Arnetha Ball recebeu o Praªmio de Servia§o Volunta¡rio Miriam Aaron Roland, que reconhece os membros do corpo docente de Stanford que envolvem os alunos na integraça£o de bolsas acadaªmicas com servia§os voluntários significativos e significativos
Arnetha Ball, Professor de Educação com Dotação Charles E. Ducommun, Emerita, recebeu o Praªmio Miriam Aaron Roland de Servia§o Volunta¡rio 2020 por tornar o envolvimento da comunidade parte integrante da excelaªncia em ensino e pesquisa.
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o+ekAaQbpDWkT+RqJIRknqS45NNk7aUIJSKlPSVX5XJljSWn5cKl3WX4JhMmLiZJJmQmfyaaJrVm0Kbr5wcnImc951kndKeQJ6unx2fi5/6oGmg2KFHobaiJqKWowajdqPmpFakx6U4pammGqaLpv2nbqfgqFKoxKk3qamqHKqPqwKrdavprFys0K1ErbiuLa6hrxavi7AAsHWw6rFgsdayS7LCszizrrQltJy1E7WKtgG2ebbwt2i34LhZuNG5SrnCuju6tbsuu6e8IbybvRW9j74KvoS+/796v/XAcMDswWfB48JfwtvDWMPUxFHEzsVLxcjGRsbDx0HHv8g9yLzJOsm5yjjKt8s2y7bMNcy1zTXNtc42zrbPN8+40DnQutE80b7SP9LB00TTxtRJ1MvVTtXR1lXW2Ndc1+DYZNjo2WzZ8dp22vvbgNwF3IrdEN2W3hzeot8p36/gNuC94UThzOJT4tvjY+Pr5HPk/OWE5g3mlucf56noMui86Ubp0Opb6uXrcOv77IbtEe2c7ijutO9A78zwWPDl8XLx//KM8xnzp/Q09ML1UPXe9m32+/eK+Bn4qPk4+cf6V/rn+3f8B/yY/Sn9uv5L/tz/bf///+0ASFBob3Rvc2hvcCAzLjAAOEJJTQQEAAAAAAAsHAFaAAMbJUccAgAAAgAAHAI3AAgyMDExMTAxOBwCPAALMTEzOTQ3LTA4MDD/4R2gaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/PiA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA2LjAtYzAwMiA3OS4xNjQ0NjAsIDIwMjAvMDUvMTItMTY6MDQ6MTcgICAgICAgICI+IDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+IDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiIHhtbG5zOnBob3Rvc2hvcD0iaHR0cDovL25zLmFkb2JlLmNvbS9waG90b3Nob3AvMS4wLyIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczphdXg9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvYXV4LyIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtbG5zOmNycz0iaHR0cDovL25zLmFkb2JlLmNvbS9jYW1lcmEtcmF3LXNldHRpbmdzLzEuMC8iIHBob3Rvc2hvcDpMZWdhY3lJUFRDRGlnZXN0PSJDRUUzNUMyOEFGRjUwMThBM0U2MkY4ODM1QzdDQTgwQSIgcGhvdG9zaG9wOkRhdGVDcmVhdGVkPSIyMDExLTEwLTE4VDExOjM5OjQ3LTA4OjAwIiBwaG90b3Nob3A6Q29sb3JNb2RlPSIzIiBwaG90b3Nob3A6SUNDUHJvZmlsZT0ic1JHQiBJRUM2MTk2Ni0yLjEiIHhtcDpNb2RpZnlEYXRlPSIyMDIwLTEwLTE0VDEyOjA3OjAxLTA3OjAwIiB4bXA6Q3JlYXRlRGF0ZT0iMjAxMS0xMC0xOFQxMTozOTo0NyIgeG1wOkNyZWF0b3JUb29sPSJWZXIuMS4wMiIgeG1wOlJhdGluZz0iMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAyMC0xMC0xNFQxMjowNzowMS0wNzowMCIgYXV4OlNlcmlhbE51bWJlcj0iMjIzNjU5NSIgYXV4OkxlbnNJbmZvPSI3MDAvMTAgMjAwMC8xMCAyOC8xMCAyOC8xMCIgYXV4OkxlbnM9IjcwLjAtMjAwLjAgbW0gZi8yLjgiIGF1eDpMZW5zSUQ9IjE2MiIgYXV4OkltYWdlTnVtYmVyPSI2NTQ4MCIgYXV4OkFwcHJveGltYXRlRm9jdXNEaXN0YW5jZT0iMjUxLzEwMCIgZGM6Zm9ybWF0PSJpbWFnZS9qcGVnIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjhlNDUxMjk0LTM1ODUtNGMzOC1hM2JkLTg2ZGVmMDg1M2NmMiIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDo0RUM5MjFBMzEyMjA2ODExOTEwOTlDN0U2MEE1QkZFQSIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSJ4bXAuZGlkOjNDRTE3NjdBMDcyMDY4MTE5MTA5OUM3RTYwQTVCRkVBIiBjcnM6UmF3RmlsZU5hbWU9IkFybmV0aGEgQmFsbF8wMS5qcGciIGNyczpWZXJzaW9uPSI2LjMiIGNyczpQcm9jZXNzVmVyc2lvbj0iNS43IiBjcnM6V2hpdGVCYWxhbmNlPSJBcyBTaG90IiBjcnM6SW5jcmVtZW50YWxUZW1wZXJhdHVyZT0iMCIgY3JzOkluY3JlbWVudGFsVGludD0iMCIgY3JzOkV4cG9zdXJlPSIwLjAwIiBjcnM6U2hhZG93cz0iMCIgY3JzOkJyaWdodG5lc3M9IjAiIGNyczpDb250cmFzdD0iMCIgY3JzOlNhdHVyYXRpb249IjAiIGNyczpTaGFycG5lc3M9IjAiIGNyczpMdW1pbmFuY2VTbW9vdGhpbmc9IjAiIGNyczpDb2xvck5vaXNlUmVkdWN0aW9uPSIwIiBjcnM6Q2hyb21hdGljQWJlcnJhdGlvblI9IjAiIGNyczpDaHJvbWF0aWNBYmVycmF0aW9uQj0iMCIgY3JzOlZpZ25ldHRlQW1vdW50PSIwIiBjcnM6U2hhZG93VGludD0iMCIgY3JzOlJlZEh1ZT0iMCIgY3JzOlJlZFNhdHVyYXRpb249IjAiIGNyczpHcmVlbkh1ZT0iMCIgY3JzOkdyZWVuU2F0dXJhdGlvbj0iMCIgY3JzOkJsdWVIdWU9IjAiIGNyczpCbHVlU2F0dXJhdGlvbj0iMCIgY3JzOkZpbGxMaWdodD0iMCIgY3JzOlZpYnJhbmNlPSIwIiBjcnM6SGlnaGxpZ2h0UmVjb3Zlcnk9IjAiIGNyczpDbGFyaXR5PSIwIiBjcnM6RGVmcmluZ2U9IjAiIGNyczpIdWVBZGp1c3RtZW50UmVkPSIwIiBjcnM6SHVlQWRqdXN0bWVudE9yYW5nZT0iMCIgY3JzOkh1ZUFkanVzdG1lbnRZZWxsb3c9IjAiIGNyczpIdWVBZGp1c3RtZW50R3JlZW49IjAiIGNyczpIdWVBZGp1c3RtZW50QXF1YT0iMCIgY3JzOkh1ZUFkanVzdG1lbnRCbHVlPSIwIiBjcnM6SHVlQWRqdXN0bWVudFB1cnBsZT0iMCIgY3JzOkh1ZUFkanVzdG1lbnRNYWdlbnRhPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRSZWQ9IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudE9yYW5nZT0iMCIgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50WWVsbG93PSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRHcmVlbj0iMCIgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50QXF1YT0iMCIgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50Qmx1ZT0iMCIgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50UHVycGxlPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRNYWdlbnRhPSIwIiBjcnM6THVtaW5hbmNlQWRqdXN0bWVudFJlZD0iMCIgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRPcmFuZ2U9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50WWVsbG93PSIwIiBjcnM6THVtaW5hbmNlQWRqdXN0bWVudEdyZWVuPSIwIiBjcnM6THVtaW5hbmNlQWRqdXN0bWVudEFxdWE9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50Qmx1ZT0iMCIgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRQdXJwbGU9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50TWFnZW50YT0iMCIgY3JzOlNwbGl0VG9uaW5nU2hhZG93SHVlPSIwIiBjcnM6U3BsaXRUb25pbmdTaGFkb3dTYXR1cmF0aW9uPSIwIiBjcnM6U3BsaXRUb25pbmdIaWdobGlnaHRIdWU9IjAiIGNyczpTcGxpdFRvbmluZ0hpZ2hsaWdodFNhdHVyYXRpb249IjAiIGNyczpTcGxpdFRvbmluZ0JhbGFuY2U9IjAiIGNyczpQYXJhbWV0cmljU2hhZG93cz0iMCIgY3JzOlBhcmFtZXRyaWNEYXJrcz0iMCIgY3JzOlBhcmFtZXRyaWNMaWdodHM9IjAiIGNyczpQYXJhbWV0cmljSGlnaGxpZ2h0cz0iMCIgY3JzOlBhcmFtZXRyaWNTaGFkb3dTcGxpdD0iMjUiIGNyczpQYXJhbWV0cmljTWlkdG9uZVNwbGl0PSI1MCIgY3JzOlBhcmFtZXRyaWNIaWdobGlnaHRTcGxpdD0iNzUiIGNyczpTaGFycGVuUmFkaXVzPSIrMS4wIiBjcnM6U2hhcnBlbkRldGFpbD0iMjUiIGNyczpTaGFycGVuRWRnZU1hc2tpbmc9IjAiIGNyczpQb3N0Q3JvcFZpZ25ldHRlQW1vdW50PSIwIiBjcnM6R3JhaW5BbW91bnQ9IjAiIGNyczpMZW5zUHJvZmlsZUVuYWJsZT0iMCIgY3JzOkxlbnNNYW51YWxEaXN0b3J0aW9uQW1vdW50PSIwIiBjcnM6UGVyc3BlY3RpdmVWZXJ0aWNhbD0iMCIgY3JzOlBlcnNwZWN0aXZlSG9yaXpvbnRhbD0iMCIgY3JzOlBlcnNwZWN0aXZlUm90YXRlPSIwLjAiIGNyczpQZXJzcGVjdGl2ZVNjYWxlPSIxMDAiIGNyczpDb252ZXJ0VG9HcmF5c2NhbGU9IkZhbHNlIiBjcnM6VG9uZUN1cnZlTmFtZT0iTGluZWFyIiBjcnM6Q2FtZXJhUHJvZmlsZT0iRW1iZWRkZWQiIGNyczpDYW1lcmFQcm9maWxlRGlnZXN0PSI1NDY1MEEzNDFCNUI1Q0NBRTg0NDJEMEI0M0E5MkJDRSIgY3JzOkxlbnNQcm9maWxlU2V0dXA9IkxlbnNEZWZhdWx0cyIgY3JzOkhhc1NldHRpbmdzPSJUcnVlIiBjcnM6SGFzQ3JvcD0iRmFsc2UiIGNyczpBbHJlYWR5QXBwbGllZD0iVHJ1ZSI+IDx4bXBNTTpIaXN0b3J5PiA8cmRmOlNlcT4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjNDRTE3NjdBMDcyMDY4MTE5MTA5OUM3RTYwQTVCRkVBIiBzdEV2dDp3aGVuPSIyMDExLTEwLTI0VDE2OjMzOjU0LTA3OjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgQ1M1IE1hY2ludG9zaCIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY29udmVydGVkIiBzdEV2dDpwYXJhbWV0ZXJzPSJmcm9tIGltYWdlL3RpZmYgdG8gaW1hZ2UvanBlZyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iZGVyaXZlZCIgc3RFdnQ6cGFyYW1ldGVycz0iY29udmVydGVkIGZyb20gaW1hZ2UvdGlmZiB0byBpbWFnZS9qcGVnIi8+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDozREUxNzY3QTA3MjA2ODExOTEwOTlDN0U2MEE1QkZFQSIgc3RFdnQ6d2hlbj0iMjAxMS0xMC0yNFQxNjozMzo1NC0wNzowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENTNSBNYWNpbnRvc2giIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249ImNvbnZlcnRlZCIgc3RFdnQ6cGFyYW1ldGVycz0iZnJvbSBpbWFnZS9qcGVnIHRvIGltYWdlL3RpZmYiLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjRFQzkyMUEzMTIyMDY4MTE5MTA5OUM3RTYwQTVCRkVBIiBzdEV2dDp3aGVuPSIyMDExLTEwLTI0VDE3OjUzOjQzLTA3OjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgQ1M1IE1hY2ludG9zaCIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iZGVyaXZlZCIgc3RFdnQ6cGFyYW1ldGVycz0iY29udmVydGVkIGZyb20gaW1hZ2UvdGlmZiB0byBpbWFnZS9qcGVnIi8+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDo0RkM5MjFBMzEyMjA2ODExOTEwOTlDN0U2MEE1QkZFQSIgc3RFdnQ6d2hlbj0iMjAxMS0xMC0yNFQxNzo1Mzo0My0wNzowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENTNSBNYWNpbnRvc2giIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjhlNDUxMjk0LTM1ODUtNGMzOC1hM2JkLTg2ZGVmMDg1M2NmMiIgc3RFdnQ6d2hlbj0iMjAyMC0xMC0xNFQxMjowNzowMS0wNzowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIDIxLjIgKE1hY2ludG9zaCkiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDx4bXBNTTpEZXJpdmVkRnJvbSBzdFJlZjppbnN0YW5jZUlEPSJ4bXAuaWlkOjRFQzkyMUEzMTIyMDY4MTE5MTA5OUM3RTYwQTVCRkVBIiBzdFJlZjpkb2N1bWVudElEPSJ4bXAuZGlkOjRFQzkyMUEzMTIyMDY4MTE5MTA5OUM3RTYwQTVCRkVBIiBzdFJlZjpvcmlnaW5hbERvY3VtZW50SUQ9InhtcC5kaWQ6M0NFMTc2N0EwNzIwNjgxMTkxMDk5QzdFNjBBNUJGRUEiLz4gPGNyczpUb25lQ3VydmU+IDxyZGY6U2VxPiA8cmRmOmxpPjAsIDA8L3JkZjpsaT4gPHJkZjpsaT4yNTUsIDI1NTwvcmRmOmxpPiA8L3JkZjpTZXE+IDwvY3JzOlRvbmVDdXJ2ZT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI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Sc3IIPYe2tWP6jOmuHLajI6ffj9MOTfmL3XHfao/Tuc+10l1ywE5fTqxb6htAOyi+4+QJbjomWy5vV78utQVWxX4UsPB+CPaY7Wu7042XQlGcK2HZW/Ldv/ALRCqsnPRrQtaIVX2PEqadfHz77lpFlaL2jaoBoRv7ThMvMqftU1+ns649jJfuNT6rGaWxH9VtEeR28bEi+HZoszseoXY1nq47jZUnZU/MHhDfRmn1KkVLwPqI/SxjZo2L061WaxVWwtyeODCcrrra8cgWt2vvhQeBLs1V35THspPrVlnu+DwB8/vLwmqs6PlNXYMViQu9I3+rUmyzbvUZjC4WCtNk6ZPB/vOsrnY6tQaxtFBVvwFOyJuMNAGTV5K2gfbRl5icVqqYOoZeQZUXLCLkhVogGAIA8QAYFZgVtArMAagDUCagDUAagSBBAkgmo2PPgSiagGBIAgQQGEBhAkAGApMAQF1AkAiAwgMIFimBapgOIBJAGyQBAxtYLu57CFpU8AnW5nf21q+I8x1nqf5+wCsqcao6WvXFjTjlluu2OOnBzL8i3txkC1IvNioNAzNu1kDDroqrC3JabG8AHRMLp1cTArvrcivRQaUsdDcsZVb9CtmfKLdvA37n4A95VaKKL87sRrmpQjkFRxL27Z3oj9IwMew1BbbLW86PMupDmuhidAwKqvUNTq6+Cx7jv7RNJpl6rkY/TXrqorLkc2Ovt9pLNLHNzUo6nSczCsWu5f19q6LD4ImbWtA+N1C2yix8a/8pQv01j+ZvkzW6k/IdU63fVi+mlY7yQAWHCj3klsLphu6zZZShtxFbsOlatiCZdmiYmQr5v1k79/gTNULK/UYUZQIYH+FaOdfY/aRbyYdIx07nsQCw/yuPpYfYzTO2W4XmpaiwVkb9Pv2yVW04pytmyxEB/STzqJj7qbY6cRHuf1XOWtY5+ogCZv4a39t2FU+LeXoLGkgg1nysjVa7a8ehFyawUWw/qX2b4hGqjPuSrtYoA/6yx1r9ppkvfjui1uvdzse4kFmI7Y+T21MHQ8gMP0wvp12Sq0JeFG0Hc1g40fbiXyjX0++25HqC1oEO2cjZJm8bdaZyjr4GQbMhkdQrMAR2+DqdJeWLOHaA2dibjmQKKnbXGzsiRfK8CVlYsKtUwG3AkAEQFMBCICMIFZEgGoA1KAZADAEoECQBAnMg4AlDQJAkAQBAYQGEAwFIgIYAgSANQCIDqIDgQGHEB1MBwYCXMgUtawCgcbmb+Wp+HFