頭回 Brodmann 44・45 野において強い賦活を認めたが、さらに周辺の 46・47 野、すなわち島回にも賦活を認めた。また、左上側頭回、右帯状回への僅かな上、両側の内側前頭回にも有意な BOLD 信号の上昇を認めた。右半球では 47 野や"} | 1693fddb1dd1f2aed02db3b0b5f834ec1337ffb0-2 | 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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://training.gov.au/TrainingComponentFiles/ICP05/ICPMM321B_R1.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"Elements and Performance Criteria Pre-Content\n\nElements describe the essential outcomes of a unit of competency. Performance Criteria describe the required performance needed to demonstrate achievement of the Element. Where italicised text is used, further information is detailed in the Required Knowledge and Skills and/or Range Statement. Assessment of performance is to be consistent with the Evidence Guide.\n\nElements and Performance Criteria\n\n| Element | Performance Criteria |\n|----------------------------------|--------------------------------------------------------------------------------------|\n| 1 Assess digital camera qualities| 1.1 Camera software compatibility with hardware system is assessed and the appropriate software is selected for the job |\n| | 1.2 Pixel resolution of the camera is matched to the required quality and resolution of outcome |\n| | 1.3 The RAM capacity of the camera is checked to be appropriate to the number of images required to be captured |\n| | 1.4 Shutter speed, focal lengths and camera feature modes (eg flash, scrollage, icon menu, close-up, wide angle and telephoto capacity) are assessed suitable for the quality and use of photographic images required |\n| | 1.5 Lithium batteries are handled and stored according to OHS requirements |\n| 2 Set up for image capture | 2.1 Camera is set up for image composition according to job specifications |\n| | 2.2 Lighting is arranged according to job specifications |\n| | 2.3 Light intensity is set for the correct exposure |"} | a13e8919f0b6cd6ba6d5affc0b24552aeaca82d6-3 | 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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://training.gov.au/TrainingComponentFiles/ICP05/ICPMM321B_R1.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"ICPMM321B Capture a digital image\n\nModification History\nNot applicable.\n\nUnit Descriptor\nThis unit describes the performance outcomes, skills and knowledge required to use digital camera technology for the production of colour separated images.\n\nApplication of the Unit\nThis unit requires the individual to use digital camera technology for the production of colour separated images.\n\nLicensing/Regulatory Information\nNot applicable.\n\nPre-Requisites\nNil\n\nEmployability Skills Information\nThis unit contains Employability Skills."} | a13e8919f0b6cd6ba6d5affc0b24552aeaca82d6-2 | 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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://training.gov.au/TrainingComponentFiles/ICP05/ICPMM321B_R1.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"\n\n**Required Skills and Knowledge**\n\n**Required Knowledge and Skills**\n\nThe following knowledge must be assessed as part of this unit:\n\n**Using a digital camera**\n\n- What is meant by pixel resolution and how does this affect the resolution of the image?\n- Why is the RAM capacity of a digital camera relevant?\n- Why are shutter speed and focal lengths important to check when capturing a digital image?\n- What are the safety requirements for handling and storing lithium batteries?\n\n**Uploading and processing digital images using a computer**\n\n- How is the data uploaded to a computer from the computer card interface/disk?\n- What is the process for filing and creating photographic image files on the computer?\n- What is required to enhance, crop and alter photographic images electronically?\n- What considerations need to be made to assess a digital photograph suitable for a newspaper, glossy brochure and CD-ROM?\n\n**Information sources**\n\n- What manuals, safety and other documentation are relevant to this task and where are they kept?\n- What information is included in these documents?\n- What other sources of information are available?\n\nThe following skills must be assessed as part of this unit:\n\n- OHS in relation to operating machinery such as safely switching off machinery before cleaning is started\n- Communication of ideas and information by consulting with supervisors over the processing of digital images\n- Collecting, analysing and organising information by assessing the suitability of shutter speed, focal lengths and camera feature modes (e.g., flash, scrollage, icon menu, close-up, wide angle and telephoto capacity) for the photographic image required\n- Planning and organising activities by planning and coordinating digital image capture sessions\n- Teamwork when maintaining the production process in association with others\n- Mathematical ideas and techniques by choosing the correct shutter speed and focal length to capture digital images"} | a13e8919f0b6cd6ba6d5affc0b24552aeaca82d6-5 | 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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... |
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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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://s7d2.scene7.com/is/content/Caterpillar/CM20160919-42450-01830 | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Each compactor in the compaction process, especially the initial phase compactor, must also be consistent in the approach to achieving consistently high density. Each compactor must work in such a manner that creates:\n\n- Uniform pattern\n- Uniform compaction force\n- Uniform working speed\n- Uniform temperature zone\n\nMaintaining a consistent pattern and consistent density behind the paver can be challenging.\n\nSome operators have difficulty repeating the same pattern as they follow the paver. They do not always hit each portion of the mat the same number of times. Therefore, density checks made by the quality control technician will vary. When this happens, the quality control technician or supervisor must work with the compactor operator to define the pattern and make sure that the pattern is being repeated.\n\nAlso, verify that the paving speed has not been changed. Often changes in paving speed are not communicated to the compaction team and the quality control team. A rolling pattern that has been working well is suddenly causing the compactor to fall behind the paver and to be working in a lower temperature zone, for example. The compactor falls behind because the paving speed has been increased. And, the operator tries to alter the rolling pattern to stay close to the paver.\n\nNever change paving speed without doing two things. First, communicate the speed change to the compaction team. Second, verify that the initial phase compactor can keep up if the speed is being increased."} | 298b58d33d18c7f82fb01f5a64224b052dda8a63-2 | 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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://s7d2.scene7.com/is/content/Caterpillar/CM20160919-42450-01830 | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Infrared temperature sensors are another option for some asphalt compactors. On Cat models, sensors are installed on the front and rear of the machine. The sensors are continually cleaned by compressed air that keeps dust, fumes and moisture away from the sensor lenses. The temperature systems are accurate and provide constant, visual reference at the operator’s station display. Not only does the operator know where the machine is located in relation to the defined rolling pattern, the operator knows where the machine is located relative to the desired temperature zone.\n\nLarge temperature variations are caused by long paver stops. The portion of the mat under the screed remains hot because it is confined. The portion of the mat just behind the screed loses heat because it is exposed to the elements.\n\nHeat loss depends on mat thickness, air temperature and wind speed. If the mat temperature varies by more than 15º C (30º F), there is likely to be significant density variation. To help promote uniform density, limit paver stops to no more than five minutes.\n\nTemperature variation caused by 10-minute paver stop. Screed imprint seen in infrared image is not visible in digital image."} | 298b58d33d18c7f82fb01f5a64224b052dda8a63-4 | 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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://s7d2.scene7.com/is/content/Caterpillar/CM20160919-42450-01830 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Many public works departments now require not only high asphalt layer density, but also consistent density. There may be pay factors associated with standard deviation derived from multiple core measurements or percent within engineering limits derived from multiple core measurements.\n\nOne of the responsibilities of the paving crew is to present a uniform asphalt layer to the initial phase compactor. Behind the paver, to the extent possible, the mat should be:\n\n- Uniform screed laid density\n- Uniform thickness\n- Uniform temperature\n\nUser Tip: Caterpillar recommends periodic checks of screed-laid density across the width of the mat and checks of surface temperature across the width of the mat. The public works department may have written specifications for uniformity of screed-laid density and mat surface temperature. As a rule, the density of the mat should vary by no more than 60 kg/m$^3$ (5 lb/ft$^3$) across the width of the mat. Surface temperature should not vary by more than 10º C (23º F) across the width of the mat.\n\nConsistent operation of the paver and the initial phase compactor are key to achieving consistent density."} | 298b58d33d18c7f82fb01f5a64224b052dda8a63-1 | 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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://library.um.ac.id/free-contents/downloadpdf.php/pub/analisis-kesalahan-konsep-dalam-larutan-elektrolit-dan-non-herunata-15650-01546KI10-BAB%20II.pdf | 1 | {"primary_language":"id","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Analisis kesalahan konsep dalam larutan elektrolit dan non Herunata\n\nAuthor : Herunata"} | 237affd7475df298e4cb3b0e6d8433024d18804b-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.wlac.edu/orp/planning/program_review/pr0910_docs/PRS_Annual_Unit_Plan_Blank_Form_09-10_Draft.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"| **2. ALIGNMENT WITH . . .** |\n|----------------------------------|\n| **Educational Master Plan Objectives** *(drop down of EMP Objectives)* |\n| **Other Master Plan (IT, Student Services, Facilities) goals:** *(drop down of master plan goals)* |\n| **Discipline/Program/Department goal/action plan as described in Program Review:** *(drop down of discipline goals)* |\n| **Supporting data (SLO assessment recommendations, program review data):** |"} | f587347322186bea5ce05e5456e05790222f43bd-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.wlac.edu/orp/planning/program_review/pr0910_docs/PRS_Annual_Unit_Plan_Blank_Form_09-10_Draft.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"West Los Angeles College\n\nANNUAL UNIT PLAN/REQUEST FOR FUNDS 2009-2010\n\n| CATEGORY | RESPONSE |\n|----------|----------|\n| 1. Description of activity/request (Attach additional sheet if necessary) | |\n| 2. Align with (1) Educational Master Plans goals, and/or (2) discipline/ department goals/ action plans in program review. | Use reverse side |\n| 3. All costs associated with request | 2009-2010 Estimate |\n| | One-Time | Ongoing |\n| Certificated Salaries (100000) | | |\n| Position title and Class Code: | | |\n| (Check one): Prob ___ Limited ___ LT Sub ___ Fall Hrly ___ Spr Hrly ___ | $ | $ |\n| Classified Salaries (200000) | | |\n| Position title and class code: | | |\n| Basis: (Circle one) A C G X | Shift: (Circle one) A (day) B (evening) C (night) | |\n| Permanent or temporary: _____ | Hours per pay period: ______ | Rate: ______ |\n| | $ | $ |\n| Employee Benefits (300000) | |\n| (Certif., Reg. (20.4%); Certif., Hrly (9.7%); Certif., Extra (5.45%); Classif., Reg. (37.0324%) Classif., S/R (5.45%) Prof Expert (4.25%) | |\n| Unclassified Salaries (200000) | |\n| (check one) Student assistant ___ Program assistant ___ CGCA ___ Student tutor ___ Professional expert ___ Other ___________________________ | Rate: $ |\n| Instructional media materials (Supplies and Printing, 400000) | $ | $ |\n| Non-instructional supplies (Supplies and Printing, 400000) | $ | $ |\n| Printing/copying (Supplies and Printing, 400000) | $ | $ |\n| Equipment (Instructional and non-instructional) (Capital Outlay, 600000) | $ |\n| Maintenance of equipment (Other Operating Expense, 500000) | $ | $ |\n| Contracts/personal services (Other Operating Expense, 500000) | $ | $ |\n| Alteration and improvement (A & I) (Capital Outlay, 600000) | $ |\n| Other (GL Account)) | $ | $ |\n| TOTAL: | $ | $ |\n| 4. Other division/department/unit(s) this request impacts | Impact will be (\"X\" all that apply) |\n| | Time | Facilities | Money | Staff |\n| | Yes | No | |\n\nKEEP A COPY OF THIS FORM"} | f587347322186bea5ce05e5456e05790222f43bd-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://oro.open.ac.uk/59460/3/59460.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"thalassaemia (Douglas 1992). This paper aims to redress this gap and now outlines three case studies that show black women as service users and providers of health care have actively campaigned for better public health policies and services during the twenty first century.\n\n**Depo-Provera.**\n\nIn relation to reproductive health, black and minority ethnic women appeared to be more likely than their white contemporaries to be offered hysterectomies (Bryan, Dadzie and Scafe 1986), and they were subjected to discriminatory practices in the use of the injectable contraceptive Depo-Provera (Brent Community Health Council 1981). Black women reported the misuse of the injectable contraceptive Depo-Provera. Depo-Provera (DP) was a long term injectable contraceptive lasting three months; it was manufactured by UpJohn. It was trialled in Jamaica in 1963 before its more widespread use in Britain and the Third World. The Food and Drug Administration did not recommend its use in the USA and it was only approved by the Committee on Safety of Medicines in the UK for very limited and specific use: for women whose partners had recently had a vasectomy and for those women who had recently been vaccinated against German measles (rubella). Nevertheless, it appeared that DP was being prescribed to large numbers of black women without their knowledge or consent in London hospitals and in hospitals serving populations of white working class and black and minority women across the UK. It was certainly being administered to black and minority ethnic women in hospitals in Birmingham. Black and white women launched a campaign against Depo-Provera in the late 1970s, aiming to have its use banned. One of the Black women’s groups that collectively campaigned against the use of D.P. was Brixton Black Women’s Group. Brixton Black Women’s Group was formed in 1973 to discuss Black women’s experience of racist and sexist oppression (Bryan, Dadzie and Scafe 1985). They campaigned by going on demonstrations and writing about the impact of DP in their newsletter ‘Speak Out’ (Speak Out, Numbers 1 and 3), aiming to raise awareness of the effects of DP amongst local black women. 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://oro.open.ac.uk/59460/3/59460.pdf | 13 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"A black women’s support group for African-Caribbean women in Sheffield started in the early 1980s. This group campaigned on health inequities including mental health support for black women. It was founded by the late Dorothy Dixon Barrow, a midwife, feminist and political activist, who had been a member of the West Indian Association formed in 1955-56. This group became the Sheffield and District Afro Caribbean Community Association (SADACCA).\n\nWatt and Jones (2015), in documenting black women’s activism in the Abasindi Black Women’s Cooperative in Manchester, discuss how the late Louise Da-Cocodia, a state registered nurse, was involved in a range of community development organisations in Manchester in the 1980s and 1990s, in addition to her work in the NHS. Health and wellbeing, health issues and health inequalities run through the narratives of the women involved in the Abasindi Co-operative in Manchester, although health activism has not been highlighted specifically and this is an area that needs documenting more fully.\n\nAchieving success: improved services for sickle cell disorders; mental health advocacy and reproductive health\n\nThe black women’s groups in all of these case studies provided 'diaspora spaces', where black women could come together to discuss health issues that were concerning them and explore creative ways to develop strategies and create solutions. In the case of sickle cell this was to collate the experiences of people who had experienced sickle cell disorders and sickle cell crises, particularly the experiences of young children through their parents. Then they developed strategies to change health services through service managers and also change local, regional and national policies through politicians and policy makers. Educating the community and health professionals about SCD was a very important part of the strategy as myths and misunderstandings existed in black communities about sickle cell disorders. In the case of reproductive health, different strategies were used involving community demonstrations, marches and lobbying politicians as well as working with other feminist"} | 3928abb45179793280b4b4c264c3c02918f736ac-13 | 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://oro.open.ac.uk/59460/3/59460.pdf | 9 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"campaign against Depo-Provera, although focused on the inappropriate and racist use of DP, also served as a forum for discussion and action about reproductive justice for black women more widely. While white feminists were calling for abortion on demand, black women were campaigning against the disproportionate way in which black women were given terminations more readily than white women and were being encouraged to have terminations when they had not requested them. Black women and white working class women were targeted for abortions and long-term contraceptives by health professionals and policy makers who had a view that they should not reproduce.\n\nThe use of Depo-Provera comes out of a very different approach to health care. An approach which accepts uncritically ruling assumptions- in this instance the desirability of reducing the black birth rate and the assumed ignorance and unreliability of black women – and seeks to change people’s behaviour accordingly, whatever the suffering this may cause.\n\np.24, Brent Community Health Council 1981\n\nDespite the view of black women as fertile, fecund and feckless, black women organised to challenge this notion and to campaign against the unwarranted use of Depo-Provera amongst black women. In April 1982, the Minister of Health declined to grant Upjohn Ltd a license for long-term use. This decision was in part due to the sustained attack by the Campaign against Depo-Provera (Timmins 1982). Despite the Committee on Safety of Medicines being prepared to approve Depo-Provera based on scientific evidence, the Minister of Health (Kenneth Clarke) did not accept the advice and was swayed by the arguments that vulnerable women may be given Depo-Provera without their informed consent (Timmins 1982). Upjohn appealed the decision and a public hearing under the 1968 Medicines Act took place in April 1983 to discuss the licencing of Depo-Provera for long term use. After the public hearing, the decision remained that Depo-Provera should only be licensed for short-term contraceptive use."} | 3928abb45179793280b4b4c264c3c02918f736ac-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://daniels.du.edu/assets/cv-obrien-kevin1.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"5/9/2004: Presented a two hour Colorado Rules and Regulations related to the State Board of Accountancy before 70 CPAs of the Denver Chapter of IRS CPAs. The two hour presentation qualified for the ethics continuing education requirement.\n\n4/15/2003: Presentation to the American Society of Women Accountants (ASWA) on Business Ethics\n\n6/18/2004: Presentation before the Colorado Society of CPAs entitled \"501c3 Organizations Governance Issues after Sarbanes Oxley\"\n\n6/14/2003: Panel Discussant on Accounting issues related to Sarbanes Oxley Act at the Vail Leadership Conference entitle \"Changing the Game Forum: reforming American Business.\"\n\n6/11/2003: Presentation entitled \"Accountability for Internal Auditing after Sarbanes Oxley\" for the Colorado state chapter of the Institute of Internal Auditors.\n\n5/21/2003: For Colorado State Managers Association gave a presentation entitled \"Colorado State Government Accounting Gimmicks after Enron: A Values Perspective.\"\n\nPresentations Related to Pedagogy\n\n4/07/2006: Presentation with Ruth Jebe on LX Wikipedia addon to Blackboard sponsored by the Center for Teaching and Learning at the University of Denver to 30 professors.\n\n3/11/2006: Presented a Faculty Friday entitled \"The Trials of Nacchio and Skillings: A Values Based Leadership Perspective.\"\n\n10/11/2005: Presented to the DU Blackboard Faculty Advisory Board (a representative from each academic unit on campus) what Ruth Jebe and myself are implementing in our Blackboard courses--the LX Team Learning Software to allow us to participate, along with students, on the creation of their writing deliverable in the course.\n\n9/9/2005: Presented Blackboard training to university faculty on use of BB for improving student learning by covering discussion treads, multimedia, and quizzes.\n\n3/11/2005: Presented for the Center for Teaching and Learning a 1 and 1/2 hours seminar on using Blackboard strategies to enhance student learning. Faculty attended from the entire university.\n\n11/22/2004: Presented at the Center for Teaching & Learning to clear $2,500 grant for implementing collaboration strategies in courses. Presented on cooperative learning strategies for the Electronic Commerce Law & Ethics course.\n\n3/5/2004: With Wittmer and Houston, developed data and made presentation on the use of cooperative learning in the 4100 Values Based Leadership course at an all day session by the Center for Teaching & Learning.\n\n1/23/2004: Presented a seminar at a Daniels faculty Friday on the maximization of technology for teaching (Blackboard, PowerPoint/Pictures, and WebCentral)."} | f3b5b62c797a6a56425fb68eccb96a5c7ef9f2a1-8 | 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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://daniels.du.edu/assets/cv-obrien-kevin1.pdf | 11 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"4/20/2005: Provided expert witness opinion in ethics and a breach of fiduciary case involving a chief financial officer who failed to inform the board of directors regarding check signing of CEO in violation of internal control policies at the company.\n\n3/20/2005: Quoted in article: \"So far the SEC has acted alone in charging former Qwest executives with fraud in its civil case. The Justice Department may have a more difficult case to prove. A CLIMATE OF CORPORATE SCANDALS,\" The Denver Post, March 20, 2005 Sunday, FINAL EDITION, BUSINESS; Pg. K-01, 1364 words, Also Svaldi Denver Post Staff Writer\n\n3/11/2005: Quoted in \"New accounting rules empower auditors,\" The Denver Post, March 11, 2005 Friday, FINAL EDITION, BUSINESS; Pg. C-08, 341 words, Aldo Svaldi Denver Post Staff Writer\n\n3/11/2005: Quoted in Denver Post article \"Scandals, reform law puts heat on corporations' accounting practices,\" discussing the role of the auditor with a company's audit committee\n\n11/23/2004: Provide expert views on ethical considerations of Starbuck's venture into coffee liqueurs with Jim Bean. Worked with Jeff Kass, a reporter for the Rocky Mountain News, for a story on 11/24/04.\n\n6/2/2004: Working with Sam Cassidy on a pro bono case involving Daniels students in a criminal prosecution involving indecency, drafted a comprehensive brief in support of motion to dismiss case against DU students on constitutional grounds. Case was dismissed and Cassidy and O'Brien are planning to seek grant money for developing a teaching case and at least one local and one national publication on the case and issues raised that affect all female dance performances in the country that result in some touching of clients (lap dancing).\n\n4/20/2003: Testified before both houses of the Colorado General Assembly on the proposed changes to the Colorado Accountant-client privilege. This effort resulted in additional safeguards for client privacy being incorporated in the final bill that was passed.\n\n4/15/2003: Lead story and interview on Channel 7 Local News on Tax Day and Bush's Tax Package"} | f3b5b62c797a6a56425fb68eccb96a5c7ef9f2a1-11 | 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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://daniels.du.edu/assets/cv-obrien-kevin1.pdf | 5 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Rocky Mountain Accounting Conference, \"The Virtue of Virtue Ethics,\" Women's Accounting Society, Arvada, Colorado. (September 25, 2015).\n\nRocky Mountain Accounting Conference, \"Colorado Rules & Regulations,\" Women's Accounting Society, Arvada, Colorado. (September 24, 2015).\n\nEthics CPE Seminar, \"100 minutes,\" American Federation of Women Accountants, Denver Athletic Club. (November 18, 2014).\n\nColorado Accounting Educators' Conference, \"Teaching Accounting Ethics,\" Colorado Society of CPAs and Daniels College of Business, DU. (October 18, 2014).\n\nRocky Mountain Accounting Conference, \"Ethical Aspects Related to Suspension of Your CPA License,\" Women's Accounting Society, Arvada, Colorado. (September 26, 2014).\n\nRocky Mountain ALSB Conference, \"CPA Code Implications Related to SEC Bounty Rules,\" American Legal Studies in Business, Vail, CO. (September 3, 2014 - September 4, 2014).\n\n(Presenter), PMBA Orientation, \"How to Deduct PMBA Expenses,\" PMBA Program, Daniels. (March 15, 2014).\n\nEMBA Orientation, \"How to Deduct EMBA Expenses,\" EMBA Program, Daniels. (March 14, 2014).\n\nRocky Mountain Area Conference, \"KPMG Partner Insider Trading Case: Legal, Ethical, and Professional Considerations,\" Accounting & Finance Women's Alliance, Institute for Internal Auditors, and Institute of Management Accountants, Arvada, Colorado. (September 14, 2013).\n\nO'Brien, K. O., Mayer, D. O. (Author), Rocky ALSB Conference, \"Ratings Agencies Liability for Financial Losses Resulting from the Securitization of Subprime Mortgages,\" Rocky ALSB, Vail, CO. (September 13, 2013).\n\nRocky ALSB Conference, \"Professional Confidentiality Breaches and Insider Trading: The KPMG Case,\" Rocky-ALSB, Vail, CO. (September 12, 2013).\n\n(Author & Presenter), Don. Mayer (Author), National Meeting, \"Ratings Agencies Liability for Financial Losses Resulting from the Securitization of Subprime Mortgages,\" Academy of Legal Studies in Business, Boston. (August 13, 2013).\n\nBulgaria Legal Delegation Seminar, \"Law & Ethics -- US Perspective,\" Institute for Enterprise Ethics, Schneider Board Room, Daniels College of Business. (May 23, 2013).\n\nQuarterly Daniels Staff Meeting, \"FERPA, Fair Use, and Honor Code Updates -- Use of Encrypted Email,\" Daniels, Knoebel. (March 1, 2013).\n\nEthics & Compliance Program, \"Social Media and the Ethics and Compliance Program,\" Institute for Enterprise Ethics, Fritz Knoebel School of Hospitality Management (Knoebel). (February 7, 2013).\n\nKPMG's Annual CPE Training and Alumni Reception, \"CPA Ethical Duties under SEC Final Whistle Blowing Regulations,\" KPMG, Denver, CO. (November 20, 2012).\n\nEthics in the Financial Services Industry, Institute for Enterprise Ethics, Daniels College of Business, Daniels College of Business. (September 24, 2012).\n\n\"SEC Bounty Program --CPA Ethical Code Implications,\" Colorado Society of Certified Public"} | f3b5b62c797a6a56425fb68eccb96a5c7ef9f2a1-5 | 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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://orca.cf.ac.uk/94838/1/Lindstat%20-%20Diffusion%20in%20Congress.pdf | 10 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"According to the social learning model, individuals combine private information and publicly available information in the form of outcomes or actions by others to determine the viability of a particular behavior (e.g., Bikhchandani, Hirshleifer and Welch, 1992). The key difference between the social learning model and the social influence model above is the presence of uncertainty in the former. Whether an individual adopts a particular behavior in the social learning model depends on the relative evaluation of public and private information. For example, assume a distribution of payoffs associated with a behavior, reflecting the possibility that the given practice has variable utility across potential adopters. Moreover, potential adopters incur different costs, known privately, for adopting the behavior. In determining whether to adopt the behavior, each potential adopter considers her prior expectations for the payoff of adoption, her personal costs, and the observed payoffs to previous adopters. If she expects the payoff (i.e., the mean of the payoff distribution) to exceed her costs, she will adopt the practice. As potential adopters observe favorable payoffs reaped by previous adopters, they update their beliefs accordingly and are increasingly likely to follow suit.³\n\nSocial learning seems to capture well what we know about congressional dynamics. Individual members possess private information about the viability of an action (e.g., cosponsoring a bill, voting against a particular judicial nominee, etc.), but there is some level of uncertainty as to whether adoption is an optimal strategy (e.g., uncertainty over electoral consequences). As a result, members rely not only on their own private information about the situation but also observe the consequences of others’ behavior, thereby rationally considering all of the information that is available to them.⁴\n\n³There are numerous variations on and extensions of the basic social learning model. For a discussion of the literature, see Young (2009).\n\n⁴There are a number of possible outcomes that potential adopters may be attentive to"} | f4b71afbb288a3239eb662a446db8da1a9c23bff-10 | 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://orca.cf.ac.uk/94838/1/Lindstat%20-%20Diffusion%20in%20Congress.pdf | 32 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Krehbiel, Keith. 1995. “Cosponsors and Wafflers from A to Z.” *American Journal of Political Science* 39:906–923.\n\nKuran, Timur. 1991. “Now Out of Never: The Element of Surprise in the East European Revolution of 1989.” *World Politics* 44:7–48.\n\nLindstädt, René and Andrew D. Martin. 2007. “Discharge Petition Bargaining in the House, 1995-2000.” Paper Presented at the 2003 Annual Meeting of the Midwest Political Science Association in Chicago, Illinois.\n\nMasket, Seth E. 2008. “Where You Sit is Where You Stand: The Impact of Seating Proximity on Legislative Cue-Taking.” *Quarterly Journal of Political Science* 3:301–311.\n\nMatthews, Donald R. and James A. Stimson. 1975. *Yeas and Nays: Normal Decision-Making in the U.S. House of Representatives*. 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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://orca.cf.ac.uk/94838/1/Lindstat%20-%20Diffusion%20in%20Congress.pdf | 8 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"bers most frequently cited fellow members when responding to the question “How did you go about making up your mind?” In particular, members rely on the behavior of trusted colleagues. Relatedly, there is evidence that a member’s decision regarding whether or not to cosponsor a bill is, in part, a function of the previous cosponsors (Fowler, 2006a, b; Harward and Moffet, 2010). In a study of the California Assembly, Masket (2008) finds that legislators who share desks in the chamber are inclined to vote similarly even when controlling for partisanship. These are merely some examples of studies that demonstrate that a legislator’s behavior reflects awareness of the behavior of other legislators. What remains less clear is the mechanism by which behavior is diffused within Congress in particular, and legislatures more generally. That is, there are several diffusion processes that could produce these findings. After all, members may adopt behaviors for a variety of reasons, all grounded in diffusion and ranging from simple mimicry to rational evaluation of available information. While the indeterminacy of the underlying mechanism of diffusion certainly does not minimize the importance of previous findings, there are various reasons why we would want to probe the underlying dynamics further. These dynamics, for example, have implications for collective outcomes relating to political representation and accountability, which we discuss in more detail below.\n\nIn this study we concentrate on three general classes of diffusion models — contagion, social influence, and social learning. Each of these categories encompasses numerous variations, and there is considerable discrepancy in the terminology used across disparate literatures. We select these categories because they provide realistic possibilities within Congress and are the predominate processes discussed in the literature. Moreover, we are able to empirically discern between them.\n\nThe simplest of these models — contagion — describes a diffusion process according to which individuals adopt a behavior by contact with others who have adopted it earlier."} | f4b71afbb288a3239eb662a446db8da1a9c23bff-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://dspace.mit.edu/bitstream/handle/1721.1/85991/troubles18.pdf;jsessionid=74B38E9845F58736C8F3CD6BC1D9A7C4?sequence=1 | 7 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"whether Holmes is some other $y$. $Holmes\\ exists$ combines with the truth just stated to imply a falsehood, viz. that Holmes has features whereby he could not turn out to be Holmes. Isn’t it clear, as Kripke says, without being sure of anything else about him, that Holmes is not a thing that is disqualified for the Holmes role? If so, then $Holmes\\ exists$ is something like false, by the lights anyway of (SFP).\n\nI doubt that the papers collected here—there are some we haven’t touched on, for instance, “Frege’s Theory of Sense and Reference,” “Russell’s Notion of Scope,” and “The First Person”—have anything philosophical in common. But I seem to detect something on the metaphilosophical side. It shows up in remarks like “in my own case I think I am a bit slower and that philosophy is slow,” “philosophical analyses of some concept like reference...are very apt to fail,” “the mind-body problem strikes me as wide open and extremely confusing,” and “the ghost of Tarski’s hierarchy is still with us.” There’s a feeling for the immensity and tenacity of (certain) problems, and doubts about the prospects of solving them to everyone’s satisfaction. One sees these attitudes, as well, in Kripke’s continuing fascination with old, supposedly discredited, theories, and the ingenuity expended on getting them into their best possible form. (Russellian acquaintance is called in, for instance, to address Frege’s problem about the lack of a backward road from reference to sense.) “Let me not pay inadequate tribute,” he says, “to the power of the then prevailing complex of ideas, emanating from Frege and from Russell, that I then abandoned....” ([Kripke(1980)]). No one could feel slighted after the papers mentioned. There is a saying that philosophical problems are not the kind of thing one should be trying to solve. I don’t imagine that Kripke would agree with that. But he might think that, in some weaker sense, there is no end to our troubles.\n\nReferences\n\n[Fine(2012)] K. Fine. A difficulty for the possible worlds analysis of counterfactuals. Synthese, pages 1–29, 2012.\n\n[Harman(1973)] Gilbert Harman. Thought. Princeton University Press, Princeton, NJ, 1973.\n\n[Kripke(1980)] Saul Kripke. Naming and Necessity. Harvard University Press, Cambridge, Mass., 1980.\n\n[Kripke et al.(1974)] Saul Kripke et al. Intentionality, language, and translation: First general discussion session. In Synthese, volume 27, pages 471–508, 1974.\n\n[Kripke(2011)] Saul A. Kripke. Philosophical Troubles: Collected Papers, Volume 1. Oxford University Press, 2011.\n\n[Quine(1960)] Willard Van Orman Quine. Word and Object. The MIT Press, Cambridge, MA, 1960."} | 37931e2826f5d572ae2249080383652aac2060f4-7 | 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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://dspace.mit.edu/bitstream/handle/1721.1/85991/troubles18.pdf;jsessionid=74B38E9845F58736C8F3CD6BC1D9A7C4?sequence=1 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Philosophical Troubles, Saul Kripke\n\nStephen Yablo\n\nMarch 1, 2013\n\n_Philosophical Troubles_ is the first volume of Saul Kripke’s collected papers. It was originally to be called _Bandersnatches in Dubuque, and other Philosophical Troubles_, after the observation, of which more later, that “whatever bandersnatches may be, certainly there are none in Dubuque.” The contents are non-technical, with the partial exception of “Outline of a Theory of Truth” (1975).\\(^1\\) There are four canonical papers that most of us will have read; three lesser-known recent publications, on Russell, Frege, and presupposition; and six papers, almost half the volume, that appear only here.\n\nKripke was philosophizing, as we know, as a teenager, but the glory years began with “Identity and Necessity” and _Naming and Necessity_, both based on lectures given in 1970. A number of papers pick up themes from these two works. But although the necessities (as I call them) are full of metaphysical fireworks, it is the semantical themes that Kripke mainly returns to—starting with the worry that, if a name means its referent, there are not enough meanings to go around.\n\nThe one-referent, two-meaning, case is discussed in “A Puzzle about Belief” (1977), through the example of Londres-loving Pierre with his reservations about London. Insofar as the names are not interchangeable, this is a problem for everyone, Kripke thinks; it arises from principles that are not especially to do with names. The no-referent, one-meaning case, is discussed in “Vacuous Names and Fictional Entities” (1973). Empty names, at least of the fictional variety, are, it initially seems, not a problem for anyone.\n\n[People think that] it is very hard to find a theory that can possibly account for the possibility of [fictional names]...On the contrary, one has virtually _got_ to have empty names because given any theory...of how the conditions of reference are fulfilled...one can surely _pretend_ that these conditions are fulfilled when in fact they are not. Thus the existence of pretended names (in fiction) cannot possibly adjudicate among different theories of names (60).\n\nTheir semantic contribution is a problem, however. How can a “Holmes”-statement be true, if the name is empty? One should first check that the fatal true/empty combination\\(^1\\)A second volume, _Logical Troubles_, is expected, with papers on intuitionism, adopting a logic, and substitutional quantification, and quasi-historical work on Turing, Church and the Hilbert program. Kripke’s 1973 Locke Lectures, _Reference and Necessity_, will appear in the meantime."} | 37931e2826f5d572ae2249080383652aac2060f4-1 | 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://dspace.mit.edu/bitstream/handle/1721.1/85991/troubles18.pdf;jsessionid=74B38E9845F58736C8F3CD6BC1D9A7C4?sequence=1 | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"egregious violations of closure that no one could welcome. I might be sensitive to whether there is a red barn before me—the nearest alternative is a green one—while insensitive to whether there’s a barn—the nearest alternative is a convincing red fake. Surely to know it’s a red barn, I must know it’s a barn.\n\nKripke relies here on the idea, implicit in closest-world accounts of counterfactuals, that \\( \\neg (A \\& B) \\to C \\) reduces to \\( \\neg A \\to C \\), if it is easier for \\( A \\) to fail than \\( B \\). To the naive ear, however, Without both parents’ consent, Billy wouldn’t be allowed on the plane says more than Without Mom’s consent, Billy wouldn’t be allowed on the plane, even if Mom’s approval is harder to get; Dad has got to consent, too. Read the same way, Had it not been a red barn, I would have noticed requires both that I would have noticed, had it not been red, and that I would have noticed, had it not been a barn. My red-barn belief does not constitute knowledge on this reading, since I would not have noticed, were it not a barn. The stronger reading may not be mandatory, but it is there, and available for use in a Nozick-like theory that is vulnerable only to all of Kripke’s other objections.\\(^5\\)\n\nThe lectern, recall, has got to be made of wood. Do we understand what it means for a thing to be essentially wooden? Kripke does battle with Quine on this. *De re* necessity is intelligible, Quine maintains, only if it is reducible to *de dicto*. Quine attempts a reduction (maybe we should say, he pretends to attempt one) via the unrestricted modal exportation principle\n\n\\[(\\text{MEP}) \\quad x \\text{ is necessarily } G \\text{ iff, for some } F \\text{ satisfied only by } x, \\text{ the } F \\text{ is necessarily } G.\\]\n\n(MEP) lands us in contradictions, however. Obama *qua* President is necessarily American-born, but there is no such requirement on Ann Dunham’s oldest son. Kripke is not much bothered by this. He has no more use for (MEP) than Quine. But what he mainly rejects is the idea that a bridge principle is needed. *De re* necessity can stand on its own.\n\nThis whole dialectic is replayed in *Troubles* in a doxastic key. *De re* belief ought to be grounded in *de dicto*, one may think. A discerning bridge principle proves impossible to formulate, however, and we are driven to\n\n\\[(\\text{DEP}) \\quad S \\text{ believes } x \\text{ is } G \\text{ iff, for some } F \\text{ satisfied only by } x, S \\text{ believes the } F \\text{ is } G.\\]\n\nUnrestricted doxastic exportation may not land us precisely in contradictions. But it obliterates the very distinction at issue. It was supposed to be only his Russian handlers who believed Burgess to be a spy. To go by (DEP), though, Hoover believed it too, by believing that the hardest-drinking spy was a spy, when that title was held by Burgess. It gets worse: Hoover thought that he himself was a Russian spy, indeed, that he was Ethel Rosenberg. For let \\( p \\) be some randomly chosen false belief of Hoover’s, say, that America was on the brink of collapse. Hoover held that (the \\( x \\)) \\[x = \\text{ Hoover if } p, \\text{ otherwise } x = \\]\n\n\\(^5\\)There is a huge literature on this, much of it seeking to explain the strong reading away. See Fine on the “wayward character of counterfactuals” ([Fine(2012)], 42)."} | 37931e2826f5d572ae2249080383652aac2060f4-4 | 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... |
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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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.math.ucsd.edu/~aknop/teaching/ucsd/109/2018/files/homework_5.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"2. (10 points) How many pairs of subsets $A, B \\subseteq [n]$ are there such that $A \\cap B \\neq \\emptyset$. "} | 346569cfda07ee3b22dcd97df06f44b767b9127e-2 | JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGFnZXMKL0NvdW50IDEKL0tpZHMgWyA0IDAgUiBdCj4+CmVuZG9iagozIDAgb2JqCjw8Ci9UeXBlIC9DYXRhbG9nCi9QYWdlcyAyIDAgUgo+PgplbmRvYmoKNCAwIG9iago8PAovQXJ0Qm94IFsgMCAyLjI5MyA0OTguOSA3MDYuNjY3IF0KL0JsZWVkQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL0NvbnRlbnRzIDUgMCBSCi9Dcm9wQm94IFsgMCAwIDQ5OSA3MDkgXQovTWVkaWFCb3ggWyAwIDAgNDk5IDcwOSBdCi9SZXNvdXJjZXMgNiAwIFIKL1JvdGF0ZSAwCi9UcmltQm94IFsgMCAyLjMzMyA0OTguOSA3MDYuNzA3IF0KL1R5cGUgL1BhZ2UKL1BhcmVudCAyIDAgUgo+PgplbmRvYmoKNSAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoIDg1ODQKPj4Kc3RyZWFtCmje1FvLduPIkd3rK3IJ+kho4g2MV/3yuH3sdtsljxfuWUBCkkQZBFgQWLLmM+aLJ56JBMkyxdpN9zklEswM5CMy4saNyG/+80Nkti933z3effP4GJvIPG7uqjCJisis4X/5mFZhHlexyfM4zPM8NY/7u2++f8nN84sJo6SIM/gTR1mBf7K0Mi/P/d3aPD7jP693gVk9fsQXpPyCMozzKKYXyMcsCos0ihYvCNfrdYkyHvBTSoJ+fPjpw4efTbxOqoc4igoS/BDGWZabhyiMMmz3A3aNsCd2jKnj3K1K0rWR/7B3FZZRKpPFTzDfsFwXCYwlCtM4jXQshUiMSeI/gj/Zpp1WD1mYBnaVhHkwjnW/esjDJLB1b/4wHMe+7sywMR+G53aVh0UAXz88t7Z/ti9m9d+Pf7iw1FFZhnkK08izdZhHeSyvh0WSCaXy+u8//PjXVQpvM78cn7p2VYZR8LLjv/323tAbsUUaDKsHaLe3Dz9NNQy1Cro3fv/5TqRRFiZZUZ5tReW2glf0v4bOpObnwUQJ7wIsfxSXJ9sw72BEvX4ePtv9kx1hL6Tfj493n+4i05q7NAnjCiaeFmEGupCFFSideUjCaJ2VZrR3fzc9tM3DtQwZf0pgyNCvlH4x6CTo5k/7yPww3P0F/lfhFWhJsRCevEc2dIuvyc4yaPSecRcL2dAtyq/JBiWMyvjmcWO367KLMEqz2xcc+62vCS9QTPmOgS8XBbqt06uyK+gW3T5w7HdVeJmF6yS9eeBlGlZXtbBah1VV3D5w7HddeA7ibtYU7HVVw6N1DK2SmxcF+5X5dellWJa3D536XZcepWEJPunmsWO/q2oexWtwG7cfUOr3DulgxIvsK6RDv6uaDi3DIrn9jGK/vLwuvQyL9XxK4XzkF3QdTlt2Ir28ID05lZ7Gs96CdBSbn0uH79VSOvQrz6THZ9Jh0snty47dzjY1PRUOaKeqvuIwYb/0uvQirLKvOEzY77r0HOBDVN0uHfqdL/u5dMBg7/J2JyuD/eKr0osMDMFXHCbsd116ibjxKw4T9Cvy69ILMATR7WPHftelVwkYgvR26djvur5XED5Uxe0rg/2uamS8zgCn3jx06nZdeBRB5LM8qvF7pEO/rLwuHX4ts5sXhvpdVcg4TsIsLW9fGez3DukVSb157NAvvaqQcQJhVXG7QlK/69JTiOyS24MB6re+Lr0Ib4eP2Cu5ro9ZEib57Y6J+r1DOgSh8VecJegXX9f2HMKk22EYdbuujhC1wyRvHzr2e4f0Ioyj/PaxQ7/oujqW0Lq43adSv3dIryDKi79CenUhyjuTXmUo6PaVgX7rqwqZrKNwnd9uwqjfO6QXAPJuN2HJOr8QjZ1JjwCgVrebMOr3DukloLziK6SXF8K9M+kxgPXYw9ZVdEF4Cqu3FA7dzuOx/Ex4Ga7L4mbkTv3ONjU7lZ5E0PF2Q0D9zsZenEmHA53dbgio3/qq9BRafwW4pn7vkF7BusdfIf0Sa3ImPcMDfbshSLJLvMmZ9BwO9PorDEG+fpd0ONDFVxiC/BJ3cia9gAP9FeCa+r1DehmW1VcYguISd3ImvcQTffvClJeokzPh1RriqtvBNfV7h/Q8LMrboz3qd1Xd03UMrW6P9rBfXl6XXoZFdHu0h/3eIT1Kw7y4HaJSv6sKmcbrMP8KcE393iE9D/OvkJ2H2VVlT5MYWt3Oy1C/9XXpJf1689ix33XpaRqm5e3omvpd1/ZsHaZZ7FF5aRFfAgTZydix35n0SqVfyTrG4HhAAhxhiOqyGPr7qag1p8GMy+VVAee0QGQkMh/iGJxSXlBSqoS/jz9QLgrUDJNpcRxJMq2xkx1XD/C+YN+uHoqg11Te9IIpvjzAPN6BH0HDOCyDYT9M0DQsgnbgH3ojjd/wTxbIN2gFrw/svhaR7TP+UAT1Cv7pujf+Zhr8OQ1aStZtNnY03H4zjOa71UOJeTv6rX5mwf/0XpMFpu4b8/edCJksPAYoGQfh6iHNcAB/x3GUwa6VYVt8ves8Wnld3b1CQziMPL43fpcuw9ZOE6/Q1vCrDuOwh0/BMNmGJZi2F1nTzoKsRHZmzcnBxG2D5DTTSFKqr8P4T86oHjqeZBrosIbP+D0JYFm+6/BRIeuQ8DokOpV7Yz9L19687nhfYyfnu+5St5RXgCYQBcMK1rrt+ctW54Krlgc7a6RHzb/vVfLHgR88wYrHRQItfsIuWdCjOPMBt7AIhuO043bm283YPqssaHLPzc3Ef3f2RaaM8tKgqd+WEwVlKKG1iLNwEHXiKG2ce9PbRDHkqaGtoR+eWRwN4cUTENKmUeoW9y2dj0/G+5YB3qN9+6k3n1mJUXmh+yscF5yEGx7uY3/kT3s7DvzpuPI06zB02CUKWlHvlucPJ+MgZ1OPnG5OCpuj+ynHAVrbPU/sMLzakVTT9tLN1NKvMbUMcNOOfDBTPajtZ5ZnjUomjUe96GWw97SauVOmkl8ukylQB6Xlwcphb2s56WUgnTdWX9zpTO9xBDHqInygTeUG/vlJ88pthNQERLwNcHJZRWIeB+ztNNqa5g560Kg9qT9zo+E41vipCp5WOHEeH/Qa7RaXraanY9Niv0xPfCInHnVmmOQ3WRkc+iSaRgqGwqWXHu7IHW7U2V8DMjZx8B1bJxlQt4JfG/nS859mFQV/ko7fja0dYbXiJA2iCgdbFb+uWGPjMMlPNTbnlYLF46X6g1hgHnap+2b7/1Wd+zWIwdX8upLNknYTb9Cx0a1s7H6Q5ZGe01iLtln+oVnRod7JysBb9gf+pRvE9ltr2OiCeR5Mq2MQ1SGHA+LqiVWzRNXsRbghTYlxUxp+dBSVlNZk6GEAMoPdcKRzFgeNDOcJLcdrPUp30JNaZtQYmclueNEX0xI/nKwxLHGSqjGXJZ5WKQjfrXKyLfgvCEMFoc/jKqH97wf5CRublx1/PdK/HS92Q19OWqILeqIHlv4lm1vBUH+i3zfYFVRvJ28TGa8sY/ynaVfsOtEUjiziddGWn8GakKVNxbDgs4M/OBb4tiJDO/czr21Hb5Bm5uD9CHMPnsUq0gMezOcVuinuPu28H15WoVu3lxXb8kLWtKcBGu4ms97ILKcHndkKH/sL35gNzImOG1paeg3/0nOXlxcz1t6C7xbjf8B6JyO/1D0rxeNvuNCnZEWI85IV4dg3oofjgyoaqfex5w+bWkzk2JMhxMOWkgN6iLM8+OU4yoOjNOwnVkz01BE7M5EgDe9Nu+FFMjvFWthwbMAKoR9mgw1uZAtLR0YjDqMClHl9ghHX4Hl5GvsDnpvAO7L4tVUA1VhBjK2DQYdRgKGHFKXRvXjHlsGJeB7SGhDKMM8IXtwjDBNJx36i104D/TkK8GwQ5aC7wQVW9DbqOOTI4gyzwvcha92gTe1jT9mGGcGGCqxzxtXgiMAAkN/hxYoiVx0mviiHzSurCib1rfkevEMLQ0S7iNVpsAqGzQmihDguYQV+enk5inV8QaiEUAseoP8ZB/mlb3C/fodfUHNjVpiXM9RPnhFGiNVkupuRQpbIQRZCJmCC1DGBDe3Y2CtCtPem5VdPjLVa9XL9ICDNyJMjOKfxMGqDdrXGo5kH25VAL9ozfmM9LhyBuoGYHAb/oyjtWTw1KB9uEcuV3hCREIZB9BjhWnDvSDvrWCF8gB2WltrMb5NQdKOAW9xGQu+auBt+1C6GsMGAr+QZ6nAQbZNsh0hxTVDBoyWAEZcRR7IXr+20QyOMwmrpAK4HVR5NtjyRPeqGurnnUZlG0awsU3uQyMAtP67MKKtr2uXCHHFGJR5Go4gmV0RT0ASdiI7OInyP0CPkbtexkRn0p3tRpSgmwyJKJFFB36gqta6DjAeBfBHMYUUUaIDjjf5eZxsHInhs9yKyr0Ub2b5oZDArD82jF0kIcSLyjr7ZVlBfFgLqAY8rEn/z0Gnk7FoazHBcHigGolgUDVSjYHzgqHGYW0iPRoHJsKIwuwfk9ft6pE3PyCA5M2TsZOouJMHxWs12EYGjWbNKlWqs1yWiwQfMSMTBI5udHVtsmdPQy4fuKMaOjR8MYGLjPKDdNU84zpiDZdOM9WtvNs6u00NW9yRQEE+vQTO3NKJHF844nyExmG+ii6gofRMNgErnJHGaG7gF66cmXlzFk+8q8PPEJkK4hvbEsmdoHDi0mmdBi9SdcAxgINRlbUR+1w3qaixv9tObm5fKEgTrAieZ76ejfOhlUhou6UREfey/+GeJogCM1LI5ulk6D2ytIxs5GnU72nnx3UzWILqo8NPjrvWlLL687jzdR2JD17sndqW6ZNiSVGmlYdzqfFQq7YOehXvjliUkr1/oAul0JSIFpXS7r+yNLM00q9NoD511ZAVxToAoZMF2pKvcqwgUWjCmcZqpZypfx6UHhTjOTBxPA95CjFVLLno61sKOtGrtdExIwNiZo5hZplF4FFJURzwciHkRT9QOR3l8z2qcM0kh/gnC11btnrTbq0WdDxRNZRGp6CyW3kN4PZjCXpmfmn1BqWqWsK0P2TEopwKbe9xLdDTSiMH+m+0oTWl20l7oJcc49fJAV1O6mEHao4omGD4okWQUTy4ETZ6593mchHkcz8tUcsAwILGj7NHJnBxDNApBtDm+uDiy0jkYYb/MR1miFdEI/Ez+ziPJZvZB5zbrhHJOqg+iUw4Dylaca5bsTkftJTKd6SqPJskUyotra3vnfgY9HnY0zGuSG1KeSB0c/PxbU5NJ0IUjxDMbDOikKFrCbtBPMYzqDYfNRpkBvC9iHReFq0jhDHGHOUojpxUrCZjr8uRCscm4hFLT5VEPDNpwlA/HmkMKZZmnsd0KdwZTrsVAzwyX55jFB9Ng5amjFgb3oicnebdgqx7cVniML21EhHdpiLDabkchkCxxTZ+FFqIvjdBHB/7LD0dhtobekUtopQfzWivnRbs4CHLVdScaWB3VTE19ZMBP656kyIp8K3SZxJRV4DC/qOdEIXO9lVHdn0iseVn8mdEPSl83l+YTozOQASPuxd+3VqaAqvkqwnRQbnSD9LcEvukJHr/5BZ0Ow62tkGmyfKfui7YpUbosES4HrbgYDlnolON3fLSBqAJVJUHygA65tNCGLQZbVuIEQI8nTt+RziRNTT45XAiIOyPuQFQO/EIjmGw04gzBuZXa3wzH6dmzp7Ey9LlqhTJrKZt8MGyMzcGAdZZIB1yab3X03SDz3K6UvIUjrYdetB7eCwdrxx8nMW4UB8iv6qKMCBtQ2GRkKkNv79ng6TE/4u8CwkTYEq+fcL8HUauhlZMxUVSxl/3uJ1VjXFJejjnhc0obb60IsaOjj1040U/j8FkDVl+HlT5GThctwre4uvCzap68BKzhX3VU/8MW455ogCDip1UV+1zul9IPzpz/TqJaTlw4El53qH1ZpLAEh6PDrJ2168ioSguORJ4YCasdhYMrNlJedYJtAZIixeFlEuI5LML4msKhmWZJdZiH42QXpla9y4qCE42wqIvKowESdY6U5w+rB5h5t5WXN8wNUbDEIw4NceTwW8l/MhRAEVKclR4ELtRvFM6z0Cg6yQKanT7l1N/B6oByZ0wucMOFMIENIDZB0FtF+g3i0o/ytqZ99mGykGaM4gVrrTghNGgQ5G9u5uU0c0ZPOK7HnRqAw6jt28bPYsKej17UUktY9fHoDUhytzr+1YyXkzDNo2zGy1ElZxMhCB1OccUrVAq23ICYBL3O5+Z1OHYN2Nfe5RrIwAwST9p+zlWILILW9bL5Tpl6pM3IEEjOZOAfwBq2es430rcdye1ARJO5XZRZXfYMeHtTck6dC03YSvWauB3VXuNGxBWDWDDCks5LXDpPwwboa2Rb65UmZWhPy6VX2AiIFQAoVnwZ26YnBz/Vg4/J7s5BX7XoCVtQciv1eJLo0nxjrJnEnBmaSjP9IXGc6p2szG82/uoOZNwUiMJD5xOkA82000YKjJkJQzH6k3ASADCdWzmd473me6cv5Q7FiuYOFDuPZv3CBZizWC3lPVLkPfLAOOTM5qYXo4B3kfVkIZHw6ozbVvJKYyMrk8400EppplynCZJggtxVTe/Ssh8tGGk1yltVnQUQzgUsoDraBkEe6DjaO/dQEPkwCpJ78hyJoN3aBUBGhG+ECWsnFzmjq+hlMJ8kvc0rcxikUTujbNTj1B22L+GvWE/ZRj1csjgNTp/FEIOCjao0qLuCanor2js5O972Tic1Ip81eGqno2d7Y3ey6bTUIkySg1QR8UdVTGkJivlX6xS5nW23G7r5VimO0KB9Pkjj3srJ6mTwLzMTEswHAkw0+wxMD6IB0zqKSacjh1lswyVTUztIe7k65TRloCAYd5/sN30RSiXmFzLpLUiJ43JqhblrI3h+mFMCT1jaUZZYDMD0/oi2skQdeWQVIxuBhELr5aHx3CgFzS+h3oz4jvoax3vzQD8dRcRo9/SgnxzfkyXr2PNfhcw8KTRBxGpDlg2TZ6ZXkBqRORCyAb8wBZLpDOH809eQS5giadWKgK0XOtNp1dQIZ/KEbiSaths4CAI90l4402Cn8XEndpxfoOgCvzw0w6u8cCaGaM6nRjHXPZck9njsFC5qbYZij8Ll99lKKRYplf2mYGdZ1FIplW62R0YgZLpYDnUbRehWs/Q1G40YLZySERLRuaFUjsF74a+hApMqXUcekZfo9MSufPcm6rQZOjl3sMr6ppzjKuel5qOIbzzc61ZpXQMFa/taKGON904jvyj2SB/1OWfxGERiMxChWZyYyFSBiHCttRIWKYPAxmPBnz1w6ME8qecbvJjVFcQx6Hxqu3Z6mysAfReTOBfjagf7WpldJbs2Cy9JjJJEp46n34tXSZxX8al4gSGqcZfysmd4O9c1+f3waj97cx8pL14riyjB+v7JjjOJ/CRZbK40VPJJ2bu5fqqxz76DTWYKfxpUCC/4Qc8ljmAyuiYFromr7FrA+eISnIdlkUwwoO+dJjmme+MT3LT8y8Av050Fd7yvdTOx6EUwfTtTlE9vSytxurKlruzk9rPebLxyyiVv79IzlAWT9HIlJQQZlxDQ0kxnalIf3N6rP8PlazX/Yc0iOtK9DM3fFBzVWkpQKEq9NxiAuXKHaFHuIHxCqew4GAGtnGxG77hS5vAegRSm1pje94o9c0kQagadvZfjbNFCPKmjxJBRcauUTn600nESWZIHdiS5S42MR4jF3tg3zgUOOKdTm86WInKFHGxmPzs2FbfEvt47PL7IQg1OV0eNc3aystaFgrOy60R7a5uTPKKn7Ac7OiQ21f/0vEkS9MYPgUdNEMKpAcw2aE0HH2c8ajsZq3/OyZPMsa71QufJzY0bysv0+B2mWs5ut0hNfhGhFuJJ1KxJTLVXChLd4auSYbqAQmdWHEUxgx/7qdYyUKr92YsBXWFmo2EV7w1HcYvec7qoZEwx846p638cawWbby4lo+DWV0wAtgqNaw0AW9eXBq+BINL3KUUY1lUBSXB3AbB6cxG8WvcCSrtO7RJX/MymC78JOZy7fM4r1mRVQa0ToZoKgkczjibPuyQR6Wz8I1A1mNA/9IM6pN7OHg8D7GVu0XObmdTJc07bLJShCLgGl/RtEGNJzRbJT3uS8hQ/etlBOL6H1zv4I8SWi63EEt1pzuv6sURO9glUS9ivKPg9r53nLOWl5C4B3gjlnbmKEzkwhVSl5xRdOr9dM/9L+eFlgn9OicRkn/4BhptWB13w/JanttbqfazGFANTt73TCP8Qv7kUvedYlUfpxWC0Tb3cPVepvNesed253VZk8+yDIesKD4RDxoIIu9FS7HaSuTKXqqP6eJQRbK0CyBmT5ZKWrnEbS/iJKio8XMJsPDLJGHacIIkNhLgL7//vTZZjzGOf8Ehm6kS0Mwtc6U7v+xzNdlvNl8L2Pnv18vdnflDTwvirfH7S+whYi8oJ4k5NwMIxitcXCyiv0NIs6yyJayn2YHCPUnBUn73MSoTaqy7djT0RON+9aYZbxyfkWg+dvLOJy9Pp3ro0yzw/SuALbVbKgr241NfpAs0wzy0lx7PtSVJak8WAALf8aaeTdOGJQG4d/7mdQ3igtKWr7CesjlYAj1ySEmExAwGn6J31+Wp0vPNZw8yisIfwfma/JkVkPUdHWOtouhPrZT4dNQXTynWE1rrQUfLMS+NLeUpc2kcXJIzWUfZoSKe5PFDvXrSniBjrFxeVQSM/f8D4Kw02VmMUfUlzP6fa5DqHQ6g6Y77qsyg6Pc3GexVaXv0Bp9H54tV2N/kJXK30tosKJzH1Es8N6mjVbG+0qGm/cpVmrqSoUYLJoYlRw5XaizZgGxYZh3m351RNwUSfBJmtYrU9kcRRwpFHEnMRINY5L3SmCD4OT/Omxrjwf+sbDXGe1JySwmn63tuG8LRUCbG1Dw83vC9aAGRnOfmZP9IAxxWbtXvf2C5982l9V+ZCWdfngndiFOa4ZYczVTl3e61+dViVivqR8dAKvnnSgoN29Qlk59JpSWjOlYNP1sFrfwHVYfiQ2w89jVa4sQfEMlXH1BcK/PkASWXB4EsE/9s4BN/Ih0On8Z9/NwkrNrypu32cbxwWfr2goy5wTxdlmtmJ5TuN68gsWLx7xnaSTbT4gro3P3tVT1Lj02F2Y6uuw2duEsxCfvvz97+uMDr5gHfb9FZbFHP9D+r2Gpfsb4iyQB8/aUlPJ9WrG3JArQv4DlZv4fE1LpTSWVO7i3wuYT1XGPj31gRKpkpUYQhJB0Oco7un5+hkvJoz2k9ewVbr9lkKvb50Fe70loBoj1wHgyPp3c5UMuBfcjXMD+Wm1iE+ufbwZ1dreFJH6iD1wa8lRASFzlkyzcNm40IMxrlIVbDqO75qtuGeOrWuwpDrrH3j97YkiXzKQ1NDbNqak+JXO87xtuIpjQnqc72H3ZDZN26sh0EdvMaGG42v+ZDs634RJIhdJDL2xNp98Qrdi1+ANEqVQ6u31bSEAr2/K/g5yIeB6Z2MNzDGMf9itVxJM66TK8cwUhUhpPzQ6S/06slcGEk0j8Q0yxqfz0TMlNpcM8oQ6Eg2wOoA3D09ETUO8ou7MqjRQ0K3a/BA+ANzsrXKSLKlKZbx97pETthwdhuwlkIV+cOXDLtueckQ70Quaky0ZAUhepReYSVcdvowgLb4aeRREHF7crv4BBVgZlAjaVfV3FiJ0cWAQyPrMtwLItZLInGWNar0quy325rdsvpBcabIlz95JReCv8SONBCwaqHCRi+PqAjk9DQHqmUOjjBuNIUK0R33+3hcpnc9M5F7VanpXA28XmdS3YATSTUlKYGl1pTP5JerkuYX/tswX0GWOS0Lu8ABZ+4GwrRTs6B+AT9JlE+oz7do41T3XpBUOsIwhQ3L0jOTIOmvtJD012Fse8mztFRkceBl7uiLfXEleTU/x3uORcbhF5VUWMUfWP3QWL3EOUsBey0ymQ9CpuQzoQNwDGJS0Y49u6sSKQcE7mIqVh1otamrzKxlaJp8Il7wsz+TCdTCLmbDX/ZWxKO9iLAQ9Z4uoWOWBxNzMcRdInS3Iq0ZrZQOkccV/gKU4U2POaZ3mhdXmxa5UyiXp5Ge+XJGPNM9kXOEKeCXxZ1r610m16z8686qqjA1BaPceadM28n2YKXWgT8Q5CoD/xwtSsXMRy0KOD1GXgGtFkZmWBgpGbk4yrxSIU0yp4XvgOZ7WYCqXpwZZE52mV1uh96n2ynXfBz1rlYopUOUYR/1ttCcocZ7Unpnynm3Wgu/ZYVjTg8Or/LtP+bEHE3mIiICQyE2+M9K6s+HXq9naGpNaj21yFSzT72fqzup+MoumQejFxOW1qbwSEXKv6jlVNewO7020zXLFJbmYKxwXfdua1N3ldNSgr3wIhtmzRbxZz7jFYpkLy8NatHRS/s4uqG8GLbIjaBCrzJpjfjQ+7G4BgTiI3P1kaPVm387JaN/i0UIFQj8HjF76dV/ZIG74Pgwu3kqzrBeo2d3n3GOWRfZ5MzjIhgPpx4eLj0yKAqsqzSZy7XSuVxr5u5FQQTRzOUxmqxLJKuGFz0XdX1S2jJ5pHKFLlkKWLtOWfbDSlnIOJhFSG2tK6jdDAqJ5goZ/i4RfyzUYMVVvn6JyzKNMWmJCiUyJpcskKefjrUmC94kevhStRcXNsRxkc9JMLozBXqs5ALMO80yvTCXOLKDYo4s6Nw1ob2LlFxylfQ3oTSXc1IM6NRBaUMIeI0UgskYkIxiakY8o2Q5yZNsZAjDPjQ/UDROtGKh2icBSCXXIakK3dVMCLXEd/oou7pVcVy8ngWNeksJnKQYwzIKwlyA3NIivikL/iUbh/mGKJmrXi8Fh5lmHjO9D9aqBRGvUbsLlL2rhKYqk2e/CFiqxlw1XK1jN3qHpNNLHXPJ8Ysj2F1N3JGkKbx7UsR3qSpZMwHg9rZaEceZ/xWX1iZ5BB/ohCQ6QnGNBEIOBx3ZXNKZB8vZL8wwDHWQMuCOTWUVuCEqw/kkF2W0+GByd2imYVlRyGPZS9ifB0tvrZdOec57AdBaeDgKMZu6kh658ELFg5fMaewSoa7GOQ62ikjZulgXfNhXl43TcwgwzyULsIJIs1mas2QDoIG58h1kUbXmjopHBQJ2M3V8mhp1TkN9hZof209yl2VUkXqhYTgiF5cWCRuHiI3DnFX1anqy4KRcaEdVzXhfcq2XHp48S++SQk9yk8yxN3N697xKL66+GGHt9XS0h6OvCmdHDQGHB/YqdNX6Uy3aq46iCPxC1Ul4wQIJHlUl8eAz+pPqqF5vjBixbhcOQr1VRZdi0TwQlVzESXisRf5ZGDko2c93y+Ya+DRGm6gHlbMZF6anA3L3s0ctmtc7o1rs/7w4SdY7eq52Fi1jdOlubJRGsk31spb3DL0TBf80FyBpTCqXCNWhG7+YCk4yH/h+aTZIuGy/JPlKR9HK5rdwPmXNaYPOCp7mqBl7uyi5HqmsuKjg4S+u2o/v6M2mj/XQzJeXC3dgvNuGmiDTFYchyS8SvWNyQd7bdO46CtdRskoPC51vTjcG33b0NFmvLLaKWE6i/xPQWCioP/ZyWvWG7kQ8bwSD/lHgXL1XoGQ9eL4bXrXUgYxBJ2Tz1PqGrnOHZ3LFVWUwbtwttN6BRCF2zEFqSRbMMK6t2dd6R3U04zDnjkoKr1jHHZoc3M0CfMukRrmfTkoJuBZ6rqE+aKGIg4UeJ73Es4Or0a5dvbQrOyEaXR66IgLei28eH0sDYeLmLgYDXKwLg4pbOriRUCy5xg0KymK9evx49+PjXZiWcZKZMId/ExOW66SKzctzfxeZ1tx9MlgeuoZ/4xT8OQCVFAB/lZnnPT3f38HhXYO1pVNc5omBoDNJ3Rf+83yn3yFmrqiqFvsg3x9jjZl8eL5bPMcuqXaRLypPvtK7dAD4//Pd5jd3f1kMG2Kw9MqoU3/U6cmo09tHnfijTpajTt416gzQ6fr/ybD/T4ABAPJ6accKZW5kc3RyZWFtCmVuZG9iago2IDAgb2JqCjw8Ci9Db2xvclNwYWNlIDw8Ci9DczYgNyAwIFIKPj4KL0V4dEdTdGF0ZSA8PAovR1MxIDkgMCBSCj4+Ci9Gb250IDw8Ci9UVDEyIDEwIDAgUgovVFQyIDEyIDAgUgovVFQ0IDE1IDAgUgovVFQ2IDE4IDAgUgovVFQ4IDIwIDAgUgo+PgovUHJvY1NldCBbIC9QREYgL1RleHQgL0ltYWdlQyBdCi9YT2JqZWN0IDw8Ci9JbTEgMjIgMCBSCi9JbTIgMjMgMCBSCi9JbTMgMjQgMCBSCi9JbTQgMjUgMCBSCi9JbTUgMjYgMCBSCi9JbTYgMjcgMCBSCi9JbTcgMjggMCBSCi9JbTkgMjkgMCBSCj4+Cj4+CmVuZG9iago3IDAgb2JqClsgL0lDQ0Jhc2VkIDggMCBSIF0KZW5kb2JqCjggMCBvYmoKPDwKL0FsdGVybmF0ZSAvRGV2aWNlUkdCCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCi9OIDMKL0xlbmd0aCAyNTk3Cj4+CnN0cmVhbQpo3pyWd1RU1xaHz713eqHNMNIZepMuMID0LiAdBFEYZgYYygDDDE1siKhARBERAUWQoIABo6FIrIhiISioYA9IEFBiMIqoqGRG1kp8eXnv5eX3x73f2mfvc/fZe5+1LgAkTx8uLwWWAiCZJ+AHejjTV4VH0LH9AAZ4gAGmADBZ6am+Qe7BQCQvNxd6usgJ/IveDAFI/L5l6OlPp4P/T9KsVL4AAMhfxOZsTjpLxPkiTsoUpIrtMyKmxiSKGUaJmS9KUMRyYo5b5KWffRbZUczsZB5bxOKcU9nJbDH3iHh7hpAjYsRHxAUZXE6miG+LWDNJmMwV8VtxbDKHmQ4AiiS2CziseBGbiJjEDw50EfFyAHCkuC845gsWcLIE4kO5pKRm87lx8QK6LkuPbmptzaB7cjKTOAKBoT+Tlcjks+kuKcmpTF42AItn/iwZcW3poiJbmlpbWhqaGZl+Uaj/uvg3Je7tIr0K+NwziNb3h+2v/FLqAGDMimqz6w9bzH4AOrYCIHf/D5vmIQAkRX1rv/HFeWjieYkXCFJtjI0zMzONuByWkbigv+t/OvwNffE9I/F2v5eH7sqJZQqTBHRx3VgpSSlCPj09lcni0A3/PMT/OPCv81gayInl8Dk8UUSoaMq4vDhRu3lsroCbwqNzef+pif8w7E9anGuRKPWfADXKCEjdoALk5z6AohABEnlQ3PXf++aDDwXimxemOrE4958F/fuucIn4kc6N+xznEhhMZwn5GYtr4msJ0IAAJAEVyAMVoAF0gSEwA1bAFjgCN7AC+IFgEA7WAhaIB8mADzJBLtgMCkAR2AX2gkpQA+pBI2gBJ0AHOA0ugMvgOrgJ7oAHYASMg+dgBrwB8xAEYSEyRIHkIVVICzKAzCAGZA+5QT5QIBQORUNxEA8SQrnQFqgIKoUqoVqoEfoWOgVdgK5CA9A9aBSagn6F3sMITIKpsDKsDRvDDNgJ9oaD4TVwHJwG58D58E64Aq6Dj8Ht8AX4OnwHHoGfw7MIQIgIDVFDDBEG4oL4IRFILMJHNiCFSDlSh7QgXUgvcgsZQaaRdygMioKiowxRtihPVAiKhUpDbUAVoypRR1HtqB7ULdQoagb1CU1GK6EN0DZoL/QqdBw6E12ALkc3oNvQl9B30OPoNxgMhobRwVhhPDHhmATMOkwx5gCmFXMeM4AZw8xisVh5rAHWDuuHZWIF2ALsfuwx7DnsIHYc+xZHxKnizHDuuAgcD5eHK8c14c7iBnETuHm8FF4Lb4P3w7Px2fgSfD2+C38DP46fJ0gTdAh2hGBCAmEzoYLQQrhEeEh4RSQS1YnWxAAil7iJWEE8TrxCHCW+I8mQ9EkupEiSkLSTdIR0nnSP9IpMJmuTHckRZAF5J7mRfJH8mPxWgiJhJOElwZbYKFEl0S4xKPFCEi+pJekkuVYyR7Jc8qTkDclpKbyUtpSLFFNqg1SV1CmpYalZaYq0qbSfdLJ0sXST9FXpSRmsjLaMmwxbJl/msMxFmTEKQtGguFBYlC2UesolyjgVQ9WhelETqEXUb6j91BlZGdllsqGyWbJVsmdkR2gITZvmRUuildBO0IZo75coL3FawlmyY0nLksElc3KKco5yHLlCuVa5O3Lv5enybvKJ8rvlO+QfKaAU9BUCFDIVDipcUphWpCraKrIUCxVPKN5XgpX0lQKV1ikdVupTmlVWUfZQTlXer3xReVqFpuKokqBSpnJWZUqVomqvylUtUz2n+owuS3eiJ9Er6D30GTUlNU81oVqtWr/avLqOeoh6nnqr+iMNggZDI1ajTKNbY0ZTVdNXM1ezWfO+Fl6LoRWvtU+rV2tOW0c7THubdof2pI6cjpdOjk6zzkNdsq6Dbppune5tPYweQy9R74DeTX1Y30I/Xr9K/4YBbGBpwDU4YDCwFL3Ueilvad3SYUOSoZNhhmGz4agRzcjHKM+ow+iFsaZxhPFu417jTyYWJkkm9SYPTGVMV5jmmXaZ/mqmb8YyqzK7bU42dzffaN5p/nKZwTLOsoPL7lpQLHwttll0W3y0tLLkW7ZYTllpWkVbVVsNM6gMf0Yx44o12trZeqP1aet3NpY2ApsTNr/YGtom2jbZTi7XWc5ZXr98zE7djmlXazdiT7ePtj9kP+Kg5sB0qHN44qjhyHZscJxw0nNKcDrm9MLZxJnv3OY852Ljst7lvCvi6uFa6NrvJuMW4lbp9thd3T3Ovdl9xsPCY53HeU+0p7fnbs9hL2Uvllej18wKqxXrV/R4k7yDvCu9n/jo+/B9unxh3xW+e3wfrtRayVvZ4Qf8vPz2+D3y1/FP8/8+ABPgH1AV8DTQNDA3sDeIEhQV1BT0Jtg5uCT4QYhuiDCkO1QyNDK0MXQuzDWsNGxklfGq9auuhyuEc8M7I7ARoRENEbOr3VbvXT0eaRFZEDm0RmdN1pqraxXWJq09EyUZxYw6GY2ODotuiv7A9GPWMWdjvGKqY2ZYLqx9rOdsR3YZe4pjxynlTMTaxZbGTsbZxe2Jm4p3iC+Pn+a6cCu5LxM8E2oS5hL9Eo8kLiSFJbUm45Kjk0/xZHiJvJ4UlZSslIFUg9SC1JE0m7S9aTN8b35DOpS+Jr1TQBX9TPUJdYVbhaMZ9hlVGW8zQzNPZkln8bL6svWzd2RP5LjnfL0OtY61rjtXLXdz7uh6p/W1G6ANMRu6N2pszN84vslj09HNhM2Jm3/IM8krzXu9JWxLV75y/qb8sa0eW5sLJAr4BcPbbLfVbEdt527v32G+Y/+OT4XswmtFJkXlRR+KWcXXvjL9quKrhZ2xO/tLLEsO7sLs4u0a2u2w+2ipdGlO6dge3z3tZfSywrLXe6P2Xi1fVl6zj7BPuG+kwqeic7/m/l37P1TGV96pcq5qrVaq3lE9d4B9YPCg48GWGuWaopr3h7iH7tZ61LbXadeVH8Yczjj8tD60vvdrxteNDQoNRQ0fj/COjBwNPNrTaNXY2KTUVNIMNwubp45FHrv5jes3nS2GLbWttNai4+C48Pizb6O/HTrhfaL7JONky3da31W3UdoK26H27PaZjviOkc7wzoFTK051d9l2tX1v9P2R02qnq87Inik5Szibf3bhXM652fOp56cvxF0Y647qfnBx1cXbPQE9/Ze8L1257H75Yq9T77krdldOX7W5euoa41rHdcvr7X0WfW0/WPzQ1m/Z337D6kbnTeubXQPLB84OOgxeuOV66/Jtr9vX76y8MzAUMnR3OHJ45C777uS9pHsv72fcn3+w6SH6YeEjqUflj5Ue1/2o92PriOXImVHX0b4nQU8ejLHGnv+U/tOH8fyn5KflE6oTjZNmk6en3KduPlv9bPx56vP56YKfpX+ufqH74rtfHH/pm1k1M/6S/3Lh1+JX8q+OvF72unvWf/bxm+Q383OFb+XfHn3HeNf7Puz9xHzmB+yHio96H7s+eX96uJC8sPCbAAMA94Tz+wplbmRzdHJlYW0KZW5kb2JqCjkgMCBvYmoKPDwKL09QIGZhbHNlCi9PUE0gMQovU0EgZmFsc2UKL1NNIDAuMDIKL1R5cGUgL0V4dEdTdGF0ZQovb3AgZmFsc2UKPj4KZW5kb2JqCjEwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3cKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTEgMCBSCi9MYXN0Q2hhciAyMzcKL1N1YnR5cGUgL1RydWVUeXBlCi9UeXBlIC9Gb250Ci9XaWR0aHMgWyAyMjggMCAwIDAgMCAwIDAgMTU3IDI3MyAyNzMgMCAwIDIyOCAyNzMgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjI4IDIyOCA0NzkgNDc5IDQ3OSA0NTYgMCA1NDcgNTQ3IDU5MiA1OTIgNTQ3IDUwMSA2MzggNTkyIDIyOCA0MTAgNTQ3IDQ1NiA2ODMgNTkyIDYzOCA1NDcgMCA1OTIgNTQ3IDUwMSA1OTIgNTQ3IDc3NCAwIDU0NyAwIDAgMCAwIDAgNDU2IDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIDI3MyAyNzMgMCA0NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDIyOCBdCj4+CmVuZG9iagoxMSAwIG9iago8PAovQXNjZW50IDkzNQovQ2FwSGVpZ2h0IDcyMAovRGVzY2VudCAtMjExCi9GbGFncyAzMgovRm9udEJCb3ggWyAtMTgyIC0zMDcgMTAwMCAxMDg2IF0KL0ZvbnRGYW1pbHkgKEFyaWFsKQovRm9udE5hbWUgL0FyaWFsTmFycm93Ci9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgMAovU3RlbVYgNzIKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMTIgMCBvYmoKPDwKL0Jhc2VGb250IC9PSUtHTUErQ2FsaWJyaS1JdGFsaWMKL0VuY29kaW5nIC9XaW5BbnNpRW5jb2RpbmcKL0ZpcnN0Q2hhciAzMgovRm9udERlc2NyaXB0b3IgMTMgMCBSCi9MYXN0Q2hhciAzMgovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNiBdCj4+CmVuZG9iagoxMyAwIG9iago8PAovQXNjZW50IDc1MAovQ2FwSGVpZ2h0IDAKL0Rlc2NlbnQgLTI1MAovRmxhZ3MgOTYKL0ZvbnRCQm94IFsgLTcyNSAtMjc2IDEyNjAgMTAxNCBdCi9Gb250RmlsZTIgMTQgMCBSCi9Gb250TmFtZSAvT0lLR01BK0NhbGlicmktSXRhbGljCi9JdGFsaWNBbmdsZSAtMTUKL1N0ZW1WIDAKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCj4+CmVuZG9iagoxNCAwIG9iago8PAovRmlsdGVyIC9GbGF0ZURlY29kZQovTGVuZ3RoMSA0MTY1MgovTGVuZ3RoIDEyNzAxCj4+CnN0cmVhbQpo3rSbCXxUtfr3n5OcM9MFsCwiUpEpA6VQNlkqsrVAWyhQaEuBFhFaoIUqYNkXEcsORdQLiAKXfUfQKSr7fhFlUdEroOKCyqosiiAI7eT9JefMdFqKct97//302yRPcpKcJCd5niQljYhKUw5xSujStX7DP89sWQ3JNyCt3+D0bOpotCZa3J5Ia9Fv1AjHjgmffCj9REaFzOwBg5f/3GYjkS2ByL/8gEFjM9de2OtP1Lsp0vQcmJHe/5c2TV8mWjEe+UUMhKD0+soPEz3UH+HqAwePGPNC7qXDCM8garlx0PP90qnCqa+J+sxD+L3B6WOyHz1Xvgme74X0jiHpgzPeaj/9S6Ilq4j4luznh48QNxBDS6bI+OxhGdl9/iXOEMU3JirLiOvh2mtkkJ+xwGiEGj1uuvw4TWPkR+whgzGmBzD9DDERRRsFcpHtQfFdHQ7pcwsbuUk7aF/CQiFYKuP4bqOsLA0tRvYlSDOXfH8S6FkajvbMoWk0m+bSXjpNfWkyfAtoGa2h9eSi/XSYTtH/8Mc91hhMpfhWslF5InFHXHGvAduMMj6SuQiV1x2FEhEkrhaTXXXPFUHubbZyFKCeLc0+h/R3rUDcYZEyLCJkmE2H/yH1xG/2Je533GuLVKcDdaJk6kbdqQelUhfqDBIokeLpGepD6dSP+lMGZdIAGkhZaK/naBANpiEgk56nbBpKw9CGI2gkjYJ/hCUxw2NoLI2jFy33BRoP/1j8Had8E+gltPxErzvJ6xZKJtNUMAV/p9F0mkEz4cq/RWVFQ7k0i15Gf75Cr3r9r5Yolf7X6HXwD5qDXp8H/5vo+4W0iP6ppHNpPr2hQktpBeLnF0kr4wrTL6YlSLWMliPlSoyetcXSypRLaRftxpg6RHsw2vbCd4C2w3+AvqczdJYu0EW6pIVrEVo7uk436FO0fiZaXbZ5tvqbhb8DvC0+Gm3radkJaLGi7TDKijPbc5JqJ0/caKScjt6Y5PNMruonT14ytScv3/aS7yTfqFBmvuFcr6TwvYs+ZabzbbOiLbhQSYrGFm9ZX//y+8aspNVgFf7Kfige8vjW4QuXbKC3aCN85t/CsMe3id6mdzAX5NG79D5toa20zRt+D6HC+M1K4klTsnwH7VSjYC/tU/3/LzqoZHvh227F7rVidij/AfoQs9BROkYf0wcYOx8qjtInGB+f0eeYtb6h76wRdFKNIKcWTsfpMz2UvjTKaAbfRwdYZxqD8Cm2AD1BxlkqExXbp/czvZ7umZrSLblrUmJCl87xnTp2iGvfLjYmum2b1lGRrVq2aN7sqaZPRjSpX69unbDQGtWd1apWqlA26KHSgQH+fnaboXOmUZ0YZ2yawxWa5tJDne3b15VhZzoE6T6CNJcDotiiaVyONJXMUTRlFFJmFksZZaaM8qbUghwtqEXdOo4Yp8P1cbTTsU3rmZgC/+xoZ6rDdUX545VfD1WB0giEhOAJR0ylgdEOl5bmiHHFjhqYG5MWjfzyAgPaOttmBNStQ3kBgfAGwucKc2bnaWGtNOVhYTHN8rAclZbFuniNmPT+roTElJjo4JCQVCWjtiovl62ty67ycmTJOtMsR16dfbkvbwuivmnhpfo7+6f3SnHxdDyUy2Nyc6e7yoa7ajmjXbXGna2EV85w1XFGx7jCncisY5K3AM1l1AhyOnJvEirvvHK5qCTdkthqBN0k6ZWv6G0mxHv8hLqhhni/kBBZl1nboqgvAq6cxBQz7KC+wZspqn54qoulyZh9npiHu8mYHE+M9/E0Z4jsqpg063fUwEqunL6OunXQ+uq3Bn4R73Dx0LS+/QZKNz0j1xkdbbZbcoorKhqeqHTrXWPyGtRH+vQ0vESWbIbEFFd9Z7argrONmQACh+yDrK4p6hHrMVeFti7oQ9ZTrvox0bJejpjctGizgjIvZ2LKdmokzuQ1dgS/24gaU6qsh6tiW3RKaExuSv9MV9W04P4Yn5mOlOAQV1Qqmi/VmZKRKnvJGeSqdQbFhagS1VN4t2KpPYnlm9tr+DlSWDBPlb0FgSMWf5xtWiAiCN2lgrJH27RwpGjB5EmGUqwU0lckHwR4jbbtZRSXj7ZtHxySGmL+/EWVgq06GTVcfj55BUHgrZNZzn2rZqaWFarliMmI9qlgkUwNq4JWbiXXk8m2sArGE36yO9t7ongNfLmQMWSjRLIXKzlclOBIcWY4U50YQ1EJKfLdZFur/u3Y1dkxsWeK6m1rlCQXCZnxTc2Qi0IQ7QmwthiDseHBnm5V4XYq7A22LxYd54l25Po5O3bNlZk7rQzJgS8IL20LjUuf1bRcY3yasZjdnLHpTkeQIzY3fZvI6ZubFxWVmx2TNrCZzMMZ1z/X2TWlRbCqa1LKi8HjZFHlqKPWMblN3TqYe9rkObUZiXlR2oyuPVO2B0G5nZGcsplprG1am9S86ohL2e4gilJSJqVSKAMOGZA5JSHgp9IHb48iylGxuhKocL9tGimZn0emUb9tzJQFeWQMMt2URSmZ/EEnVRqIJsZ0G+PoL7tnfOrA3LRU+XFRRXQlfjWX5mxFLuZslacxWylXgDOjjSvQ2UbKI6U80pTbpNyOgaFV1NA4ck7KTXNinsKASqFgzRyKXGbp2CZEckrIx8FXUkMw1HqBniku/3DM/UaNDkjXTpIGcTtXTr90WQ/qliKftdeI65eKYevJEEniXP7Iwd/KASli1TNyOOKhfugbdKB6PgcBV06qKzVcFpqSlaqGc5CL2jubodvNPI1QWVD91Nxyzobq28SnEFBjunT8UTfqmmJKghFEYalmI9lLoeb9nIjql+ZAa+vUryuGujmXBgSbkgxMiXpohiIg2Iok+Vq8RmDpAJd/PWSIX+kPrCc/SaOGPTXVrLwKTbcSoOwgVyBqFOrTlNYDaB1Excm64Hc6qiqT7pfZJG6jJOcYzCyy0ionO6JdpWvEpWPyN58PhMTZ1POwn5wjAq08DppSu3zzUmh3XiN5m1jrHBvi81O3jlMuDnJgUvB2DGxKzS0ucD0dXreOX3FpaSXOzfUrXfIDZnv5lfa6ECqb0rQjA5bdaXwnMKCCH2kLfQ2mh57VyxSGtE+J9OXiyINiCxYjJHpPStbr0fASGKFfphSFoEgJv0gpoJHltgXNQTKIt2QmmyjJKEVDiqPnU5LEiKIRTKckposacCvCfQrUBZ1BJzAa8mC4i/U5SDdbbAOr9TA8D/gzKEPS13Kzyan3phTbKeQdVgIoy2hBw/6WthQqsV2jYXo1lFWNEo0E+FPgN2khXb6EdBPxB1zNGz5PK0FFy51nVKO5D4qeS/vtVel0cfSa4jPktRc0t9x4MJDvFReLcENsfUC2GL3ELImuUxx/i7JKQs+gTorR1FLCc1BuDtW1XAeoCuqAUBBlyeN5ArXTJ9Fz9zAKcsliStUuUzvtsmgL9zG47UFN0A0kgaGQl4U7Ww+mdqyVcIEcfpjaSdgZilect9xfqQY/QfE2G8XqY0sgE2UuoLS/ZQfFSZBPX34AZR2gGH0FpfEL8JvEKDeSmIn4FVz1hlMph6eKP+GOAC/pU+nFYgwvQabgV+h12+O0pjj8mPiaT6BpoKzlBoBKPEv85otehRKL0awEmcLmT/Ul8LfkydTJohWI9ITtsdTJdow6Gb+ZqGezwUDQmBL45+jnB4ANFS1tU0RLvz2ipf6WqGqbDP9u+FsUo0sxLLltVDFmFsOSe9OPBv4oo61P3pML89LPmhgBoqW9KvxVqE1x+EGxuziQRypqU7x2kiK1k0JyGySAYDAEJILeYIZMA0s3EuM3VPtZNPfAV6KdTSLNfKgue0zl9752l1qzAoq0JVtlFRKu3NniunKDqXMxGtwja4H+BbYp8FcRt00oke2hSBPxMxC8CvmbiOvgN0/YWG2iNxXh2m+iMnubhrKD4G1KZ7uotn6ehuojHwyjPA21d6Shtq8eDNQzGyRYrkT203MgE2T5yLP5P2i8sY1eLQ4fLY7zefQw0CxXUoHXIsOClDuMhvJ0msjHUE/2JW1gJ2gpa01rlH85rdP2i5vwr2Vf01KtL63QBotL7A1apvWmZXonWsZOg5NIe4pGgQ3arwg3oMnaT7QTcfvZVPoXv0afsPHUm02jV1lTepElE7GRYJ5ctQv8iPIvsu73ylQd+wAly18KBhSTLQZZmkAYegFfAdYpeQZI49WR303IYsEAJV8GJvCaCMeBZ715vMhLIfwQKKtkG8F69g88/yZYpmSXwI8MOgY7AN5H2v3gB+gcSvvITwJPaIehh5wEn5jgXeIlbKSQz3/PXhJ34F7WbokL7AmvvvKG1EF4V6yvU7COKR3C/YFc00x9wb0F+sIwU19w75A6gtIDXhfHPOs92pjMNVzY1DNYu/lb4oa1Du/m592z4CbbKqBMrKc2or1Y10sZCe6b1po4Vq6F7K5cY8Sn5lrm/kzNrWrdch/W8yjNXLfcu7E2Jav16Aex3bPu8OkUaK4lork+BmG5hjwtbqt1YTJN5pPdK+EGGWgpOa8bKbQIeZbT80Qy1oBExVMY583ELYzrMXoDpFtN9SXsI2qMeTdSMYai9NY0iDWkDNZQfAvGsYbua3JO4e9hruqMMt/AmsKgp3Fq5J0TBpGhlxP/xrMd0f8J/FG0UzcaaZEF/I3mmO8jqAPee5SxHt/WHOouYTNVXwZwdW6SH8EMus4M7UlgY9VFHsbgB5oQV1R/xlOq6s9s9IFkFPqopsjy0R2TbQMx9xwhDr0nyYOlD3aWup5X3/pJvG27A06ZeqOdF+px+p9mP0td1aN76U2xhku20gFjntnXxmPQb2+CYbTHdp2S7Y/D/wstt1WCXhsF+tLjejpl2/2R11BxF3ruMv06LYfOSGpsXMX6J/WkCuhPSU2Mhxwx2kcfqmOMEb/ALaPPRJyFpeN0k/oL/wjjAegNxXo1XkZZOski8KzSNdopvcujRyyGrocvU68PHTLAHC/6K9RBz0Lf3KGFNid1sMUg3IfGGZNRt4vgLPSwX6mvrT7ywpyAuIl6P5qE/iCbhnIboky5jrdFnBxbJ5BXHHQ4gHlPrkGJehM177bxXcNtHcRN6NncmnPlGtnFWgOz1Zq2BesZ0B8Wu1DOLiOLbPqTWMfCrLWqKqit1rFMuQ4pHQNrjFznbBHQldTcjLXnc4y3lSgTc7fezprf91G6TGNLhy3SgXoYyZTBd1Imn4V1ajZ084MY80fFOb0jxcu1Wa9JA/gQvJsFxupqCVuE+XgR1r9FNJi/T3dANRDJv6MfWRotAt15f/oWa0EDjOPX5Zhm1WkwxnkHYyrFYXxfBi8BAeagjy6BSSAfvC6fge73JttC48FYMB/M1R+FHvgo7J5HaQGYwSuLoex7sZC/Qxd5vubHy9Mx9j0dYMOpPcjk+ViT8qmyvRWtBjs8Ls8XvSE/i/qsA9vZYBrJBovTbASFsxHiAzaFMtkUcZZF0RAWhbW9A+QdEB5MM5DuKtK1QrovkW4s0t1CXn+Ab0AGiNFdtFdvScvgnwjmagfpFm9CtwysSQbWJvstgHXD3kK5FWyb6LAE9ucVYxWdNDbSLLwvoZ7X9HepI+R1kE9FuFUxZ1WA/yjibkl7Ff5MtEVT+Dvw36k6X0qP8T3QaZfi3ZdiXJeiQX51MW+gHWxnMGbLCqHPo6fZUerNYRfwy+I7vRvm6FPiKz2CJvDN+A4iML4iML+VwdxYhvoAh15G3AAfgysIS1t5NKiH8J/4Bvqw2ZTKJ2IcDadyfCPmj4EYh1vpGTU3yvGxi8JQnxjQDQSBYFDBchPAFOAE1VC/Z1G/2Wb9qDTWp4f4KfKz6jfWql8jlB9fWD/YrGWoEqhi1W+NWT+qxUNou3YbY8NFU9gmmghdYjJbQ1MxVj7Curyb/QA95XvwM30A9wN2nN7TdtGn4Hk8q+HZCswljrFN4jA7LY6yNeJjpAvCswb7AWvv9+BnKg1ZaXZc5OO5R7RdYitbDLvrJjVgSeI8i8Pa0gFjJlZ8zxJJh+5SivUQ51g8xtNijJGbtJkl0UAWh7bsAP0pFrphIk1DuldYDxrA4imb5bnP8fLCbfQBWeARy60nCoyu4DD1VgygeGMrWAE+pn7Gi1iHVoDa4gvoc+l+nSndmEj97B+jz/IVfUAj0ALEgQ6gHegBqgHuQ2fjEtXRDWpv+zfNQN8nsCtiKOTdpb4h9QC5ZtoyaLmeLPbqFWkQvrmFYD44rChD79jLaM08bkBnzMFNaSlsyzAtF7rO15hTM/9btC7/yf6NxGfPxcEvinxwCVw3oRZYUx8GVf9yz2PKffDsTRyixSVh7UVUlW6hfSl2gjlgGzhlyX4BVyx+kTKf9aUB/1ycBuvAV+ColGN9CQV+hTYNdMFgsdVyf1ayyfcQp1yPfbDTS6rlxkrXWm9OS1fPFAfR9k3/g70TE89eR474FWwDG8EesAvyslj7/UF5n/2FaBAB4oC59p++D9aegFGaphVjgHTNfQCsl3AfaNztx7ryHT3FhlIIeFbas8gn2WKSPg11MxmEvnwBNl5NrGlPSjvW10b3tcNhW1YFIRLbqEJgb3RlF2gH9OijvCPWqXWKbTyaTvCn6YC2hv6lHaVm7Axso6fpI30w7eIjaSc4Cjtrv+Xuw3o8HHPIDuhbe7mTrukxdA62cQZs169hg8yALvqHRM9kYyxKS/h+LQjU46U0J+gIGKgtbQ0QpgktEDQCoSCa6O4NCdtAlS3eBEdguzziIzN5CbbgSxTCq7svsn/ALsjUWrMNYhVYyWu5T4DzvJT7FC8lfuIL4dZ0/4I1Lw205guh/6q9W8FR73Ge+oNPLcIlKLcs8nsP83Q43NVsg1ZewhdqncAEIvc/LZpbNJOgfi+DPSirPfr8KPxxSO8HQvnC/HN8YUFp1OEO6hCuQ0fTNbola4O8o8AwlHtb+0QrBTvwDNrLD89HgxkS/hvlWPEBll0XBnkCz6PqZntpNnsvscXei76199KccHeAg5Attx2nf9uOawbCeeAnEKV9T3vAN9oFOgF+p9t0CJxldvoK3GL+6GN/lLeYjoGfITsOrkJ2FFzi/nQM/Kz1oaPgkpaEfJLod+1f9D0o0PbSHOCCnv4Dr6n5w/0MwEIUIXy31lCvjHFbGetxRXEdc/1D8AeZQD+pTBXQPr+jfYLg3oVbSesj1uKdL+L9y8u20A9h3ZA2jrQd6gm32isXFAl7rjvskQqYd8P0Y5jXjlBbvkm0VPveuTSKJWA9jEa5YZRge4vmG2GIw/wLfX04dPvusHc6w455RNqtsDe6S3sGa1N/OQeruVbu8R6BjnQEfXuKQv22UIpfZUqxPUYpRjtKsb8P+6gcbBisC7Cjmqm5vaR9Zp/9f+++fFihXSXL8OQt4+xhmMO/oABpZxdfd1DOOeazt+6x2zxlybzUfn855AF9B+9wzvN88XUI79gEcWPQpj34M7ARzoskzNFf6T3FXeRVR9r7WNcaSvsQ9ZJlheGZeqpO8gxDgbXH99ziMuZ3091duFaKfqCu7zmF51zCRMwGXzDdXVG+m+fMQQ8TS61zhyj+jOgK4qRd6qHwvEHcBFeLv591npDkc5aQqKeINYVnCT6Y+xYrVRucF02MauIX8C4463NekO17ZiBtXe9ZQeG5QAzqG8kPiDp6I+qHMlsZFVB2H6zBP2ItHUUV0QZ26LuJ1j5bS+jral9Yrd0NMJ/LPVwn9Or64k++EjpFa+jm74ktai9C2sZVYE9UoSpqjxBgXkhWe2vrKICno90Hks3eH+Xtg71nV3ag3CftodbwKjTIdz9P2XyfYxz47FV792VX0qMefYDvEvuk7SnzteIjPc94dAuUsUPaqZ5nPHuf3nKQB9zm+ho1NmvLOnueL76finFYnvXBd7meWrKZ9JgtE3WT75QsRuLdG6v3nUeLoL9s8+z1mvutQsA2DuTD6BDsglJMiOva7wjXokD9DcqVdinab5+37auI/t62N3WnYZY7tFBnEqijKOPZX5fruk8bWOA7qgL7/GRBgQnGgHfvWfRF29wEi7WT7o6ggbLFk4vvPYss0PeevWVrP9naR74JbrA97suFe8mFYDwkm+PCfQaclHUCMu+xhXu44pTvPq7au/Xs39aCTqv2a9038cyz7G2xRqWRupscR3JvujW1QNwyxIXq7TF2vwbReOaAOtPQ2FXoxI9i3DdHu8ZDX8WYVfslb1EZfCtZ6nzrbchv01PQ3R7XM6guz6XWPEE0lOdW/AolYd5+Dvoc44cp1tYb+tlY0ULqcMZO6GsBeNY8F3pc7ff1hZuKdSLPPO/ha6GvyXOa58jG51IzUNH+JXXym4o5sKeyd1JsaynWPhDfFXRL7bIw9cOSzoks/VOd3VnnaqhTY4+eyZ8TV+yfIO9umPMQZ2sLXXMI7HC5P1lMd0U5X8k9Ku+z1jmXtyzUV+1Tzaf2fDds0gV4B+v54mdn0EWDEJeKtWsXdLsInioyuNzD10UB8nqcXxEnoBs/LffCsNbJsqrjmZrSrmb54ja+CTtvQXZ8E4PlfowsR+65mYj0IueRGZjTTfcTHz28Pc9xF8DfwXv+6DlvVIip4AXtspvJd/acJfLDYoB5nii+AsHgEbk/56HwHFGsBfPuee8D1t5d4RnhE/yCGFd4RuiDOh9UZ4TEU92/61PFYtAXvOJzDvio71mgOv/znAEWnvdVxru8jLxIpZlAA2V74T0qsjPuBVZ9npDvrd5R9psc6wmYd7aiLVqWcP5WAvecvZXAg5z/PNC5zxQK8duDeewt2BGT4d+tbAuPjeG1NfQuFi28yLiqsD0eCG/60cCfqvq1LZTBdvTmpZ+FzRxggrW1qk95Rcr9T+vAT0A3Mef2KCDnJxtfZM33jbGeuKQ9jPUvn5qovX+57xoFQqmztaaY55Sp1IUvpjH8OD1rzaNqzrbOJG/LswE557MLAihbug7sOzm/j7SQc7Ch1pxO8FelzsYzoAuIoA6Y07/24Rbm+jrsFeT3Cj2PuTqMb0Q9q4hvUacnTSiC5YpmmOsDQQdl549CPePoJczv54xt4gps7nM8kYardZYwP2P9BX9KHQ/sAJXxvqWULngCeQRj7cd7yr1k5J2Bdesi5vEYtUbPw5jHM7YeWIc/oUR7PbTfFegen9JQYxy4IeScPkTPwrp3Dd/ANcyBVaiPhJ8U242HxEylW5Sjamq9bUytUdZT+E7byDZHG55nNYUL79qS/UoV1J52U2qldAH0GfSAJH0ddYW+Vxpjtwl0nCDEpar4dSjzCNaBI/Q08uuvP0XjMF8x40OqC53hC8hftZWh2byLuMbrox3kHvxx6OwnMB5QN7lXLvMw6tPLck9d2tSwO1KVXX2B1vnY1TMfwK7eq2zqzbRC2tfKtrbsamVTb6TXwBfS5TfoLXaO3ger2DZ6Fyxno2kNeBmy5Vo/epa9QSv07pCdpiXsPL3DOtMEuFuV/xy9oP2EOl6iA4ifinT72FT6iHWgWIyfHBZLu9hkrN0ZtJP1oQitn/hZ+0NcQvoySBeMcfY50pRm56APZJAd+tYMWxeM7aWYJ5dCl/pC2GzLifQ5xPQl7lxexX2b3XDf5pOhZ3wqGHSFuvygeJPrtBnuv22pNBT9eIc1FHcwHl9Dm9gVcsy3wRiqC/urPfr7GrXS3OK47UV8B7HqO7KhLtf5OOgwpcSTUjfh+6GPtMC4HY9xtsv6VqUupr5R8YXcx1I6Vqo4xRqJCfo46DWNsKacoy1oo1WKzeSSbSnPlLX99Ig6V0ZbaXNogLaBdqF9lyv/OWqkQZfUXoDNWJ02ynNmsI+dF3+indfh/VbI9uYRsL0b0BBtsPgR7T4feQ1Dn72GuM/At2jTzuxJGsPmgTVgGHT583REnmWDZfIsW/uVloDujINZtEqdVU+jmdpBWs0b02qfc4+XrT2AMmwB3QE/efZa9Y74RjvSLyxRG63OseX5diLGZU331yzZfZd1B0+hrgB5DAVyX2FSMZ5mG7RAlk57td6oXwOazMZjzMtygmh+cfQeRYGsLdz7Ub84SC/dGsWBvDLce4C8DdySKF6P+6Vr8xf1KEkeCvce/tt6/EW+Trj38Bf16wi3JB60Hvdr5+pw7+Ev6tEZbkkUqQfGV18J7Ii7+kItQJ7dIRwPmoAcxT9oCkuG/bVffe9ZfKH7BL6/rdaeoBc9SkwDSziDXlyTNoHVvDr1QtwGezn6FqxhX4rrbDk4CcaL5fCf0b7SyliESdhMranFaAlRwT8lvJZWqQjVtTKKWlpTiwYKj/yGFliE6nRTIe95lCLShFZOck++tbSG4Amve4NWgl6WGwcdojZ7iWqrvQt1H9Ta64ILu2mZ3t39EdwovokSkWat/gxFGPOwLq6gl1S6apgn5V2GkdSdj4Tt3Bq2/ilqgPUyFutuqF4OtrN538xmuuJTdfdgDOZruY4uENf0XfCvQH/EUYKp/4hwmYc8N7fuKZYxXejIaZTM09waT4O+K22AV6gn/xH62R9Y/+9gvj6t9PUYaw9rGOjlc5YyB4z4m/OW+z5ja+FlGOjlE54DRkg/vyjO6S6RCYbCL+BOAzPhfwdc0fPFReOwyDQ+EEONNLEJOiAzDoqJYAbCGxG/AVy29qguQp4OsktKa8ujJFueuGgfK9JBtv1hsQkyBv9EMAPhjUwXF9gxkQGy2UAZhq18TEwFMxB+C/EbwGUQDcYYLcQVmy6mg6HobzvctWAm5MdlHPqb8fNik1FOvA7W62+LnQj3BOsxTqrJe6tGAvIojzzKIo/3xGYjAfmURz5lkc97Ig/xJ8AN827OX6e1/UGlbH/A3t0uptu3iqH2nmIzZHaE1yI8E+E8772a/0M8d3Tuh/fezt8TDqr+J5h3gP4K9zWp/8DfuVAmKgGExTMl3CUsirwvJCm8J/T/hece0f8F//HZ3QNiZP89hfsPJVN0D+K/xzj795j3jv4KEQRuFJM/AVlXkP1396S9ex5yT0LOuf97tzzm8MtwQ+EK847c/w5brb/nQeZ87zzsmbP7yDm66Dz8QPPYbKwTGeIwGAZ6gSMWc8AI5T+E+fwQ5vO5ItP+Kua6WpjjD2E+fwXz+SuYz2uLjfbKVMpeGfPht5gPTyPNBLEZMjvCaxGeiXCeR//w6B18oWYvomd49AtfvQK6hHyO10SaUlp9eQYK+yAaxIO2RjVK0KNg+1ZT9/1qY51PtK0y7/fp8+QZh3XekU/L5dmDkQd7PQI6w6P0vLq7Z551yLsEz+jZ4ojxHi3RZ9IeeV8PJBrv0gCJPIuR9wbluYlRRryN/BIVSGe3w/U51+IXET4GPQF47hrKsyjvfUPfcxl5/89zb1AyjPrhPRLk/UCejfUWdVJnK9Woja01aEbfwab/znZWvG0PRl3kGVoFvMMRtIWsl9zT/oqGqD3yE+IqX0qRnjt00Ktaeu/LRVMPvTfm/S9h6/8Gm7Qd5gzoQbbR1IIvhp28mJ7im8WHkLfk5yhd3oUDLfW1FCVReX6KcIjYJfdI9Fbqznm6kQXbWZ5bVcG7WGcosE8jzLsWVNusC+xb8/wjW92t9tzTA3yWuCHPO9R9abkHvw9uHFWVd+/wPv9GnQ6rO3oy73p4/0W0mO+hxbbKYpetPeoh92wm4juWa1846jYTc4Xcbz+g7k8+yY9Re8Nl3pfk36p7kTHqbmQo6rwK89wP1M7WUf3vRQ+l28k9U/N/H57jl8TX+qdURd6BlOj+SH8I6yaQ85i6h4n89B7QP0YhzwVK91toq1G4/y33zlF2G7051ZFYdze52u/23N/03M2UeuZZehx9URtEgFDkFy3vgap7lxXEJX7d2qM9T6HGKKqG8TCJD6BJxn6x3lZK7Z8/p3fBOwymhvoI1IuI/Mi8Ny1d9g6Q/7/VDbIEuLvAAvXvX9aP+AbU0MuQJByUl/cBpU3OU2iGx1ZH263GO+9E3A02nErrV2mq53+5oKPreC5Q7vsZYRRmj6dkWxNKtlelMOMmddPDqKn8Dv3WURh09rf1SRStb6Zx6sx1E9WSedhCaBAYYoyh88ZiOg/bP9iu0S64LfUk7ZSehO+VxB9QI3ebePziD7s/LdB70Xr5PeMbS9KPiwtGX5rND1Ma6jRYr0/99UpiB/T2xnqgOIM5ZCAPFadhw6wDSyUsWXveIlmxgTpJ9DM03H6DAuw/UgX7m8Ttg2gYvtFEIxBz6lq4H5Fuj4SedkTslPe+5d1gvwjz25dpJfL9jEwabxC+y0bioPEO3BxxwBaIb7Wv2CPvQuPbSbfHmHqRrQ11lunV97qe0ow96Gfom8b3cK+IU7ZuGHc54id5x5sX0Ov235AmGO+6DiA92jSLf6js0uN6T+pm9rE7Uf4PH2zOCtqH6P++tELenwtYRt/oJ2gOO0GTJfBvhpst5X8H7EknBtBSuL+brvxfAczlC7V2mOMrWSQrmeVn3emstQ70kvclZBsbCaw05v1nrbTtkOYVZFUNxFlEIq4beOT+Lr0PXkfaMWAC3rApKOutT6wWDnl12N+r+UMaybBiofY4bw9XsgJ+wEbSFd5H64j0I8ELIMLye1gkgR0yFsyHLbIUdkh9MB/jvBXofj9d7376ljUHKe6nT6Cdn5BtruUWTISbSpT/MIAlfvcq3JDCcH5FUBW0BPjU89GG+WVBBxAImgN5516Gb5u4Z4JDoALoDNlPiK8F4LodcHeCW6ALeBWy/mAZeA6sRfpvTdyPgyykcViy7yy+BtPM+0l355v/81GAGSkf/ZU/CjKUf3c8QN756Me77cBssArMAqchX45nkHc++iD/LEDfuNEu7k5gOFiN+Clgt/mMKhMvWpAD9gDkVXBC/k8K2II0H8H9E8+lAPlOaQCzY8Eb4DjirsOta5I/AHFPA9S9oDtA3fKF/F8YyBDvziC60wR59gLzQLz5Tncaw90IzlhxyPtOJNL7g/YgGPQAueAgKGO2vzsIdLTyHgQwvbjbmn3h7m2WX/Ax/G0A2s2NvN0LQVUrHn3lRn0KICv4Esj3OgnQZvlYFfJPoS6HrLGDfPJvwn8Obmnr/23GWeNmKJ6RYwL94c6x2sHDYIsnLV40yR9iUvCuxWmLVRYfWJyz8MgzivGaibpnL8dagknBGvAz2Auumnn/P/btO6qps48D+HNvQgIJWWQwAtyo1aoIgjPuIBhFRAS5DlSUDQqCGVoHam3ta4fde+/WpgMftaXb7mGtnba11do9be1uVeT93XxjT99x+vaP9317Ts8NfvN5nt/9Pfc+CSQ5Bw/H6SOv+0M8b8eUvwPaFnM71SfHQo+rewES/XlRUoN0j1NCr+Gz8LseRPn/Ls2TPfP/4e/1Yn8LSO+B2//MaDvYFPrcbWf1zLk1QdMlruKZ46UucSU4hWcaiRVgOc8cTYRBCC1BnjmGCPDMscQy0A7aeOY4YiloxYIWsIRn5BOLQTPPmEg08YwCohE0gHpQB2qxoAYLqsEiHFsIqnj6JGIBmA/mgUowF8wBs8EsIIMKUA7KwAxQCqbz9EKiBLNpoBhMBUVgCpgM/GASKOTuIqKAu6cSE0E+8HF3MTEBjOfuacQ4MBaMAaPBTDAK5/SCkTjZCDAcDMM5h4IhWJcHcsFgkAOycbJBWJ6FdQNxbADoD05GZz/QFwtOAn2wrjc6ewEPkEAmyOBp04l04OZppUQaSAUpOJYMXCg6gQPYcSwJ2FC0YmYBZhRNIBEYgQEk8NQZRDxPLSP0QAfigBYtGsxEIAAWRegBx0F3dIFwDLOj4Aj4BfwMfgI/8pSZxA/ge55SQXwHvgXfgMNo+Rp8heIh8CX4AnyOls/Ap+ATHPsYfAQ+BB+g5X3wHooHwbvgANjPk2cR74C3efJsYh94C8U3wRso7gWvg9fAq2h5BbOXMXsJ7EHxRbAbvAB2gefR+Rx4FsVnwNPgKfAkd9H7kvAEd00gHgePcdc8Yid4FDwCHgYPgQfBA1h3P+hC8T5wL9gBtoNtgIOtWNeJvdyD2d3gLrTcCSLgDrAF3I51t2HBrSjeAm4GN4EbwQ3genAduJY7a4hrwNXcWUtcxZ11xJXcWU9cwZ0NxOXgMnApuARcDC4CF3JnNXEBznk+znkeznku2IxTn4MFZ4Oz0HkmWjZxp0z8DSc7AyfbCE5H52k4ywYsPxWsB+vAWtAB1oDVYBV30nuysBJXOAWnXgGW4wph7CUEgrheAMuXgXbQBpaCVtACluChLMb1mkETd44gGkEDd2wg6rlD+dmt4451RC13KOtqUKzmDh+xCMWFKFZxx1piAXecRsznjo3EPG6nD2GhktsziblgDrcbiNlgFrfTx7wgczt9vgsVYCYo53b6mBfKuJ0+2IUZoJQnKbuezpP8RAmYhmIxmIpiEZgCJvMk+twU/GiZhGIhKOC2ycREblNelPncNofwcdtcYgK3VRLjwThuU35ax4IxYDQYxW1ZhJfbBhEjuW0UMQIM5zblQsNwoaFgCLcpz2AeyOU25YkcDHKwl2wwCFvKwpYGggHYUn9wMjbRD/QFJ4E+WNAbnb2wJQ82IeF6mSADnenAjeVpIBWkoDMZuLBBJ3Bgn3ZcKAnYsM4KLMAMTGhJxMzIrQsIA7dWEQncupCIB3qgA3Ho1KJTg6IIBMB8PWQP9R0nuynHKEcpR6j2Cy38mcY/UX6k/ED53lIjfUf51lIrfWOpkw5TvqZ8RTlE9S8pX9Cxz2n+GeVTyieUj6n+EeVDGn9Avk95j/oO0vxdygHKfso7lLcp+8yN0lvmJulNyhuUvZTXqfYa+SrlFcrLNH+J3EN5kbKb8gJlF+V5ynOUZ01LpGdMLdLTpoHSU+STpkHSE1R7nMaPmVolX89O02LpUVOz9IipSXqYjjxkypMepDxAuT9xmdSVGJDuSwxK9yaGpB2U7ZRtNOfkVurppNxDuZtyF+VOSoRyB2WLca10u3GVdJtxpXQreYtxjXSzsUO6ieo3Um6gXE+5jnIt5RrK1ZSrKFcas6UrKJcbbpMuM9wiXUpeQrmYchHlQkOTdIFhg3S+4SrpPMM10rmG66TNVD+HslHTVzpd45VOE7zSBnm9fGpkvbxO7pDXRjpkY4dg7HB3FHes7oh0vN3hS9IZ1sir5NWRVfJKeYV8SmSF/IB4JmsQN/nGyssjYVkbdoRDYc33YSESFgrDQm5YEFnYGvaENYkhOSAHIwGZBWYE1gc6A9oxnYGDAZEFBENXz85tAXemn/StCZis/mVym9weaZOXNrTKi2mDzd5GuSnSKDd46+T6SJ1c662Rq72L5IXeBXJVZIE831spz4tUynO9c+TZ1D/LWyHLkQp5prdMLo+UyaXe6fJ0qpd4i+VpkWJ5qneKXBSZIk/2+uVJ9OBZujXdk66xKhuYnk47YW5hYq7b5z7oPuzWMnene6dbk2RJk9LEAZZUoaA0VWhLXZd6XqrGkrInRfSlDBjktyTvSX43+etkrd2XPCDHz1xWl8elcSqPzVVS4Y86oRDmDY8+1hJXn35+i1OwOCWnOElyCsx20HbYpnE+at1jFS0WwWLpsYg+C7VbzJJZVO56zBqfOW+k32KSTKJy12PSuHwmqihnPDlxRoXfYpSMojzBWGoUfcYJBX6fMTvXzzSCRxCYYCU08couBKfkp9f1NpcQJ9Dn+daKmVlZxV36nvLizvgZ8zqFTZ19Zyr3vrLKTt2mTiZXzpuzVRDOnbtVEAsqOh3FZZWYb9y8mU3MKO7MmDmn8/qMucWd62ngUwY9NGAZW11s4tysqmA4mJUVqqK7qmAoK/qPZkJYmWUpReVfMERz5SscnbOs372hjVgYpFvoRDGU9de8CX/Rx/XfuqUsrGKMxSm/0dHsizMzDdOzMUxms1jpjmxXtit+bL5BOMSKmF6oYyLzCOeweCYIdb4krdh3pE5T5jbZ2suEskK9WMEm7D+wf8GB/bvJ3cLg/Yf2HrJ27z2UNGrU4MF5uYKtly0ah1nU63W6Pr1zxJEjR4wYOnTIeHH4sByxT28zpd/wYePFkeM1Q4dkitFWdEar1KxUNfuOzdOUduvE1dKkpdNPEiW32ZEYJ3jipOT4caU5dkuv4f37+wZLeoNOjIvXxQ8YXdi7sGp02vEdGr1Rb/C4XGnmOK0+MT7Bk2pPNWuP++PMR76NMx8t0LYcvViTN6yxfETc5YZ4UavTPeRO7jvG3ys1y2O32K2J5ji7K0mntycZ+42b2n12fHJast5g0CdaDQkpKa74BIMu0drtZf9yE2b8JpVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo+aPholMiP7htoNplJGQRtGx/3jTsL/4Tcs80Xtt9Pnx9PTgvueD2PMVfQp6vvndc5jZ3b8+VXW/Pm16tpxmJ84yhO2LjTXMKSTGxloa94qNdTQeERvr2RihWPlOaROUcwpnxMYCSxc+j41FZhZ1sbGGDRQdsbGWxuNjYx2Nm2Jj2o94IdtCj3cIy2V5dO9hJayZ1bIAa2NBSgMLUa2ARgHWHr2vpkozjZayHDqSz1roy8PKqdbImuhYMDqrJ+upeznd11FnAa1roZ4aqjVTR3O0r5oSip6zjvpayQBbQjXlusqRJqr++x01Rudh2tOJ7lqylebVtLPm6PVztniG5OYN8ZQ01wbagm0NIU9BW6C9LVAdam5bmuPJb2nxlDc3NoWCnvL6YH1geX1dTmlR8eSS/KyC6pbmmkBzdlGIBrV/vBibeZqDnmpPKFBdV99aHVjiaWvwhJrqf7OPxkBbuF0p17a1tlcvba4P5vxfvgulrIgVs8l09nyW9U/fE6W7kZ7Rluh34fc6s+lYKFap/Z90/ik/LfSqoleapUXwMCt7j14bIjmYLWIs4ZBNjL4bKK/EuK7ywvli3ULL2B9Yanz0pfngF2teUNy1r2vTkWHduwyO+HSaJpx4h/27AAMASTcU7AplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9CYXNlRm9udCAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovRW5jb2RpbmcgL1dpbkFuc2lFbmNvZGluZwovRmlyc3RDaGFyIDMyCi9Gb250RGVzY3JpcHRvciAxNiAwIFIKL0xhc3RDaGFyIDEyMQovU3VidHlwZSAvVHJ1ZVR5cGUKL1R5cGUgL0ZvbnQKL1dpZHRocyBbIDIyNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjYwIDMxMyAwIDAgNDU4IDQ1OCA0NTggNDU4IDQ1OCAwIDAgNDU4IDAgNDU4IDAgMCAwIDAgMCAwIDAgMCAwIDQ5MCAwIDQ1OCAwIDAgMCAyNjAgMjkyIDAgMCA2NjcgNjA0IDAgNDA2IDAgNTEwIDQwNiAwIDAgNDc5IDAgMCAwIDAgMCAwIDAgMCAwIDAgMzk2IDM2NSAzMDIgMzk2IDMxMyAyNDAgMzg1IDQxNyAyNDAgMCAwIDI0MCA1NzMgNDE3IDM2NSAwIDAgMjgxIDI1MCAyNjAgNDE3IDM0NCAwIDAgMzY1IF0KPj4KZW5kb2JqCjE2IDAgb2JqCjw8Ci9Bc2NlbnQgODE5Ci9DYXBIZWlnaHQgNTU1Ci9EZXNjZW50IC0zMjYKL0ZsYWdzIDk4Ci9Gb250QkJveCBbIC0yMzAgLTI4MSAxMDA2IDc4NSBdCi9Gb250RmlsZTIgMTcgMCBSCi9Gb250TmFtZSAvT0lLR05DK1BlcnBldHVhLUl0YWxpYwovSXRhbGljQW5nbGUgLTE1Ci9TdGVtSCA1OAovU3RlbVYgNTgKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDMyOQo+PgplbmRvYmoKMTcgMCBvYmoKPDwKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTkxNjAKL0xlbmd0aCAxMjQ4Mwo+PgpzdHJlYW0KaN6keg14FOW56PfNzM7Pzu7M7O7M/v9PdhPYhEAWMgQjGYFEAfkRERIkmCDEQEH+RapUAqWRIAWkRKC2cr12tZxeXUQgVmux0mN/DtVzuNbT52hta221JT20h6pVsrnvN7MBtOee+zz3LLzzfj8z33zf+/++E4QRQm60DdFo7pxba+vWP7i0GkbeAlhw5+rOtRuNoozQ1B8hhJ+7856NSW1p+mlojwc40rX2rtX/+8FPVYSo1xFyBO9ataVr+u9e/A1CcitCdfd2L+9c9sqED2YhNOMorFffDQPSFtc2hLj3oV/RvXrjvdvPz0wixLsQoi+sWnNn58I7lhUQugHWwx+v7rx3LWNSF+F5eAYl7+5cvXyo6yMToeZHEWJ+s3bNho3Dl2AGNd9P5teuX752+9h1f0BI/BjWW4IwtQfvQw7EO4448qgKfdfCt+Ie1EV5MUtRDoplsEDT8DSBK79Zc2bPQRglP6Uc7NABHGX3UvBGhO1Z5hXrug7ByZmn0ed+1ONkHKHhC9Z1cGR86NxIq3Rg+I/ov/Xjy/D/8ev6b734EOqF672oD9XA9W40FxloE0qj3Wi1Nb8FZSxcg+6AmZvQPNSIamHsZjQedX9mpc1lrP/dO47BvxfRhSv93WXcAtCKbkM7Ya083oq+ir5AcShDbUETUC1+Gm2m7kHInGjUTxifrxs3tnZMTXVu9KiqymymQk+nkol4LBoJh4IBv6b6vB5Fltwu0SnwHOtgaAqjalwMTm09HuJykVQq1VZT7oc/2y/SGeUvqSLyfuamyOcein6uH/tcP36lP7uI1GKLPnUaWfg4avldEfmKWC0i8hbsmwVvKj/UvGyl3ryiGJq6rKMDnpimK8liy8Xa8lastY+Lzqn61OXOmmp03ClCU4QW3Lv2OG6ZjK0G1dI86TiFeHdNddGbK1KZZgIri+buDmjo02AlmPFdnRkYPvPQtVMIHhtp+ewWLrJTi5z13uSKotlZRLuTx6vP9D00oKClHTnXMn1Z52KgXCfs8TiiM83d8wkdmwl0dCeLDCxuXSIwkmzuTvbphBzN3R1w1afBU//pOAwLU1t7U2ciRS/g5qInV7wR7rjxi7+N0H3NwRVJ0u3r600Wj97Seu1silzb2tqCsOG+Zh0WhMWaV06BowRra6rtM5UJsKxjJXnnyk6yz+aVyb7dy629PmTtwbq1uRsY0/n/uquvr3mZ3rysc9kUe/WpRXO+hdD8Ra3WAYF009rKQ+UbYIaxZjqmtaVsYs+c1zqVbEzvnBax2X5lpKM8AgPNI5NJsoPpsEAxeWeyiOa16nDrRHJZPhH13TnREp5UG4an5l59qujIKHqy76+oiDv0wQufHeksj7AZ5a+INFv0lo6+vhY92dLX0dc5MLxtqZ5U9L7jM2f2rW3ugLfObYWnBoa/uztSbHmorah0dONJQHsiAS3zWpsiKU/bSHfuSBeBSIFgidZxgArwf3oZAZXR/NZUEgh1W2tbBOjUStrzoW1jIkgguBOBx2WyERotn3iFPFPLzVSKSOfuARMthU5x2y2tdj+JlkaeRWZtDvjRQWbOjMxot5GZbSMzVx7v0OEtz1kuQivy2Sv/ZcXva+6eVMT+/2J6uT1f9E1tpSNUm92iIjRpOXOg6Y3FQA7aVbk+YMLrelHJFR2tZyKNbUnFAxaAcO9WfeYti1qTzX1XpMAesU9K3szuHVoGfqOpNKqk8C7uX/Czn7G7n/JlB4fP2UD1oF30YhxytKJN9DHUzSJ0gFHRbHwKXaBU1EKpw/0w/pJjASpCPwH3LwO8k0HoHRifBvAcQAvAOAAVYAbAGoCnAbYCdJH7ybOwxn6yDsGwzk3cYlSgXx5+Fe4J0BdQL3MMeaFdSTchL7MAbWYuIAWe81ILSueZHHLBuATP8swbaCnTg3ZDP0Iw7HcKtGfAGj9kXkZv0G9g1nEM/Z5ZiXRY71WYr4T3ZWDPr1E9w6/RHUhl0PCfqGNYp3NwxgsoRq1ETdCeAvdNwRdKo2h1eIBegGL4AgrhC8MpuCcAbSfTD2suADpcgDPnht+j4d1UE3JSQHRCL5jrol5G3fDOZYAZ6kLpbbg3Rb+JnfTH+F36TfQanOFZ69wE4NzkzCNnsvafI2v/PcAeryP7uxbs/V2Fkb19Hsi+PgPH4L3j0OOwBuFXAsa6qXPox/RR4F1T6UVWRTcR4N5E64BOB6hj6J+ZZcDDnuGfkn06nkMTCB9h7DoCsAYL9A3Ql9AUmIux/SgP4yo1DmiTQ72wt71sBrXAszfBfibAe8lZ9hB5IPc50PDfAOeZ94DPC9AigJsh+rnEkLCtTCvrvReARv3oJuDfJR4AaL4AoJdS8SLAz4EcF2EPYwjdCe8xKjUBzsEeFgPMpV8u1dBvlAz6GDxbi162ZFod3sU3oT1lWay8ggEs+bsGLB4BsPMgLizzawQI/YFOjwMcAvgh0A36eDfAKOjvAJwHvBkwTzcNf0LkicgtkR1LRomcgIwQHWMQHkP0gXrb0qtXrfOAvINcvmfpUCv6Pdx3HmAvQA/o7fky9ED/Dsdq9K6podM4eXru6TOn6ddO4+Iz2cQzPdkEGM0TjwtiPWBTOB6N1287vu84RXrSGTVY/8738Uvfq0s89j1MhipekNX6V3r9ia/3xhO79tQl9vTmEu/sxNsPLEvsBzAP1BvWSp7+/PX1O3onJ8zebK6+tydivWdbrtqanb0tHK//0tZAYmvP9QmzZ9KUerOnJg+XRAVcfP76jp61Pdt69vUc7Sn2nOnhBNSj9CR7xvYwk+L3+mOb/dF7/JFN/vBGf2iDf61/gEdmMLZqjT8QXbUmEFm1JvSFu/2RL9z9wPrwSpVMDse6VqhatGuFFulaEVrerUaWd+9cFz489ZPUIwAHAPYD7AHYDbALoBdgJ8AOgB6ABwC2AtQdXswnHmnnEwcBDkB7P8CehXxiN8AugN5WPrETYAdAD/QfANgKcGcnn1gKUNd+O59YDNC6gE8sBOi8jU90ANTdDpcFABFDC9Zr2gTNO16T85qrThPGaexYja7V0BitukYenZOqRsnZSqkiI6d1KZmS4wkpEo25g6GwW/MH3F6f6pYVj8vlllyCU3SZt7Ac76IZhwsSJBeIuUuWsSwn5CZ5jrxGfkDeKz8mPyO/Jr8jD8sumca19Bx6Df0Y/X36HZqtZXHkOj4hT+ITdAOfQBP5xNw8LnpnopnzpxR9GPCtU4r53Ewg9bxiXW5mUZh7e+txjL/aBqNF6sEBDNEN8+AABcg7ddHtrQM4RKZ3WmHccQYP4G079+yJXGm1teVixWUzb20tro21FetIY1+sDeXgt2HDxg0bc//VD+eQjWxMGuUf+k/vvuZXDJKXTbE7xwVylGXzpizZsOTzb9xYvm7MbbA2tXETSQOJL+UQSzJLDkVMkcMMRg5aYBCv/PJt5ZfnUG3+XO3b48amPClPBi4Ybv5kmwN9SjCCxjU/jBLDCI9Dj0KuHjMlWPtZvkj7aVE8jhy1/zSovI2aBi8psJoP8p/shPH1+TrIc9gEX2ity1ZP7B9GmbGPKDdl626cuPRxst4ynKNCeDPsTj5JHYTsl6rN16LawXFjMZcyqJCntNiDN998M0ygacMf0Hsg0xVRAD1+0pH0qYY4MPyrE4ADgE2frBqeJFw4JR6HC4yDgbhoCtBgFUEwEOnJ0PAeQbysGIhzHWEHhj82NeiwPj8dEih511oa07xbMmhiHSQbm6IoGrS2SxAwLcATJ2BeqM3l2wdrgdTtg+2oKTcI/3M52PgIF+HoCtLT2QkKouu8nvFZPU15VD/Vvfnp0mNn7/s27vT2/2LTki/9ZhPz9H88X3qnxP91AKfxh5+uwT/BuSd+WJpV+lnxx4RKz8Hxv8M8i/xorTlZVSWWRRjvcUuq2y1Jbtgu8qpqQdMQxwoF3stjCdEL3V3uTe6vuPvdT7oH3K+633R/5HbybnIoQTTcZPMBIHXTUGNT/v7a4KBy1uMNNPRKY3KOrcpZnA/WevK1cBqa1dR8HpiRr6s3fJDV6mnOyFDfOSfcluFLq/hE43h3QapVZ/PYyTx72VkTm6PrldfTcmM2r1Zsht1Dxkx3Ad98aOfzSBp+3fTBBuhgMAgXn2a4eXIZGL5kVrskQ3Tyh51ujvZ9nfL6kqG44RvrDxgOBS6Cb6Kv1Ucjxy6kOEXLN/h8higqPpr4hhMer0HV5uBQudAPg7X5wdp2ol9Ng+eaoA1DhCnjxqJcBg6DLHZwlbaAggX6tX/oPp7as3zO1iP+06dXPVz6p9LB7m6dWoBz81cWtLe/0vlUaXvpVcKNcSCH3XCeCpx6HvlBAGHb4Eoukg1YGPoMEUyXl+DXCb1jZFzTDJWIoOT3G7ISDMEFBA/k6c8noGNhWALw+0AimDgSQ9FkdGyUjkbB/iFy4tHBiIH0w4jmPF4zEjG86mGv7AsQ8gQUFRRB8cIKQVjGRd4INCbYjMuycUzAQjTqCexwJXe4TBbPZTFrwiMgS7Dyadgc9rLYQygJu/GAgOQJHS1i5trXAQ0HvQ21+fay3SJEJXMj2AOT7ecGy8JP6GwpQZnCDs1PDIGerjT8IEgTLOob9XYDzwgd/l7nttLLG3Z+eOy7/aFd9z1y7Iubs2l+4JX2G7voi8HCxoVvr3XEnuh+9N2joY5frluwhtJHF1bP7ASroA5fBKvwLHIiCb1mjuUVIC4fJNqOaCdF04LbwTASL7pcX+V4leN4XpQEGh6RVBi3DEg4bHCESlmgHXJxrsOYZRlNzIhdIi2JAs/SjBdWEA1JhXWlgeGSqbvdBg3rcAxOMguYLmYTAz8wNIwJpGY4FwM+iogiUC6Qt+jV2NSYz7cDlRoHG5TGXK7XMSZHNM2Tz/eOCeZ6t57tVc6e5ZTGRhgCkhNTwum07ksZOC9inPLRe7yvTflS09AHAu2veYIfehWf2Yp755VewM06vejyG9TqoQPUCpDQp+HsRyEGdaL+k1wwEiUydeZELGbh52CXArD8fTJgYY/HwmAa3QZmvi44WYr2MpbAnYjGDEvwnEAkHyxN7aLLwzQhmSp7DdrJF5wIKG3C6D6QMlC8AEgFHMHSwfw5cvj8YAOQodYWDcxhHafSLKcb9FF+6N93U4tKM25ekMvMZvozn+5lctfN/RB42wWatpspIg+KoW89j9wg0aplK94/4XJZ2BSAIwfVI2HKknen0zL5ZNYy/VNggFVEF1ygpR0Gwxk54mIx8jEKrMQooChMEO5mFLDoTHCXTDrbZLwWYhHs3SVjoWwwibUnZ2pflxuqsxXgXBNRiMGyvON2IvGBCRW+SpYY/fEobzkAWr0i8GwX7htkdnxzVT92PNnzVKly8+rWuw9tWnDX4UDEoGLMU08/cAqHfna09POhSzS6Z9+PD2w/TEreqHf49wxiHkUR7CAW5+KJ0aOJ67t4IpGwMcgcwadg85ofE30+EYoQEpw5KSoGRiHCQiWQMEKO/Rj5Gcktfs2tEAqJyaSh+HzEPfIDNn15i7Hg+Zr5LT7KrcDL3JIJV4msC3SSLIFwgj68RWGqYEXhQiBo4EhBsqUmZksN2RfBp4g68lt95EZXVZXh48Ngxnyno8qHdURIgHCEuLnBdtIkpto23TnbcDfB5Nkckaf2Mq05PQv0RB5CWyMA9KbAyQK9ocegnB69/4Zvl/79+IMvfTn6+J9PfIDX/Hp8nxhNMY/+1JxZ2l96/+xv3kyVsPfnWMTPpMhHBFQJGnOEWYeqsH6yguU4PUL2qoN5jkQCOsf1+AOq3x8I6BWcH6ykCQEGNp2SYVtlryiBuak4AAZ17FiDZb3ROBkOAe3j+oFIIR6lFROkUBEP+Apgof2EwnOBWUC8qgJGZihkIJMQKVGIxyG0CseNmOnRjERsOEbFiEmJeeRCzLNXwU0KVry7A4cCFBfQ6el+/JQfBkw/9hOCV402LOxRDT/Qax1YHLA/7URuLfElFMznawnJiUG3zDh07Csx4bn8UF0tUVPoNABcCQgsm9QLrUYSFOhjcM4KDa7DEBaQ8GAytqKDSiPF6eOzMEniBTo2sZIbP++bsxztO+7fPKm2Y8jJT2z0HXOsYKlDlXrVnPNdvx5Xq1Gvlj5qzJf2htTWmfeXdGbs7bQe8t5M6c/fOqaUGzOBcMgLMdB84JAf7QFKmWCqBMGhETJPlRRDA00zBSdwgXE4emRFlWVFYWQHI2Kt4KcFV0H0in3KYYVyKAwt8DJuCsoLZepNGX8kY1EmQgphCAK1B5MFRFu/pH0JIZwVIA01lkMjiVCiDggBsZEFRBYlzBFKBK4SIasb1Hx2bJ2v4JzPl74hTLpeLbgqm3hmne5sWHj5k9qQSes6M7qdZifGsgkdzlc6X6qlHoXzaWjfSTqoBWz7KkFjDSmIqURGVHLcSYJkqKpy9ZwFNx7NT+Jv4tv4FbxDkR00jyEapJ2i6N7P834nOfIhGTvJKU94VUMeCf7gBMDtc/b52tuvnND2P3W17SSaJdaaHFHCZe8dwRafqUfZ6yd5zle/9/XNzf5JUz+65byrm5yQnzz7cur1txoCOn6AfscImg5yPvKhyLEfzleJ7zFFt5KfauiKaRpey4yliU25eGL8VILfN+92ew2H6XQZDgf2m+6A4fd7KypQPB7VIeDdntbVdFrX3ZA54h7RpYqiK+rxerdHomokEkXRhBLxipgJpl1uj5KJF/QkrQvpUHp0elKaSadlB+8PFThJDnpFpWxBTQFMlqiAV4+Qjei6jUHNLQzmKkI2NhF0Np2CJMoFEZg4Nho1ZDEhdovPiIyY7FE8ipRSpqR6xDnyHfIZmZaDUa8cnB7BxJqcAsqDBY+AfIEughLWtucHf+tt8OQV4ibzwBDQt5G0sKmxsXEIAFjUnm+CZm0+30gidKKXhFG9EgQMEgQO0meDCIt58NQ1EmrnmXhESEkcX4l1ABLakwEDZ0Fv6QDOA6cdrifEO/jSw/y4GepRZqiYSbClU6FFfOkyf+tM3KX28rgm5qBqfsZPGU2fuvzJuABwWK/poP7CXF5EP84MOSfF6nX9O/S4Fl6/vJ+hN+hSI5GApSABKZCAJNZMzR8EB+MPCuCwkhCEakEIljlC4l7iyzTshzs0HI0GFcUnEdMoSQJIAxfQtB6eU3me86nqdl6AFriegBbcjrAKb9nMYxzg6bhHchRkjo4mCqoW9wo88JlX9AxcYK2JoCCCj+ZN8EUY8qUqnubjQXiOiV9EWIBlJlnuC6YtDIG2hSXgIPFQYBvaCb+sQKe9zC6wE4RjRJMIf3hgC4R4Nn+sxjXMydkMGje2l9yG7Zja8BGjaqQwMSGkwbEcrWOdLrOp/oNjuVlmhsUh/PETjluhEWO7YudypSDEbJv40nv80qfpUZMb9MtLaSbkm6nrjgcvN9FHhtRMcLauY5JDR8gXaWYXCqEUdp70KTVjiFEhYZTTiIA6hROkd72iGEf8h1OUDDkCixXFHQZNc7lVl8uNXXw4tj8Y5L2KbCpeQ3aH98texko8k4rXZ2iWOpHEwgRtsdIPCRqCrOFJu5JvapRGUm6wAUZyq2bW1BgaiS00E3IVzfRqcHG5DW0ibEjjOTfe5T7kfgryVwa7w7TGu8zqaqPowi6iMsCD9nUkLiC/wRxwZYmtPCSpJX7sHHFpgyMqc8WPEaWCMLQ9x0kk3M6NuLKyBWchL0zV2fmKj7bDN3zfXGdHiCs9yOYnes/etT64HQv/8/vn9jaOXj26+gs7qExpb014hq7TDbfRRzz3Sqe+2dv3I6qxhORH7r9IKD8FXBMDlM+iGrzPnOwlJ9dJspJWIPWqAtpXyrJrThzH42kQdD2d7gmH1HA4VHnFyIlYD6XDLJeRrXJH7VRDlggLpMDo/a9nfpWhMmWhtXAobGNgiYUhlrEwxCEZq24KipDJcK7K/ZKHiSYcfCHOeasVYH2Y1/xgf4FplmkMQSOr1qu7qukoiWKiaT1EPxXG0fDA8E/M6yBZDFdvfUZ9R6XCKol/VHI0tZ74q3rgp2rCkqoJplUlTFW5p1wYuypplSM5/Al4QCxv28IVWRsrqiFanLW4PMJku+RieS87GESW0lnsJtGL9WsfhNbbuWvrGddaSpv/lvpxNvtt/uevYb+VtHJaHHv9lsmcMJ7KloXBMx5/p9XZzZb62RvGKD/ovCOx9Y9Hf3ppRuf2qixbeoOd/dzyJu2OOyvCf6bmljpqQjfqOtc4g35YWud97rH7/nkyoz5cOnEDmMx8FP+PJny5VMNi5gWwjzOG36VzzG40Gk9/HlVAXgoMShFOtcXihlwFPVfSHwRFcspJahKbbElQfxM/SlLOZCLRIzpBQpzJJHgskVzCij8zWslmGhTHt8XnxWeTPxZ/kPw38efJC+KnSSHpTIiMkrESBCuKrSLviQajRhVJEDJMwIQoI+Af9mFfZH/Ar/isAo0B2UGah4uYHJ2cnmxL3p88kmStxdxpiGVHF7CMEiDs8W3IbUKm4CYxmTtIxNULjwULAa0QeAxiVX6b258uZwoEnwJvYKZx2soXSenGik7tKNVqE2a2W2UHyAWIOFxJCqwZmBpxiqh9HdiBcgECMoV6knlpqt9rKzQpPOhGPo4ttUblIiUkDnSuNiOsmDF/w+T3p770cHOflJJG1VZGeuffvKo0OPWlHTcsd4sys/vteYu/2NK8rfQf61u3HB1V829zbl9/Szeu7bt55xk9A1rMDr/LLAYvF8ApU/SSSqQnmKsmhSDQJLBdDBnapWIIaSCE2+7xqh6P10PKEHUTDAuPHkPw+ydSFRY2c5ANcGBiGadHUVjsdwmFgJN2sD4mODoHSWtFBVwghJKRnY3kSHLl8SKBWcncyzzFMDIzzFCMCbaeMbNZg5kLNzBEvRmriuYBJywKouxQetgpcg8jcIQxYJMtnMla2BRDUQNxc7kOjuasyhrQ/9IgRC+1VroAWteebwC9WzdS7CBqSQpGwB4yTcodhD0kfCbZss0diVQCfPU6ODsSYwZIaKkbzGK+/uaJQ28nQvTdPO4UpqdpjwMvbeoi8SU9t/PydIZaAbb2+o1DSxlq8/pR03QQupbhD6iL1ABSwMv9wJzmSkp+o0vGDkeE54AxvZxH5TiPCNmugTkEqb+v/7DybYVSFEeBPcP5gwdFH0eKaNgD0Z0JiTFXLnVYGPwTVw6gAb9uBgXRcHA3cdQp7h+5N7l3ub9xDs6/g3Nb1AoEQPjhVvcLkORCLD1IKgfkF8iTmmTTpcGm9kFP3tPgaciNGCnLGeVt8pTjNUPGBqkngKSmOFuQSV5FXVzNLuYvxpiVXzmLW3FwdjTy5L88dONWihooCQn/PJc+YQfz0PlX8YSZ9B+efGK1k3igGNDnJeYVyKRiuOZ55CAiljIcRNTgjBYGLYRw4C+mK5QxMARYKCNghZxnlNNtKIoLqWqv7YtcDFIKnjMIRQ8ySioNYq2K/n6nz0Wq4wGr7PgxKXhaGGy/VWCDhMQI7eDMUaNsUuoVNk6mbBwrkxqIZ2GPx5Y9AfbFmfYqr5tjRNF4hsOcCkH4AnG5eFp8Vfy5+DvxryKXEDEnmtGUIUKECRd4znIi+XXEY7Rf+VYyaLuOwYY6Ure/RCKEq+W4IAmaIYaD3ln7ww2mA+VCsV5plcCbsIivlHXwjp3Mpq7FO0tv//ob5+m72dcWd4+KP/mDRTOmM68M7We6H1nxD6W3HEyF192YHj80s6SxP3lmyXoSETcBR5ZSL6Iw2nriyyqGwOjSKZdi7JKtEs5JFyndBK0CQ3K+EXT0Y6QpbpfzoEv2W1KWEryGG+xuGFJAGTWhOYjeRlKtHd4APIu8L0RIgQVEr53YVHCcqOlzFZV2Uo5rv2oly+UUsIpe2ypSS/0x+sbrOw/uW9HtP7R70Ya/7aqZwPrd1ItnJ984ePTk7aGvPbjqW7jepZAYZ/gDugUkLIIy+IbnkQdYPhO45g6CA/s4g0MmCEYo5OM4bzTjFIhOCj5VEHwuBVJ47BNQtN8rB0KhQhgEy8FxBf6M4NcPunxJBayVryxavnKdykck1ukkRc2PrYBTUCByFMgsSIhMBK4CJFAmWd11QFIfog3hRmGBsFx4Q3hPuCRwQhKSDavCV1ll43T6M7VSEkRZGGwG4H89TV6X3CHIZYMgW9IJL7lDxvILWeXDdkvVy1LWHshfFTlb6ZWz9sWKST+j+A5b98spGykm2kFJncE5jHJF0VH+/tKEadunEbfV8qbY4smLpT+pX26bsxlHsDBNMMeGnX94edFj326bOmsW88plvi40iR01Ycmd+5Y+i7MObFYFJ1Gjxg+9+NZjCza02JyjVoPt1FAM/fikSAhpZebBhGEVqySI5pyKy2P4D5XdzImKjJ0UxVM2hjgQlUlluSG3UzQQcnoj/YrCsdadSYNgU4XIgGUOsk6fXwEV9yugpoSppyFE5YI7OJ99k9vYBuGHH1E7fG7irdwvxMGU1g3V1ZHY36Ky/RXC+gwx6BmJ/9rLn+FQzleWaFK6GKnIqmxlhV2NHaC/de9qbfquO1duwNw3J9/0hx/g/ITUzC/jmnDguf2Rtcs3r/4uHtc0oe0xtuFr8brjpEozaugcbTAfIh3XPo8CpDIQNnRCoDQczh8kPYqm0yp4as3r1eyiXrwQixRiUXIqP9wRRdE0Tfcqmgo3cUQ6g1bFFUjsCGrBe4JfCTK0wqU1XzBWruDGSKwNAVo0Y4ST/bFo8GXs7Uc+2WmKsuF09zu5iFXNrSEfxApOp2CGo4ZALKZgkuL1LzRMa2laUEJKlbIQnN5JhRUUy8T6DAvDrRYGpimWxSTCazXKVUKIuEiKezXqagDX1VCOu+y6GCmM2XbGzm2VRvJNo/Gs9dmbfMuQKFJCyhPLGcEQhEG4na8LGHlOJ1EZjf/E7V1Xs/qH6x5ZmEinHr77yfqevey+fNXJrZNuYUdVjnJv/Np4k3p84tCxv7y1xdj7jcdwinpu4sf/2B8JPf/wJ6XXED08MHSO+gDk2AUZbga7TYUJgi2gghCGxpPQsr5z5EGL3ZEwsT9hCVIsiQ8CjWlFACMUplEkcDDO+yTlICIf05Ci99ORZPn7XphgIHKY2B6gGembPkiKyCdXJXw0fCb8q/DFsIOw6wSk9GHy/Q8CNAuHIoY1DqYqXHZvFls9sLFwcger7nAqpMk6y3mbhSF7srAoGU67Up6zaDxiYkaMS26ojmRBlmG5YlnGjS1nuLY9SRE1yBBViGBCctuG1NO+Somym9QHb2RLH+w8gs0juH36irh0ZNmqBTPGL1y5hJk8/NUvL7yhmRr49Bdntyx59tCk//UyTg+9gv+IO+4q3LFqSonBZ5j6hQdunr91HPFuMQg6/greYAzeb0o4Eo0iieQEkuRMkogfTppMRqsJAepdklFdXck7nb2qpqqqhqLR3mylms1WZqOqk0lXMqi6UANOIQTRhuRJ6gUl7bUejYGCVZLPOFn7AgY9S1ieJEVz8h4zDbxXTJ8KF0E2tCBwReOjUbiAwmk8ZODWR9kxsLWGLFacWlCjnBpP36YeVileDamj1EnqdLVNXaFuUB+EwadUUbEqsXGS4qbvyuJoJaKFbCg7MXtTtjV7V3ZLllPTWeubC7xNzWKU7c2+mv15liGDxGZk7c/XqrEt+1GWskbB5GbLH5uy9qeOdeuB2e129ptvX08a7Z/9m4+R7Lccw3j+bwnvNfXqXomo5ZWI5vOla6KHI2XB+nIxuwnj13Yym++5ZQU32TGdL73DG5WeBva+JatnMbfwpT/wVWml6KxpYM9BwNPj2HL3omRF6XxIruF0na2fhZ2J8OZ7Sju9rvG6ft1sunWMEvPGx4PXCYGYHKDPIxEl0T+YlfF4yOt1ud29wZAaDIbQ99lQ0E2rrlg8XkicYV2KVyuo3iAJA0ClLAwBLMFmDBhKmz6/QX9fUEO86jdCCgSb7pCLFtSg5Zb8RrBs6AC/fgrIHAymU2WvQYoMObBrg1frR5fKfxJRO/j3fxRRLg6R5NFHW0p0lV46uGc8L5LNRqJVVW13i9mZbOkQP6PKM5dtmMsP0uez0UhVVSSaLf166JIRSAZ0PTILb4h78s5R1pcOCNbxh6A3AbTfnMFxWDPBDGmaTOyVJKuSJMsSpgXk07SCH3SCcxYEr2CCVZIUYuy3yLtkCuJB+ilpQPqR9K8SIygSlogFiifsj3hev43hdokcf/2IubeOfunzfwwyIkLlPwfxW5Wya/4eBA784W+F5Lj/w761x8ZRnPGZ3b3dvefuvfbu7HvZe+dk7+w7P+JsnFzs8yvvOG4IhtAkcLEv8eVl+3LBDTQqbUodUAt/0IS0UIlS5Ja2iigJNDR/ECAV0FKKRAGhikJpVAmJBKgoSEAu/WZ27SQE0ofUqqp6o52ZnZ2d3Z355nv8vu80sXonH+ptqDliyUUz/LvcUx+/mPGHfaqau4ltU6QWMdlHvlBFiFsGXLofv/wYWkzew6v3EJDAaXXpHq+3syORTC6wmJ5DiwUHaNWpBwJejYZBQF3Tku3t2X6YFMMi6fR25r1T4YgvHI4sSCanMllfJpPtNt3BObLHN0Plvk6cjXQ6+jPJsNeO7emcfLC77mCufXr+ye6eXM8C2SIGarTGaSGU9mRlYNkOkmWJAhohmSOYaoE2qAn5dAayGjBa8lYwDrGjn7UTYowl5+h2UQZRLNtAPINNsiYEyq8NlF9vpJMNEyjFCn2WhqfCTJjcUQPWSlh0ePSwDALYFsb2J8OhdDK7gM2QywHonCEDZuiAGZwOP/lGBmeo2lWr0xJ4CS3BmM/QoKTTVPkEs6dVPk1qEzQ0ZqKVtrZmL+YhlIkAGzl9GpYekgm2XMJLxM9C0S7jK5CfQp/C0y7lKjNEw1/WAmTUJhC2FCBqAewwrmcZt5yv/l7QU+48V+osDIjr+Oor/KCyxLJ+0V5Lv7XAV1/le8JL+C63Iv5Wi3CVrV/39BRyq67Fr1Qf8Lp0VeVar8YtPk9hW/XehLIIGNIWvCzo33yzr/rEXF+HqjK34YFaz3xWbb+Z27+/N3/NqgiJc0OIdQCFtuIV+TEcjcWQTPxRsmxvbk4lEjGr3T5luIRRLDalpXyalkoFrGxD+KAl09w83XLS0oNk2ZuYM+1p8ASC6WbdQxBuT97rhww0DWgkuAvc41PwlPK08rLCHleeURiFKs8gWhTR6dE9kunZbWyknt1jYGwoVHqoINcaUmSQWAqxx7VnNEZp8GkYabI2pT2tvaxZNFMLoSUY3ZrpzNCouxOEj4Y1U/RoJjvQZrzsE2Uqe9IU3ZloI4EsZXp6kdgh5HJKPue+As46QxzUmBZmVlaYZZqzHtP6C20X85WRGq53uHtou9hj0XJ89WG+p9G5hMu3bZjst6XmE2ro8w2yrfGM7Y/Mo5Ncd27kOnVO9ZeKq9YLa9+Qx0s87tbOfdWjGR/htML1eNLj6nQ06chEjH4Bq0wiCu8zEBGYCkxABhfMhdAMmUcORw0vhg0qoHXLjkNgxbz7CMwr7zWcHXBBIt2oZyMC7EISIbMS1V7aj1jM5qEzS9Rx6tT1g7rD+vezb1jxehKURbwjJ4Jg22zcaBiPE2fMnZk+0zUbU0iFDmMYMuxMRAnMGH577Zc/eHDTJBYsw3cP5m44vJI5fvvGH1RPfGP0UZw+t/PDn6wufTA9tMWQLMxa+N46dPoxUJZPPiK7deyM0VgFQkcxkL9oVv5S4YsoAFMXTeqCYAXlKxKLTcdPIkMUh4i6FSKfGTLZLLVkloIoEniCN/L5ZAqyWB1ktWHIYAvwRFLxRD3jfc4QYq8Nfil4IHg4+GDQwvtQEN8XfCj4RvDdIBekQQsEuJlhVqFTwVn5TM1o4uP5jLDFtLuDRhmxAQ9wE4qbSXjGw3OJ2LpO5zZPNiWXLPInJxWFWxPhq8f4XIO3T2yxd4i/YY5UQauVO/Yt/svIqFvqVNX0dbijIdQpalkCtJx/C1dhPlO469HXWPwcix1EilldXl2Nu9yEbF7I19icen0zZEIMfxjDYhwYhlX0Wa0iBS789SpQSiCkx8WYlXMlcB4MagL/HJNgcSgu7+gc1eci7m6MEjKNeFgRqdP9ebCW/e585xd1t6/2br/P5Y3LMFYdW5/QBRmyKSumY9rrDGgeEQ6GorfeYscIDnse+lAAeE4sTgCzAGTAU+zKtN877fcR09Un3Gr3oTpcxyaT1BdxFARvnRFYcmbG2CPCpm3CPCWrYUDApMcLhF/Q2kkjpiTQcQGoxxsnTOf0RBlTExCWKIqpZpXFFKU37ROg9RmYfn4brqp1wZK26KfaHeV0TLH71GSS7UsvGHz2qxvmdjNWF2aOPPCVNnXRc5vmrivZecdDLle2u7ux652F19wk80T/gH2PP2HXwa7flc8FwGBX/IrH40bIZlPAMpfcPklys5IjoHjdzCElINmswkGrw8u6FTYvjUu3SKwkwoaRssQAuwCqncu9lr3E2Qjk2EoIkoREU1+ToLIXULb2ebpX1Un4DP7EdmKEa7vqa6HjBzYp62/m7x9KNIClW230uhbuDE0PJbbh76nyzx8mb0+i4iJAdY24N293BB2y7iQZS0zbSiCgq6Ig2oQEqE0pYvynUolAwE0B8IRPEBI1tbXmF9qJu9Yt1SawxV6TCkyngydRjQmGxw/avQngAXoiCEMmiL7jluHUTWo4gdi8gO8Q7hXeF1jBtIkFopCD5i1QPM4l64JImCjlH3CnkAfRJRAgR6h117C3SViS7ZIuEdtckEwESSI7xgkd8zDJ35d+JnGSqdRIRuwSNXlnATYjtnIGXOvKvQ9yiRLZJfLI8imNBdZClHMuwyy+BGYHMuvCs8oIa5LfBX7BRrbahsS3I9w925eud82z9Lrcwq+0TY5cqucwu4xd6Fb4XzPHq97G1FKr2rCf++bwwLyes7WeNkbtqHZ2u5vyFScekJ2LObUDVnL0/FnmReZ+sIP+nA/5fDIs0gEjpsfJMsyUywnKvpNOAOgPFGuMRut11ikjjgn4rPy0X5BCUodUAnoEsleo6tAXjeqKrKCgltZRsGEOZNCCgr5afSFahtYjFuXr63W0jIR25pUAZKBZIgm7ppgelhdF5xRPYjyPwVZHrBlMxsLuJqFh+7LBrPz+mQ5Df9xo+GcJrkxiW02fD93jprfHCHyYdftYscpmMIkRawCr09tmRIyRqBNmcfWlRCsfaRFwgt/Ahbhn46v51/k2DZ+tIkZZ1cSAqlZwzqs+hTd3uLNwJqUQrr527gnWBTOo4sRjKAIbwAmEyAUhi0hSlHgWHwHjqb6ess0oWBd+f22Us1gOSFGY5mhtODxFJjwclWSJQDoglSTTY0EBZKIGWGXgxFYRmogT76jHYzjz/MQiCEuSFdcr3mnVJzkOWmspdGmzAkERR7oXGSg9wQARR+QkN9dm0zl7xALPhW34rNfOsRIF3iSfAcDZ7UYJN1Egzh1oOw0qOcx41pjrrEHus/61NnMzTIkGDkdJnk45Ndtaqf7F7TP0cupwM2A4Ep6XwcTzRviuuRiqzrrElpZkdd/Avsc3C41zpt8rZsVYk4ibxK4Mo3J/aOgSmftVrrn3XN+37hzjd518nMlf36iq0ayrpjqEv72kJq2S/4rU0zTnc9IaVKTpTdyNH2TGmY9IYjdBevPyxN3F3WUZMdPv+D6ShH7gcoJ4Sjxlfcl2nCT7ns9KDovjeed8l9f1Q2lSXuwecL9KkmeF9x7fHX6epiPK7cpbgeeDYySFcv9P/3oi/zgy/77rAz4DNVwDB4/+7o+9qC7JCHl9frCtUA0KzzY3oLmQNzYh1NyC2lD7fIQ6LtzU179k6bLlK1auQmjN4BfWInT10DXXrkdoA/rv+HHoMN0VcagxkDeheUiHD+hF/WgFGkCD6Co0hEpoDN2I9p4/D33jqBE1z/ZZjlZDn7XQp4B2oDLpc/5PV07mSvwDU3/+vSv2cKBDs2Mdp/8DM+5T4AybX6eg5806D/XTZl1AW9BHhBI4ElU3jm8w6xhFmRfMOoNczFmzzqJG5hOzzqFGdq5Z56G+zqwL6Dn2lr7S1lKldFNxJD5SqBTiw2Pje8ulraOV+LrRYnz12K6xyt7xYrx3rDw+Vi5USmO74i0dHS1NkLVn4t07dsRp793xcnF3sXxjcSQTHyyWx4uVPYUfxUu744V4pVwYKe4slLfHx7Z8/qCTo6Xh0fjOwt745iKMtbW0u1Isw0uVdsWHi+VKAcpte8ql3SOlYdJ/d2bN8pVLB3rTMw9rWl4p7CgN/zOt/5n3RH1Ai1vhqMBxE3DqEaDHEaC9ChxxNAx0Oo72Ah2SXqPQGkfroCxCuRqu7YKjAtfHaUsvnJWhTvICHZH0iKMWoO0OyJvMWjvKQGs30PcOKC+MvZueFaEsQnkjfRvSc5Cek2dU0B4Y+Qi0lWhv8o4V+rQRuLoTyjLaDm1jQI//yptOwh0l+OpRqJPR9kK5md5B3msrfWqFvo0xUyV61zBtITNmnG+DtyzTviN0tJnxd8PXrIEdvhItBU7Qi9KXfdla+pQ9MC/kS67ctwmuViiXIM/4d/X9X5p7g6N9DLxVAE5L+LOMsmgBCLOzjErlGLnOhL7z+ok1H14v5f6KakXK3n587zvfJeXR1kOWqnbuCdEhDMGpdYZb/k2AAQDdywTXCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL0Jhc2VGb250IC9BcmlhbE5hcnJvdy1Cb2xkCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDE5IDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMjI4IDIyOCA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMjczIDAgMCAwIDAgMCAwIDU5MiAwIDU5MiA1OTIgNTQ3IDUwMSAwIDAgMjI4IDAgNTkyIDUwMSA2ODMgMCA2MzggNTQ3IDAgNTkyIDU0NyAwIDU5MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDU2IDUwMSA0NTYgNTAxIDQ1NiAyNzMgNTAxIDUwMSAyMjggMjI4IDQ1NiAyMjggNzI5IDUwMSA1MDEgNTAxIDUwMSAzMTkgNDU2IDI3MyA1MDEgNDU2IDYzOCAwIDQ1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggXQo+PgplbmRvYmoKMTkgMCBvYmoKPDwKL0FzY2VudCA5MzUKL0NhcEhlaWdodCAwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDMyCi9Gb250QkJveCBbIC0xMzcgLTMwNyAxMDAwIDExMDkgXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctQm9sZAovRm9udFN0cmV0Y2ggL0NvbmRlbnNlZAovRm9udFdlaWdodCA3MDAKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDExMgovVHlwZSAvRm9udERlc2NyaXB0b3IKPj4KZW5kb2JqCjIwIDAgb2JqCjw8Ci9CYXNlRm9udCAvQXJpYWxOYXJyb3ctSXRhbGljCi9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCi9GaXJzdENoYXIgMzIKL0ZvbnREZXNjcmlwdG9yIDIxIDAgUgovTGFzdENoYXIgMTQ2Ci9TdWJ0eXBlIC9UcnVlVHlwZQovVHlwZSAvRm9udAovV2lkdGhzIFsgMjI4IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyMjggMjczIDIyOCAwIDQ1NiA0NTYgNDU2IDQ1NiA0NTYgMCA0NTYgNDU2IDQ1NiA0NTYgMjI4IDAgMCAwIDAgMCA4MzIgNTQ3IDU0NyA1OTIgMCA1NDcgNTAxIDYzOCA1OTIgMjI4IDQxMCA1NDcgNDU2IDY4MyA1OTIgNjM4IDU0NyA2MzggNTkyIDU0NyA1MDEgNTkyIDAgNzc0IDAgNTQ3IDAgMCAwIDAgMCAwIDAgNDU2IDQ1NiA0MTAgNDU2IDQ1NiAyMjggNDU2IDQ1NiAxODIgMTgyIDQxMCAxODIgNjgzIDQ1NiA0NTYgNDU2IDQ1NiAyNzMgNDEwIDIyOCA0NTYgNDEwIDU5MiA0MTAgNDEwIDQxMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMTgyIF0KPj4KZW5kb2JqCjIxIDAgb2JqCjw8Ci9Bc2NlbnQgOTM1Ci9DYXBIZWlnaHQgNzIwCi9EZXNjZW50IC0yMTEKL0ZsYWdzIDk2Ci9Gb250QkJveCBbIC0yMTQgLTMwNyAxMDAwIDEwNDggXQovRm9udEZhbWlseSAoQXJpYWwpCi9Gb250TmFtZSAvQXJpYWxOYXJyb3ctSXRhbGljCi9Gb250U3RyZXRjaCAvQ29uZGVuc2VkCi9Gb250V2VpZ2h0IDQwMAovSXRhbGljQW5nbGUgLTE1Ci9TdGVtViA3MS4zODkKL1R5cGUgL0ZvbnREZXNjcmlwdG9yCi9YSGVpZ2h0IDU0MAo+PgplbmRvYmoKMjIgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2MAo+PgpzdHJlYW0KaN4sjwsOgyAQRO9/xLapFP9RUBGNtEK2r1hizDA7O09FZHHOWOu3jcdOs7WTc+u8LDFGEVlX/xt5H8KbpC4rRscRqrrp+h6H0WhMoTRh/Nv9gUMGQQ8xyrd9j/lwZUqyblqqWG+7HiJcKJIPPg6CEhCU8GYRhHppxDAayZ9dVjWC2mehiAG6qq6/AJRSAk3+c55o1v84O9HzFWAAs8brdQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExNwo+PgpzdHJlYW0KaN4MjdkOgzAQA////yoq2pJwiqMNBDaIpIq0zMvKtmZtVb2uGM5TVWNMKf3HafL7nnNuu37z/jiEEOvWzbkVjGSeFwTJo3jC2LrBgiEg0Z/KSAjL98clKV/vrh9YMbahH8EEGJYXduGNrSkUkVuAAQAxd4mtCmVuZHN0cmVhbQplbmRvYmoKMjQgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMAovTGVuZ3RoIDE0Mgo+PgpzdHJlYW0KaN4kjoEOgiAURf//E6slIaiUoBA4KWF0XBtjd4dz36O15kOwzsWUOG5ZnVtCeJNLKSeMMecPjuzV6v2+Z6WH2VqcTsjWGuRyvaHxSoDrYRwnQx0TjgOhzhA4u6gDIewiUJyMochtzJP7NZ8Cfq80gVH3TiDg/3/I2Fpr2jbM73GQxUPyHxb9BBgA9nnEBAplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggMTIKL0xlbmd0aCAxNzEKPj4Kc3RyZWFtCmjeJI+JDoMwDEP////YEFfLtdFCy1VukNjTqKrIsh0n0bq+77tuTKXUcZ5umqZ5hrFtt237um5KaWvbIIobY67rCqMkERIDEgwVclnWx5blxbdS8HEiivKDRMgwjP0w7PtBl9Y1BsJRAV3fA+DH0RlrnXNgnPjRMWOg5kWJymKkPVOwgYMwIpw07+3TK2SGCk8ChwiZ3v/nvXzS4GWaMYhj+ez8E2AAcIXrAgplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggNwovTGVuZ3RoIDExMQo+PgpzdHJlYW0KaN4kjAsOgzAMQ+9/zNECKSvQH4xCqu5JRFFkOfZT1Vnkfp7eO9eO0x4CurUWY5pmUdWUsl+Zrdb7umqIkQA+wrmFpYj/9f7tAjF2zKUAwaTLdzAWgogrx0EGhwz58/x9BsOu2w4H5l+AAQBjoorqCmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCA4Ci9MZW5ndGggMTI0Cj4+CnN0cmVhbQpo3iSO2w7CIBBE////NGq0oJZWbtvSQJPSFzwJZLOZnBkGfIitNef8/LO1njnnsu+d3B/PKIJW+sMgcimjmUKMbB+iLKvS7+9ojqPiQigRWSBmmtO2EYNT27W1bk2JZvSgNBYXX4PiRQKX643NdIvDBygkA/kLMAB4WJtvCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwKL0JpdHNQZXJDb21wb25lbnQgOAovQ29sb3JTcGFjZSA3IDAgUgovRmlsdGVyIC9GbGF0ZURlY29kZQovSGVpZ2h0IDcKL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0Ci9XaWR0aCAxMgovTGVuZ3RoIDE2Ngo+PgpzdHJlYW0KaN4kj4kOgyAQRP//B9uYelRFRQVlwbNq7EtMNmSZnXkLTsTaYZpnY63W7e84zvMU8fd9L8tqh5Gz0dr7wHR0jpNi6kS63qBTdaNxxkm6rlupqiTNHnHbdjzAaWD2xmCIPjEb0V/vCB0RWpgmItd10UNgaVEqVdVk8bOLV7GdFBzMjw2FVPbNQwhc27YjCBM+o8dGhAdjy4sSESxMdH76F2AAfxrrrAplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UgNyAwIFIKL0ZpbHRlciAvRmxhdGVEZWNvZGUKL0hlaWdodCA3Ci9TdWJ0eXBlIC9JbWFnZQovVHlwZSAvWE9iamVjdAovV2lkdGggOQovTGVuZ3RoIDEzOAo+PgpzdHJlYW0KaN4kjYkOgjAQRP//BzVEDqEFqrTQC4pCUl+k2Wy6M5M31jlj5riu2hilXt/jOM/TOc8elfI+IC7Wspmcs3VOyN7MS1nVKe38q7ohNoxq3z8hhElr9OJRgn1P+nYv0BHz/5HfttQJKfuBUmIAmRDj5dIFrXm2oDiv9suFxonbdgIRwk+AAQBQQK+NCmVuZHN0cmVhbQplbmRvYmoKeHJlZgowIDMwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwMDU0IDAwMDAwIG4gCjAwMDAwMDAxMTMgMDAwMDAgbiAKMDAwMDAwMDE2MiAwMDAwMCBuIAowMDAwMDAwNDA4IDAwMDAwIG4gCjAwMDAwMDkwNjUgMDAwMDAgbiAKMDAwMDAwOTM1OSAwMDAwMCBuIAowMDAwMDA5Mzk0IDAwMDAwIG4gCjAwMDAwMTIwOTEgMDAwMDAgbiAKMDAwMDAxMjE3NSAwMDAwMCBuIAowMDAwMDEyOTExIDAwMDAwIG4gCjAwMDAwMTMxNjEgMDAwMDAgbiAKMDAwMDAxMzM0MCAwMDAwMCBuIAowMDAwMDEzNTQ0IDAwMDAwIG4gCjAwMDAwMjYzMzUgMDAwMDAgbiAKMDAwMDAyNjc3MCAwMDAwMCBuIAowMDAwMDI3MDAwIDAwMDAwIG4gCjAwMDAwMzk1NzMgMDAwMDAgbiAKMDAwMDA0MDA4MCAwMDAwMCBuIAowMDAwMDQwMzIxIDAwMDAwIG4gCjAwMDAwNDA4NTIgMDAwMDAgbiAKMDAwMDA0MTExNSAwMDAwMCBuIAowMDAwMDQxNDM3IDAwMDAwIG4gCjAwMDAwNDE3MTUgMDAwMDAgbiAKMDAwMDA0MjAxOSAwMDAwMCBuIAowMDAwMDQyMzUyIDAwMDAwIG4gCjAwMDAwNDI2MjQgMDAwMDAgbiAKMDAwMDA0MjkwOSAwMDAwMCBuIAowMDAwMDQzMjM3IDAwMDAwIG4gCnRyYWlsZXIKPDwKL1NpemUgMzAKL1Jvb3QgMyAwIFIKL0luZm8gMSAwIFIKPj4Kc3RhcnR4cmVmCjQzNTM2CiUlRU9GCg== | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://www.math.ucsd.edu/~aknop/teaching/ucsd/109/2018/files/homework_5.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"1. (10 points) Let $A_1, \\ldots, A_\\ell$ be different subsets of $[n]$ such that $A_i \\cap A_j \\neq \\emptyset$ for all $i \\neq j \\in [\\ell]$. Prove that $\\ell \\leq 2^{n-1}$. "} | 346569cfda07ee3b22dcd97df06f44b767b9127e-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.sarasota.wateratlas.usf.edu/upload/documents/SB536-Final-Report.pdf | 64 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"hydrologic monitoring network to provide the data needed for MFL development and resource assessments to further evaluate surface water availability. The NWFWMD anticipates adoption of its first MFLs in 2019.\n\nAt this time, available surface water resources in excess of those already permitted, if any, have not been identified in the NWFWMD. Until such time as MFLs are established and availability of surface water determined, the NWFWMD will continue to evaluate applications for consumptive uses of surface waters on a case-by-case basis to protect and sustain natural resources.\n\nAlthough the NWFWMD has not yet adopted MFLs for its priority water bodies, the NWFWMD has established water reservations on two rivers under rule 40A-2.223, F.A.C. The magnitude, duration and frequency of observed flows of the Apalachicola and Chipola rivers are reserved for all seasons of the year for the protection of fish and wildlife of the rivers, associated floodplains and Apalachicola Bay (Figure 6.1.3). The rule states that, with certain exemptions, consumptive withdrawals of surface water from the main stem of these rivers and the Chipola Cutoff are not in the public interest. These reservations explicitly define that surface water from the main stem of Apalachicola and Chipola rivers is unavailable for consumptive use.\n\nThe 2012 Regional Water Supply Plan Update for Region II (Santa Rosa, Okaloosa and Walton counties) includes a potential surface water alternative water supply project for Okaloosa County (NWFWMD, 2012). The quantity of water available from the Shoal River for this project has not yet been determined.\n\n4.2.5 South Florida Water Management District - Potential Future Supply\n\nThe SFWMD operates and maintains 2,060 miles of canals, 2,080 miles of levees and berms, 1,413 water control structures and 71 pump stations in the Congressionally authorized Central and Southern Florida (C&SF) Project. The canal system, depicted in Figure 6.4.2, provides an interconnected network of conveyance features to move water within the system. It is as a result of this interconnected system that the SFWMD can manage and deliver water from various regions. Unlike other watersheds in the State, rainfall within one watershed has the potential to be captured and stored for subsequent delivery to another watershed within the C&SF.\n\nDue to adverse effects to the environment that were identified in the 1990s, the original C&SF system is now being modified under the Comprehensive Everglades Restoration Plan (CERP). CERP provides a framework and guide to restore, protect and preserve the water resources of central and southern Florida, including the Everglades. It covers sixteen counties and over 18,000 square miles. The CERP Plan was approved in the Water Resources Development Act of 2000 and is expected to take more than 30 years to construct.\n\nOn average, approximately 3.5 million acre-feet of water is discharged to tide from the C&SF system each year (about 3,200 MGD). Figure 6.4.5 illustrates the major discharge locations in the C&SF system. The goal of CERP and other closely associated projects, is to capture fresh"} | 67f1f7976fa2f30d7459d61275edd8ca47e295ac-64 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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.sarasota.wateratlas.usf.edu/upload/documents/SB536-Final-Report.pdf | 29 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"2.6 **Summary of Reclaimed Water Impediments and Constraints**\n\nThere are presently a number of issues which represent impediments to the expansion of water reuse in Florida. This study compiled a list of these impediments and constraints after seeking input and technical comment from various state agencies, environmental and water supply professionals, stakeholder groups, local governments and the general public. Many of these constraints are discussed in Appendix D-2 as they relate to the various distinct types of reuse. Seven general categories of issues were identified that drive the expansion of water reuse in the state.\n\n- Cost and Funding\n- Matching Supplies and Demands\n- Regulatory\n- Water Quality\n- Public Input and Involvement\n- Long-Term Uncertainty\n- Scaling up to Regional Solutions\n\nThis section provides an overview of the key issues, impediments and constraints to the use of reclaimed water in Florida.\n\n2.6.1 **Costs and Funding**\n\nLack of funding and the cost of developing or expanding water reuse systems are critical impediments to the development of reclaimed water supplies in Florida. During the course of this study, comments and input from agency staff, local governments, water industry professionals and members of the public frequently cited financial constraints as the primary factor impeding the expansion of water reuse.\n\nDevelopment or expansion of water reuse systems for beneficial use can require a significant investment in water treatment, transmission and storage infrastructure. Infrastructure costs can vary depending on the magnitude and complexity of the system. Capital construction costs of the 275 reclaimed water projects funded under the Water Protection and Sustainability Program averaged $6 million per MGD of water provided. Data from the 90 reclaimed water projects funded within the SWFWMD over the last five years averaged capital costs from $7-8 million per MGD provided.\n\nIn general, the less expensive projects, where users are located close to the source of the reclaimed water, are pursued early in a reclaimed water system’s development. As a reclaimed water system matures, longer transmission distances between supplier and customers may lead to increased costs per MGD of benefit. Additionally, for projects involving ASR or AR, higher treatment requirements may lead to both increased infrastructure and operational costs. Table 2.3 shows comparative costs within the St. Johns River Water Management District (SJRWMD) for traditional water supplies and alternative water supplies other than reclaimed water and Table 2.4 shows different types of direct and indirect potable reuse (SJRWMD, 2014). Indirect recharge"} | 67f1f7976fa2f30d7459d61275edd8ca47e295ac-29 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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.sarasota.wateratlas.usf.edu/upload/documents/SB536-Final-Report.pdf | 39 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"being made available to agricultural areas. Similar information should be included in other BMPs where the use of reclaimed water is relevant.\n\n- In order to make nutrient concentrations of reclaimed water used for irrigation easily available to the user, the nutrient content of reclaimed water provided to utility customers for irrigation should be included in DEP’s Annual Reuse inventory on a facility-by-facility basis (DEP, 2014).\n\n2.7.2.6 More Restrictive Local Government Ordinances\n\nSome local governments have adopted more stringent surface water and groundwater standards than the state standards, or instituted restrictions on the use of reclaimed water for landscape irrigation that otherwise meets DEP requirements. Such additional local restrictions may unduly limit the beneficial use of reclaimed water. In these instances, the applicable WMDs and DEP should work cooperatively with local governments to develop mechanisms for exceptions to these local restrictions when all state requirements are met and water resources are not expected to be adversely impacted by the proposed reclaimed water use.\n\n2.7.2.7 Coordination of DEP/WMD Programs\n\nCoordination between the water-related programs of DEP and the WMDs is critical to the timely identification of opportunities to increase the beneficial use of reclaimed water. In most WMDs, but not all, DEP wastewater permitting staff have periodic meetings with the WMD consumptive use permitting and water supply planning staff to allow the matching of potential users of waters with reclaimed water supply. DEP and the WMDs need to ensure that these coordination meetings take place at least bi-annually in each WMD to ensure that opportunities to match users and suppliers are identified.\n\nThe use of stormwater for supplementation of reclaimed water systems has also been identified as a potential method for increasing the beneficial use of reclaimed water. DEP and the WMDs should establish periodic meetings between DEP wastewater staff and WMD environmental resource permitting staff to identify opportunities for stormwater from new development to be used for supplementation of reclaimed water systems.\n\nThe program coordination processes discussed above may also serve to highlight projects for WMD reclaimed water cost share assistance.\n\n2.7.2.8 Public Involvement and Participation Recommendations\n\nAs Florida’s water use regime shifts from traditional groundwater sources to alternative water supplies such as reclaimed water, public support will be essential to the success of expanding water reuse in the state. Public outreach by DEP and the water management districts is needed to inform and involve the public about the use of reclaimed water and build public support for the concept of water reuse—especially for newer concepts like potable reuse. The DEP, in coordination with the five WMDs, should establish a statewide education and outreach program for reclaimed water. The program should focus on educating the public on the treatment and uses of reclaimed water and building trust in current regulatory safeguards for all types of water."} | 67f1f7976fa2f30d7459d61275edd8ca47e295ac-39 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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.uio.no/studier/emner/matnat/ifi/INF1070/v06/undervisningsmateriale/ICTable.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"### MISC\n| Name | Comment | Code | Operation | Flags |\n|------|---------|------|-----------|-------|\n| NOP | No operation | NOP | No operation | O D I T S Z A P C |\n| LEA | Load effective address | LEA Dest,Source | Dest := address of Source | |\n| INT | Interrupt | INT Nr | interrupts current program, runs spec. int-program | 0 0 |\n\n### JUMPS (flags remain unchanged)\n| Name | Comment | Code | Operation |\n|------|---------|------|-----------|\n| CALL | Call subroutine | CALL Proc | RET | Return from subroutine |\n| JMP | Jump | JMP Dest | |\n| JE | Jump if Equal | JE Dest (= JZ) | JNE | Jump if not Equal | JNE Dest (= JNZ) |\n| JZ | Jump if Zero | JZ Dest (= JE) | JNZ | Jump if not Zero | JNZ Dest (= JNE) |\n| JCXZ | Jump if CX Zero | JCXZ Dest | JECXZ | Jump if ECX Zero | JECXZ Dest |\n| JP | Jump if Parity (Parity Even) | JP Dest (= JPE) | JNP | Jump if no Parity (Parity Odd) | JNP Dest (= JPO) |\n| JPE | Jump if Parity Even | JPE Dest (= JP) | JPO | Jump if Parity Odd | JPO Dest (= JNP) |\n\n### JUMPS Unsigned (Cardinal)\n| Name | Comment | Code | Operation |\n|------|---------|------|-----------|\n| JA | Jump if Above | JA Dest (= JNBE) | JG | Jump if Greater | JG Dest (= JNLE) |\n| JAE | Jump if Above or Equal | JAE Dest (= JNB = JNC) | JGE | Jump if Greater or Equal | JGE Dest (= JNL) |\n| JB | Jump if Below | JB Dest (= JNAE = JC) | JL | Jump if Less | JL Dest (= JNGE) |\n| JBE | Jump if Below or Equal | JBE Dest (= JNA) | JLE | Jump if Less or Equal | JLE Dest (= JNG) |\n| JNA | Jump if not Above | JNA Dest (= JBE) | JNG | Jump if not Greater | JNG Dest (= JLE) |\n| JNAE | Jump if not Above or Equal | JNAE Dest (= JB = JC) | JNGE | Jump if not Greater or Equal | JNGE Dest (= JL) |\n| JNB | Jump if not Below | JNB Dest (= JAE = JNC) | JNL | Jump if not Less | JNL Dest (= JGE) |\n| JNBE | Jump if not Below or Equal | JNBE Dest (= JA) | JNLE | Jump if not Less or Equal | JNLE Dest (= JG) |\n| JC | Jump if Carry | JC Dest | JO | Jump if Overflow | JO Dest |\n| JNC | Jump if no Carry | JNC Dest | JNO | Jump if no Overflow | JNO Dest |\n\n### General Registers:\n\n```\nEAX 386\nAX\nAH | AL\nAccumulator\n31 24 23 16 15 8 7 0\n\nEDX 386\nDX\nDH | DL\nData mul, div, IO\n31 24 23 16 15 8 7 0\n\nECX 386\nCX\nCH | CL\nCount loop, shift\n31 24 23 16 15 8 7 0\n\nEBX 386\nBX\nBH | BL\nBaseX data ptr\n31 24 23 16 15 8 7 0\n```\n\n### Example:\n```\n.DOSSEG ; Demo program\n.MODEL SMALL\n.STACK 1024\nTwo EQU 2 ; Const\n.DATA\nVarB DB ? ; define Byte, any value\nVarW DW 1010b ; define Word, binary\nVarW2 DW 257 ; define Word, decimal\nVarD DD 0AFFFh ; define Doubleword, hex\nS DB \"Hello !\",0 ; define String\n.CODE\nmain: MOV AX,DGROUP ; resolved by linker\nMOV DS,AX ; init datasegment reg\nMOV [VarB],42 ; init VarB\nMOV [VarD],7 ; set VarD\nMOV BX,[Offset S] ; addr of \"H\" of \"Hello !\"\nMOV AX,[VarW] ; get value into accumulator\nADD AX,[VarW2] ; add VarW2 to AX\nMOV [VarW2],AX ; store AX in VarW2\nMOV AX,4C00h ; back to system\nINT 21h\nEND main\n```\n\n### Flags:\n```\n- - - - | O D I T | S Z A P | C\n```\n\n### Control Flags (how instructions are carried out):\n- **D**: Direction 1 = string op's process down from high to low address\n- **I**: Interrupt whether interrupts can occur. 1= enabled\n- **T**: Trap single step for debugging\n\n### Status Flags (result of operations):\n- **C**: Carry result of unsigned op. is too large or below zero. 1 = carry/borrow\n- **O**: Overflow result of signed op. is too large or small. 1 = overflow/underflow\n- **S**: Sign sign of result. Reasonable for Integer only. 1 = neg. / 0 = pos.\n- **Z**: Zero result of operation is zero. 1 = zero\n- **A**: Aux. carry similar to Carry but restricted to the low nibble only\n- **P**: Parity 1 = result has even number of set bits\n```\n\nThis page may be freely distributed without cost provided it is not changed. Send comments to [email protected] - www.jegerlehner.ch/intel/"} | 2c7eb9a3bab6f4c9897dd051993321a75d83bcc9-2 | 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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.uio.no/studier/emner/matnat/ifi/INF1070/v06/undervisningsmateriale/ICTable.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"## TRANSFER\n\n| Name | Comment | Code | Operation | Flags |\n|------|---------|------|-----------|-------|\n| MOV | Move (copy) | MOV Dest,Source | Dest:=Source | O D I T S Z A P C |\n| XCHG | Exchange | XCHG Op1,Op2 | Op1:=Op2 , Op2:=Op1 | |\n| STC | Set Carry | STC | CF:=1 | 1 |\n| CLC | Clear Carry | CLC | CF:=0 | 0 |\n| CMC | Complement Carry | CMC | CF:=¬CF | ± |\n| STD | Set Direction | STD | DF:=1 (string op's downwards) | 1 |\n| CLD | Clear Direction | CLD | DF:=0 (string op's upwards) | 0 |\n| STI | Set Interrupt | STI | IF:=1 | 1 |\n| CLI | Clear Interrupt | CLI | IF:=0 | 0 |\n| PUSH | Push onto stack | PUSH Source | DEC SP, [SP]:=Source | |\n| PUSHF | Push flags | PUSHF | O, D, I, T, S, Z, A, P, C 286+: also NT, IOPL | |\n| PUSHA | Push all general registers | PUSHA | AX, CX, DX, BX, SP, BP, SI, DI | |\n| POP | Pop from stack | POP Dest | Dest:=[SP], INC SP | |\n| POPF | Pop flags | POPF | O, D, I, T, S, Z, A, P, C 286+: also NT, IOPL | ± ± ± ± ± ± ± ± |\n| POPA | Pop all general registers | POPA | DI, SI, BP, SP, BX, DX, CX, AX | |\n| CBW | Convert byte to word | CBW | AX:=AL (signed) | |\n| CWD | Convert word to double | CWD | DX:AX:=AX (signed) | ± ± ± ± ± ± ± ± |\n| CWDE | Convert word extended double | CWDE | EAX:=AX (signed) | |\n| IN | Input | IN Dest, Port | AL/AX/EAX := byte/word/double of specified port | |\n| OUT | Output | OUT Port, Source | Byte/word/double of specified port := AL/AX/EAX | |\n\n## ARITHMETIC\n\n| Name | Comment | Code | Operation | Flags |\n|------|---------|------|-----------|-------|\n| ADD | Add | ADD Dest,Source | Dest:=Dest+Source | ± ± ± ± ± ± ± ± |\n| ADC | Add with Carry | ADC Dest,Source | Dest:=Dest+Source+CF | ± ± ± ± ± ± ± ± |\n| SUB | Subtract | SUB Dest,Source | Dest:=Dest-Source | ± ± ± ± ± ± ± ± |\n| SBB | Subtract with borrow | SBB Dest,Source | Dest:=Dest-(Source+CF) | ± ± ± ± ± ± ± ± |\n| DIV | Divide (unsigned) | DIV Op | Op=byte: AL:=AX / Op | AH:=Rest | 2 ? ? ? ? ? |\n| IDIV | Signed Integer Divide | IDIV Op | Op=byte: AL:=AX / Op | AH:=Rest | 2 ? ? ? ? ? |\n| MUL | Multiply (unsigned) | MUL Op | Op=byte: AX:=AL*Op | if AH=0 | ? ? ? ? ? ? |\n| IMUL | Signed Integer Multiply | IMUL Op | Op=byte: AX:=AL*Op | if AL sufficient | ? ? ? ? ? ? |\n| INC | Increment | INC Op | Op:=Op+1 (Carry not affected !) | ± ± ± ± ± ± ± ± |\n| DEC | Decrement | DEC Op | Op:=Op-1 (Carry not affected !) | ± ± ± ± ± ± ± ± |\n\n## LOGIC\n\n| Name | Comment | Code | Operation | Flags |\n|------|---------|------|-----------|-------|\n| NEG | Negate (two-complement) | NEG Op | Op:=0-Op | if Op=0 then CF:=0 else CF:=1 | ± ± ± ± ± ± ± ± |\n| NOT | Invert each bit | NOT Op | Op:=¬Op (invert each bit) | |\n| AND | Logical and | AND Dest,Source | Dest:=Dest∧Source | 0 ± ± ± ± ± ± 0 |\n| OR | Logical or | OR Dest,Source | Dest:=Dest∨Source | 0 ± ± ± ± ± ± 0 |\n| XOR | Logical exclusive or | XOR Dest,Source | Dest:=Dest (exor) Source | 0 ± ± ± ± ± ± 0 |\n| SHL | Shift logical left | SHL Op,Quantity | | |\n| SHR | Shift logical right | SHR Op,Quantity | | |\n\n*For more information see instruction specifications. Flags: ±=affected by this instruction ?=undefined after this instruction.*\n\n*This page may be freely distributed without cost provided it is not changed. Send comments to [email protected] - www.jegerlehner.ch/intel/*"} | 2c7eb9a3bab6f4c9897dd051993321a75d83bcc9-1 | 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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... |
https://churchcourtchambers.co.uk/print-me/?barrister_id=29440 | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Tomas McGarvey\n\nYear of call: 2010\nYear of silk: \n\nAbout\n\nCalled in 2010, Tomas's practice covers all aspects of Crime, Family and Prison Law. He also provides advice in relation to sports law and regulatory matters. Tomas is now Chambers Criminal Bar Association representative.\n\nDangerous Dogs Act 1991 An in-depth guide for practitioners dealing with cases brought under the Dangerous Dogs Act.\n\nLawinsport: Tomas is a contributor to lawinsport.com concentrating on rugby related issues.\n\nCriminal Bar Association (Chambers Rep)\n\nLondon Irish Lawyers Association\n\nHonourable Society of Lincolns Inn\n\nMiscarriages of Justice Association\n\nLLB Law (Hons) University of Kent\n\nBar Vocational Course College of Law\n\nJudge Rooke Advocacy Award 2008 [University of Kent]"} | 80f057814f690b997dd60a796682988c763a273e-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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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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.communityhealthwmt.org/wp-content/uploads/2023/02/FCH-FY2022-990_Public-Disclosure-Copy.pdf | 38 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"FOUNDATION FOR COMMUNITY HEALTH\n\nFORM 990, PART III, LINE 4D - OTHER PROGRAM SERVICES DESCRIPTION\n\nTHE FOUNDATION BECAME HOME FOR THE STEVEN ROBINSON MEMORIAL ENDOWMENT IN 2001, THE INTEREST AND ADDITIONAL GIFTS FROM WHICH ARE USED TO DELIVER THE BE SUN SMART SKIN CANCER AND MELANOMA AWARENESS AND PREVENTION PROGRAM TO CHILDREN, YOUTH, FAMILIES, AND THE GENERAL PUBLIC.\n\nFORM 990, PART VI, LINE 11B - FORM 990 REVIEW PROCESS\n\nPRIOR TO FILING FORM 990 WITH THE IRS, THE FORM 990 AND RELATED SCHEDULES WILL BE REVIEWED AND APPROVED BY THE BOARD BEFORE FORM 8879 IS SIGNED AND THE RETURN IS TRANSMITTED TO THE IRS.\n\nFORM 990, PART VI, LINE 12C - EXPLANATION OF MONITORING AND ENFORCEMENT OF CONFLICTS\n\nCONFLICTS ARE CONSIDERED BEFORE BOARD MEMBER ACTIONS AT BOARD AND COMMITTEE MEETINGS.\n\nFORM 990, PART VI, LINE 15A - COMPENSATION REVIEW & APPROVAL PROCESS - CEO & TOP MANAGEMENT\n\nFOUNDATION FOR COMMUNITY HEALTH UTILIZED MONTANA NONPROFIT ASSOCIATION 2022 SALARY SURVEY AND RECENT COST OF LIVING ADJUSTMENTS AND CONSULTED NONPROFIT COLLEAGUES.\n\nFORM 990, PART VI, LINE 18 - EXPLANATION OF OTHER MEANS FORMS AVAILABLE FOR PUBLIC INSPECTION\n\n990S ARE ALSO AVAILABLE ON WWW.GUIDESTAR.ORG AND WWW.FCHWT.ORG/ABOUT.\n\nFORM 990, PART VI, LINE 19 - OTHER ORGANIZATION DOCUMENTS PUBLICLY AVAILABLE\n\nDOCUMENTS ARE PROVIDED TO THE PUBLIC UPON REQUEST; ABBREVIATED JUNE FINANCIAL STATEMENTS ARE ALSO PRINTED IN THE ANNUAL REPORT AND DISCUSSED AT THE ANNUAL MEETING.\n\nFORM 990, PART XI, LINE 9\nOTHER CHANGES IN NET ASSETS OR FUND BALANCES\n\nCHANGE IN VALUE OF ANNUITIES................................................. $ -28,975.\nTOTAL $ -28,975."} | 894145cc720b2874df23f7b37943b03dc3abf753-38 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external 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.communityhealthwmt.org/wp-content/uploads/2023/02/FCH-FY2022-990_Public-Disclosure-Copy.pdf | 12 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"### Part XI: Reconciliation of Net Assets\n\nCheck if Schedule O contains a response or note to any line in this Part XI. \n\n| | |\n|---|---|\n| 1 | Total revenue (must equal Part VIII, column (A), line 12) | 549,350 |\n| 2 | Total expenses (must equal Part IX, column (A), line 25) | 645,880 |\n| 3 | Revenue less expenses. Subtract line 2 from line 1 | -96,530 |\n| 4 | Net assets or fund balances at beginning of year (must equal Part X, line 32, column (A)) | 7,460,260 |\n| 5 | Net unrealized gains (losses) on investments | -1,208,646 |\n| 6 | Donated services and use of facilities | |\n| 7 | Investment expenses | 32,032 |\n| 8 | Prior period adjustments | |\n| 9 | Other changes in net assets or fund balances (explain on Schedule O) | SEE SCHEDULE O |\n| 10 | Net assets or fund balances at end of year. Combine lines 3 through 9 (must equal Part X, line 32, column (B)) | 6,158,141 |\n\n### Part XII: Financial Statements and Reporting\n\nCheck if Schedule O contains a response or note to any line in this Part XII. \n\n1. Accounting method used to prepare the Form 990: \n - [ ] Cash\n - [X] Accrual\n - [ ] Other\n\nIf the organization changed its method of accounting from a prior year or checked 'Other,' explain on Schedule O.\n\n2a. Were the organization's financial statements compiled or reviewed by an independent accountant? \n - [ ] Yes\n - [X] No\n\nIf 'Yes,' check a box below to indicate whether the financial statements for the year were compiled or reviewed on a separate basis, consolidated basis, or both:\n - [ ] Separate basis\n - [ ] Consolidated basis\n - [ ] Both consolidated and separate basis\n\n2b. Were the organization's financial statements audited by an independent accountant?\n - [ ] Yes\n - [X] No\n\nIf 'Yes,' check a box below to indicate whether the financial statements for the year were audited on a separate basis, consolidated basis, or both:\n - [ ] Separate basis\n - [ ] Consolidated basis\n - [ ] Both consolidated and separate basis\n\n2c. If 'Yes' to line 2a or 2b, describe on Schedule O the oversight process and selection of an independent accountant.\n\nIf the organization changed either its oversight process or selection process during the tax year, explain on Schedule O.\n\n3a. As a result of a federal award, was the organization required to undergo an audit or audits as set forth in the Single Audit Act and OMB Circular A-133?\n - [X] Yes\n - [ ] No\n\n3b. If 'Yes,' did the organization undergo the required audit or audits? If the organization did not undergo the required audit or audits, explain why on Schedule O and describe any steps taken to undergo such audits."} | 894145cc720b2874df23f7b37943b03dc3abf753-12 | 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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://bulletin.sfsu.edu/colleges/health-social-sciences/environmental-studies/bs-environmental-studies-concentration-natural-resource-management-conservation/bs-environmental-studies-concentration-natural-resource-management-conservation.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"### General Advising Information for Transfer Students\n\n1. Before transfer, complete as many lower-division requirements or electives for this major as possible.\n2. The following courses are not required for admission but are required for graduation. Students are strongly encouraged to complete these units before transfer; doing so will provide more flexibility in course selection after transfer.\n - a course in U.S. History\n - a course in U.S. & California Government\n\nFor information about satisfying the requirements described in (1) and (2) above at a California Community College (CCC), please visit [www.assist.org](http://www.assist.org). Check any geographically accessible CCCs; sometimes options include more than one college. Use ASSIST to determine:\n\n- Which courses at a CCC satisfy any lower-division major requirements for this major;\n- Which courses at a CCC satisfy CSU GE, US History, and US & CA Government.\n\nRemedial courses are not transferable and do not apply to the minimum 60 units/90 quarters required for admission.\n\nAdditional units for courses that are repeated do not apply to the minimum 60 units required for upper-division transfer (for example, if a course was not passed on the first attempt or was taken to earn a better grade).\n\nBefore leaving the last California Community College of attendance, obtain a summary of completion of lower-division General Education units (IGETC or CSU GE Breadth). This is often referred to as a GE certification worksheet. SF State does not require delivery of this certification to Admissions, but students should retain this document for verifying degree progress after transfer.\n\nCredit for Advanced Placement, International Baccalaureate, or College-Level Examination Program courses: AP/IB/CLEP credit is not automatically transferred from the previous institution. Units are transferred only when an official score report is delivered to SF State. Credit is based on the academic year during which exams were taken. Refer to the University Bulletin in effect during the year of AP/IB/CLEP examination(s) for details regarding the award of credit for AP/IB/CLEP.\n\nStudents pursuing majors in science, technology, engineering, and mathematics (STEM) disciplines often defer 6-9 units of lower-division general education in Areas C and D until after transfer to focus on preparation courses for the major. This advice does not apply to students pursuing associate degree completion before transfer.\n\n### Transferring From Institutions Other Than CCCs or CSUs\n\nReview SF State's lower-division General Education requirements. Note that, as described below, the four basic skills courses required for admission meet A1, A2, A3, and B4 in the SF State GE pattern."} | fa3db0ea89f0b0331d026ef8204a885df74ad23c-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://bulletin.sfsu.edu/colleges/health-social-sciences/environmental-studies/bs-environmental-studies-concentration-natural-resource-management-conservation/bs-environmental-studies-concentration-natural-resource-management-conservation.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"that fulfill the remaining areas of SF State’s lower-division GE pattern are available at most two-year and four-year colleges and universities.\n\nOf the four required basic skills courses, a course in critical thinking (GE A3) may not be widely offered outside the CCC and CSU systems. Students should attempt to identify and take an appropriate course no later than the term of application to the CSU. To review more information about the A3 requirement, please visit http://bulletin.sfsu.edu/undergraduate-education/general-education/lower-division/#AAEL.\n\nWaiting until after transfer to take a single course at SF State that meets both US and CA/local government requirements may be an appropriate option, particularly if transferring from outside of California.\n\n**All Students Must Meet the Transfer Eligibility Requirements Outlined Below for Admission.**\n\nFor more information, visit the [Undergraduate Admissions section](http://bulletin.sfsu.edu/undergraduate-admissions/).\n\n- Complete 60 or more transferable semester units or 90 or more quarter units\n- Earn a college grade point average of 2.0 or better in all transferable courses. Non-local area residents may be held to a higher GPA standard.\n- Be in good standing at the last college or university attended\n- Complete 30-semester units (45-quarter units) of general education, including four basic skills courses:\n - One course in oral communication (same as CSU GE Area A1)\n - One course in written composition (same as CSU GE Area A2)\n - One course in critical thinking (same as CSU GE Area A3)\n - One course in mathematics or quantitative reasoning (same as CSU GE Area B4)\n- The four basic skills courses and a minimum of 60 transferable semester units (90-quarter units) must be completed by the spring semester prior to fall admission, or by the fall semester prior to spring admission. Earn a \"C-\" or better grade in each basic skills course."} | fa3db0ea89f0b0331d026ef8204a885df74ad23c-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://bulletin.sfsu.edu/colleges/health-social-sciences/environmental-studies/bs-environmental-studies-concentration-natural-resource-management-conservation/bs-environmental-studies-concentration-natural-resource-management-conservation.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"**BACHELOR OF SCIENCE IN ENVIRONMENTAL STUDIES: CONCENTRATION IN NATURAL RESOURCE MANAGEMENT AND CONSERVATION**\n\nThe Bachelor of Science in Environmental Studies with a concentration in Natural Resource Management and Conservation provides students with the theoretical and applied knowledge and skills in ecology, conservation biology, and natural resources they need to address natural resource management and conservation issues. Required courses provide knowledge in ecology, conservation biology, statistics, and natural resource management and provide students with a solid background in both quantitative and qualitative problem-solving techniques. Students choose additional coursework in ecology, biodiversity studies, applied methods, and management of specific resources.\n\n### Environmental Studies (B.S.): Concentration in Natural Resource Management and Conservation — 62-72 units\n\n#### Required Courses (41–44 units)\n\n| Code | Title | Units |\n|-----------|------------------------------------------------------------|-------|\n| CHEM 115 | General Chemistry I: Essential Concepts of Chemistry | 3-5 |\n| or CHEM 180 | Chemistry for the Energy and the Environment | |\n| BIOL 230 | Introductory Biology I | 5 |\n| BIOL 240 | Introductory Biology II | 5 |\n| BIOL 458 | Biometry | 4 |\n| BIOL 530 | Conservation Biology | 3 |\n| ENVS 130 | Environmental Studies | 3 |\n| ENVS 224 | Research Methods for Environmental Studies | 4 |\n| ENVS 450GW | Environmental Law and Policy - GWAR | 3 |\n| ENVS 680 | Environmental Studies Internship | 1 |\n| ENVS 690 | Senior Seminar in Environmental Studies | 3 |\n| Select one of the following: | 3-4 |\n| GEOG 603 | Introduction to Geographic Information Systems | |\n| GEOG/USP 652 | Environmental Impact Analysis | |\n| GEOG/USP 658 | Land-Use Planning | |\n| GEOG/ENVS 657 | Natural Resource Management: Biotic Resources | 4 |\n\n#### Elective Courses (21-28)\n\nStudents must consult with a faculty advisor prior to selection of elective courses to determine which courses are most appropriate for the students' particular program. Choose one course from each category.\n\n| Code | Title | Units |\n|-----------|------------------------------------------------------------|-------|\n| **Physical Environment** | |\n| ERTH 230 | Environmental Geology | 3 |\n| GEOG 101 | Our Physical Environment | 3 |\n| **Sustainability and Social Justice** | |\n| ENVS/ECON 306 | Economics and the Environment | 3 |\n| ENVS 570 | Applied Local Sustainability | 3 |\n| PHIL 470 | Environmental Ethics | 3 |\n| USP 514 | Sustainable Development in Cities | 4 |\n| USP 515/GEOG 667 | Environmental Justice: Race, Poverty, and the Environment | 4 |\n| **Global/International** | |\n| ENVS/I R 331 | Global Environmental Crisis | 4 |\n| ENVS 470 | Climate Politics and Policy | 3 |\n| I R/GEOG 428 | International Political Economy of Food and Hunger | 4 |\n| **Ecology** | |\n| BIOL 482 | Ecology | 4 |\n| BIOL 529GW | Plant Ecology - GWAR | 4 |\n| BIOL 532 | Restoration Ecology | 3 |\n| BIOL 534 | Wetland Ecology | 4 |\n| BIOL 582 | Biological Oceanography | 4 |\n| BIOL 585 | Marine Ecology | 3 |\n| **Biodiversity** | |\n| BIOL 470 | Natural History of Vertebrates | 4 |\n| BIOL 475GW | Herpetology - GWAR | 3 |\n| BIOL 478GW | Ornithology - GWAR | 4 |\n| BIOL 504 | Biology of the Fungi | 4 |\n| BIOL 514 | Plant Taxonomy | 5 |\n| BIOL 570GW | Biology of Fishes - GWAR | 4 |\n| Or a second course chosen from the Ecology section | |\n| **Resources** | |\n| CHEM 380 | Chemistry Behind Environmental Pollution | 3 |\n| GEOG 317 | Geography of Soils | 4 |\n| GEOG 427 | Agriculture and Food Supply | 4 |\n| GEOG 646 | The Geography of Marine Resources | 4 |\n| GEOG 647 | Geography of Water Resources | 4 |\n| GEOG 666 | Geography of Garbage: Recycling and Waste Reduction | 3 |\n| RPT/ENVS 640 | Recreational Use of National Parks and Protected Areas | 3 |\n| **Resource Policy and Techniques** | |\n| ENVS 470 | Climate Politics and Policy | 3 |\n| ENVS 530 | Environmental Leadership and Organizing | 3 |\n| ENVS 570 | Applied Local Sustainability | 3 |\n| ENVS/ECON 306 | Economics and the Environment | 3 |\n| GEOG/USP 652 | Environmental Impact Analysis | 4 |\n| GEOG/USP 658 | Land-Use Planning | 4 |\n\n#### General Education Requirements\n\n| Requirement | Course Level | Units | Area Designation |\n|------------------------|--------------|-------|------------------|\n| Oral Communication | LD | 3 | A1 |\n| Written English Communication | LD | 3 | A2 |\n| Critical Thinking | LD | 3 | A3 |\n| Physical Science | LD | 3 | B1 |"} | fa3db0ea89f0b0331d026ef8204a885df74ad23c-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.uml.edu/docs/tangents_fall11_tcm18-271847.pdf | 3 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Propp awarded Chancellor's Professorship at UC Berkeley\n\nBy Fred Martin\n\nProf. James Propp of the Mathematical Sciences Department has been awarded the 2011–2012 Chancellor’s Professorship in Mathematics at the University of California, Berkeley.\n\nPropp will teach a graduate course in the mathematics department while conducting research at the Mathematical Sciences Research Institute (MSRI). His course will focus on recent advances in the theory of random surfaces and the theory of random aggregation. Many of the researchers who contributed to this work will also be in residence at MSRI, and he is excited at the prospect of serving as a liaison between those visiting researchers and the Berkeley graduate students taking his course.\n\nProf. Propp also plans to organize and host an evening presentation open to the public, showcasing the visual beauty of this branch of mathematics.\n\nPropp says he fell in love with Berkeley (the university and the city) when he did his graduate work there in the 1980s, and says he is delighted that the Math Department has invited him to return in such an honored capacity. He noted that “my kids are really excited that they'll get to go to the Exploratorium again next year.”\n\n2011 Alumni-Awards Banquet\n\nNext Banquet set for May 4, 2012\n\nThe 2011 Alumni-Awards Banquet was held at the UMass Lowell Inn & Conference Center on May 6. Attendees included Dean Tamarin, alumni, students, staff, and faculty. Attendees came to wine, dine and congratulate our 2011 scholarship winners. Each award winner was given a book prize and certificate in addition to a stipend. The following awards were announced.\n\n- Outstanding Graduate Student: Corey Cheever\n- Mary Hall Prize winner: Jamie Muntz\n- Richardson-Bedell Scholar: Michael Strain\n- Bernie and Yana Shapiro Scholars: Stephanie Quintil and Matthew Brady\n- Arthur Zamanakos Scholars: Joanna Sutton, Owen Welsh and Michael Lunderville\n\nThe 2012 Alumni Reception/Awards Banquet will be on May 4 at the UMass Lowell Inn & Conference Center on 50 Warren St., Lowell. All alumni are welcome to attend. Visit http://faculty.uml.edu/math for details.\n\nUML Mathematical Sciences Online\n\nHave you visited Mathematical Sciences web page lately? Our address is http://faculty.uml.edu/math\n\nHave you lost your past issues of Tangents? Go to the alumni section of the UMass Lowell Math web page for links to back issues.\n\nYou can follow us on Twitter: http://twitter.com/UMassLowellMath.\n\nSteve Pennell, Chair\n\nWriters: Ken Levasseur, Ann Marie Hurley, Dan Klain, Ravi Montenegro, Guntram Mueller (emeritus), Alex Olsen, Raj Prasad, Jim Propp, Marvin Stick\n\nTangents is produced biannually by the Publications Office for the Department of Mathematical Sciences. Your comments are welcome."} | d99d193db04e4e4cafd6d89c04978e2f401272fd-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.uml.edu/docs/tangents_fall11_tcm18-271847.pdf | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"Alumni Update\n\nDana Peterson (B. S. 1960, Lowell Tech) writes...My first job on graduating from LTI in 1960 was with IBM in Endicott, New York. My LTI Physics and Math education prepared me so well for my entrance into the professional realm. Further I have always been totally proud of the super education I received at LTI, and all the teachers who guided and taught me. I was further blessed with my opening association at IBM which miraculously introduced me into optics, the field where I happily remained—through employment in Bausch and Lomb, General Motors, and Eastman Kodak, where I worked for 28 years until I retired in 1991.\n\nSharyn Walczewski (M. S., Mathematics, 1994) retired in June 2011 from public school teaching in Lexington MA, with 25.5 years of service. She is presently tutoring mathematics (grades 5-12) in the Acton area.\n\nHugo Guerra (B. S., Mathematics 1995, M. S.; Mech. Engineering, 2007) Married to Yvette Guerra (BS in accounting and Finance, Class of 1995) and they have three children. Hugo is currently Design Process Engineer (OE) with Shire HGT in Lexington, MA.\n\nRichard Reddy (B.S. Information Systems, 2002) recently completed an M. S. program in Applied Physics at UMass Boston, delivering a thesis on Semiquantal Analysis of Bose-Einstein Condensates.\n\nCharu Gupta (M. S., 2010) writes...I was a graduate student in Mathematics department with the probability and statistics department in spring 2010 with the GPA of 4/4. I have been working in a pharmaceutical company in Lexington, MA as a biostatistician/SAS programmer since then.\n\nThanks For the Contributions!\n\nOur thanks to all who have contributed to the Department of Mathematical Sciences over the past few years. Your generosity has allowed us to make purchases, award scholarships, and engage in activities that would otherwise have been impossible.\n\nMany of you have responded generously to fundraising contacts. These contributions can benefit the Department of Mathematical Sciences directly if you specify that you wish to have your gift directed to Mathematics. Otherwise it will provide valuable assistance to the University at the College level.\n\nWhat Are You Up To?\n\nWant to keep your classmates up to date on what you’re doing and where you are? Take a few moments to tell us where you are, and whatever else you might like to share.\n\nWe can be contacted by mail at Department of Mathematical Sciences, North Campus, UMass Lowell, Lowell MA 01854. Telephone: (978) 934-2410. Email: [email protected]\n\nYou might also wish to contact our Office of Alumni Relations, Southwick Hall 250, UML North, Lowell MA 01854-3629. Toll free telephone: (877) UML-ALUM. Email: [email protected]\n\nTangents\nDepartment of Mathematical Sciences\nUniversity of Massachusetts Lowell\nOlney Hall\nUML North\nLowell, MA 01854."} | d99d193db04e4e4cafd6d89c04978e2f401272fd-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.uml.edu/docs/tangents_fall11_tcm18-271847.pdf | 2 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"The fall semester is well under way, and Sunnycrest Farm in Londonderry is pressing the best apple cider this side of Rigel IV. All is right with the world.\n\nCongratulations to Zahra Fardmanesh-Karimy and Chuck Ormsby, the 2011 winners of the Department of Mathematical Sciences Teaching Excellence Awards.\n\nCongratulations also to Marvin Stick, winner of the Student Government Association’s Exceeding Expectations Award for excellent teaching.\n\nJim Propp has been awarded the very prestigious Chancellor’s Professorship at UC Berkeley for the spring 2012 semester. This visiting professorship will permit him to participate in a special semester at the Mathematical Sciences Research Institute on random spatial processes, while also teaching a graduate course in this area. Congratulations, Jim.\n\nCongratulations to Enrique Gonzalez-Velasco, whose book \"Journey Through Mathematics: Creative Episodes in Its History\" was recently published by Springer Verlag.\n\nAlex Olsen has been inducted into the Chelmsford High School Alumni Association Hall of Fame. Congratulations, Alex.\n\nCongratulations to spring and summer graduates Andrew Balchunas, Joshua Bodah, Adam Boustead, Bryan Crompton, Katlyn Deluca, Olivia Ellis, Carissa Gray, Thomas Harrington, Thomas Haynes, Fabric Kamayou, Rich Lee, Melissa Levicki, Angus MacDonald, Jeffrey Michael McGrath, Eva Moscat, Joseph Nickerson, Daniel Pina, Renee Reed, and Amanda Webb.\n\nBryan Crompton had the highest GPA in the College of Sciences at the May 2011 commencement. He is now enrolled in the doctoral program in the Department of Mathematics at the University of Wisconsin – Madison.\n\nThe team of Joshua Bodah, Brendan DeCourcy, and Michael McGuinness earned Honorable Mention for their entry in last spring’s Mathematical Contest in Modeling run by COMAP, the Consortium for Mathematics and Its Applications. Congratulations to the team and their coach, Kiwi.\n\nLast May 6 we held our annual Alumni/Awards dinner at the Inn and Conference Center. Joanna Sutton, Owen Welsh, and Michael Lunderville were awarded Arthur S. Zamanakos scholarships; Stephanie Quintal and Matthew Brady were awarded Bernard and Yana Shapiro scholarships; Michael Stratton won the Richardson-Bedell scholarship; and Jamie Muntz was awarded the Mary Hall Prize for best performance in Calculus I. Corey Cheever was named Outstanding Graduate Student. Corey has completed his MS degree and is now teaching at Lawrence High School.\n\nEnrollment continues to rise, as does the number of math majors: we now have 147 undergraduate math majors. We are fortunate to have several new adjunct faculty members in the department this fall to help us staff the additional classes we offer. Welcome to Indu Anand, Abdeslam Elhajjaji, David Gleason, Faize Jamili, Richard Kaufman, Anzhi Li, and Kyung-Taek Lim. Professor Anand used to be a full-time faculty member in the department. Welcome back, Indu.\n\nBest wishes for an enjoyable fall season, and early wishes for a happy holiday season. Please keep in touch, and stop in to visit the next time you are in the area. Remember to check out our web site for items of interest. Check out Cotangents, our new blog: http://blog.uml.edu/cotangents/\n\nThe Tangents Problem\n\nSince no solution to the Grasshopper Puzzle (see below) have been received, Prof. Propp has offered a hint in the form of a related but simpler problem that will be the problem for this issue.\n\nImagine \\(2N+1\\) coins laid out on a line, with one coin at each integer between \\(-N\\) and \\(N\\). Start by pointing at the coin at 0 with your left index finger, and then iterate the following rule: use your right hand to turn over the coin that your left hand is pointing at, and then move your left hand either 1 step to the right or 1 step to the left according to whether the coin you just turned over shows Heads or Tails. Eventually you will be pointing at either \\(N+1\\) or \\(-N-1\\) (where there is no coin so the game ends). In the case where you end up pointing at \\(N+1\\), what can be concluded about the increase/decrease in the number of coins that show Heads, from the start of the game to its end? What about in the case where you end up pointing at \\(-N-1\\)?\n\nThe Grasshopper Puzzle. (The Spring 2011 problem)\n\nA grasshopper starts on the number line at 3. When she’s at position \\(k\\) (with \\(0 < k < 10\\)), she steps either one position to the left or one position to the right. More specifically, if she’s never been to position \\(k\\) before, she steps randomly; but if she’s been to position \\(k\\) before, she does the opposite of what she did the last time she was at \\(k\\). When the grasshopper reaches either position 0 or position 10, she hops back to position 3 in a single jump.\n\nShow that, when the grasshopper hops (from position 0 or position 10) to position 3 for the 10th time, she has visited position 0 exactly 7 times and position 10 exactly 3 times.\n\nUp to four correct solutions from among all that are submitted by February 1, 2012 will earn the solver a “UML Math” T-shirt. You may submit your solution to [email protected] or mail it to Ken Levasseur, Department of Mathematical Sciences, North Campus/Olney Hall, UMass Lowell, Lowell MA 01854."} | d99d193db04e4e4cafd6d89c04978e2f401272fd-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.cdc.gov/niosh/surveyreports/pdfs/146-17b.pdf?id=10.26613%2FNIOSHEPHB14617b | 20 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":true,"is_diagram":false,"natural_text":"Table 4. Comparison of Charcoal Tube, GC, and MIRAN Sampling Data During Load Transfer.\n\n| Sample | Date | Shift | Load | Ethylene Oxide Concentration (ppm) | |\n|-----------|-------|-------|--------|------------------------------------|----------|\n| | | | | Charcoal | GC | MIRAN |\n| Operator | 01/22 | 1 | Normal | 1.3 | 0.2 | -- |\n| | 01/22 | 1 | Test | 1.3 | 0.9 | -- |\n| | 01/22 | 2 | Normal | 2.7 | 0.5 | -- |\n| | 01/23 | 1 | Normal | 1.3 | 0.9 | -- |\n| | 01/23 | 2 | Normal | -- | 0.5 | -- |\n| | 01/23 | 2 | Test | 1.6 | 1.2 | -- |\n| | 01/24 | 1 | Normal | 2.5 | 1.0 | -- |\n| | 01/24 | 2 | Normal | 3.5 | 2.6 | -- |\n| | 01/24 | 2 | Test | 0.47 | 0.1* | -- |\n| Average: | | | | 1.8 | 0.9 | -- |\n| Standard Deviation: | | | | 1.0 | 0.7 | -- |\n| Over Door | 01/22 | 1 | Normal | 2.0 | 0.1 | 2.5 |\n| | 01/22 | 1 | Test | 2.5 | 0.1* | 1.8 |\n| | 01/22 | 2 | Normal | 1.6 | 0.9 | 1.0* |\n| | 01/23 | 1 | Normal | 1.9 | 1.4 | 4.0 |\n| | 01/23 | 2 | Normal | 0.84 | 0.7 | 0.5 |\n| | 01/23 | 2 | Test | 2.3 | 1.7 | 3.5 |\n| | 01/24 | 1 | Normal | 3.3 | 3.8 | 4.3 |\n| | 01/24 | 2 | Normal | 1.1 | 0.4 | 1.0* |\n| | 01/24 | 2 | Test | 5.9 | 2.9 | 12.0 |\n| Average: | | | | 2.4 | 1.3 | 3.4 |\n| Standard Deviation: | | | | 1.5 | 1.3 | 3.5 |\n\n*indicates less than stated concentration."} | 8924bf5aa0835f4b561a7dcc03bdf31130188259-20 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
https://www.cdc.gov/niosh/surveyreports/pdfs/146-17b.pdf?id=10.26613%2FNIOSHEPHB14617b | 21 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"VENTILATION MEASUREMENTS\n\nThe principal ventilation controls studied were the enclosing hood around the drain air break, the slot hoods above the sterilizer doors, and the canopy hoods above the aerator door and the EtO supply tanks. Measurements of volumetric flow rate and face velocity for the exhaust hoods are presented in Table 5. Measurements of volumetric flow rate for the supply air and exhaust of the SPD department are presented in Table 6. These measurements indicate that within the instrumental accuracy (+/- 5%), the exhaust and supply flows of the SPD department are balanced. Within the SPD department, the sterile areas (clean, instrument, and case cart rooms) have supply air slightly in excess of exhaust, while in the decontamination area the situation is reversed. This results in a general flow of air from the peripheral rooms into the decontamination area. Since the mechanical components of the sterilizer are located in the decontamination area, any failures likely to release large quantities of ethylene oxide would initially confine the hazard to this area.\n\nWORK PRACTICE OBSERVATIONS\n\nThe exposure times are relatively short (less than 2 minutes) for both operators, considering that the baskets had to be transferred manually to the aerator. The operators were observed to turn their faces away from the sterilizer while unloading, increasing the distance of their breathing zone from the sterilizer. Work practices were not observed during a cylinder change operation, because no cylinder changes took place during this survey.\n\nCONTROL EVALUATION\n\nControl of the full-shift exposures, as measured with charcoal tubes, is excellent. No 8 hour twa exposure of the sterilizer operator and the instrument wrapper exceeded 0.05 ppm; average exposures measured were 0.04 ppm for the sterilizer operator and 0.02 ppm for the instrument wrapper. Long-term area samples averaged 0.02 ppm at the work table, 0.04 ppm at the sterilizer door, and 0.3 ppm atop the sterilizer cabinet in the decontamination area. Likewise, short-term exposures are well-controlled. Short-term charcoal tube results averaged 1.9 ppm for the sterilizer operator and 2.4 ppm for the sterilizer door location. Peak exposures measured in the breathing zone of the operator with a sampling bag/gas chromatograph did not exceed 2.6 ppm. The peak exposures were not only low, but the durations were short, lasting no more than a few minutes.\n\nDRAIN CONTROLS\n\nAn enclosing hood surrounded the air break with two 2 inch x 2 inch vent holes and the drain line was sealed at the floor. The velocity through these holes must be sufficient to overcome any transient room air currents, typically on the order of 25 to 50 fpm. An air velocity of 400 fpm was measured through these openings, which is more than adequate to meet this criteria. As a minimum, the volumetric exhaust flow rate of this hood must exceed the vacuum"} | 8924bf5aa0835f4b561a7dcc03bdf31130188259-21 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
Subsets and Splits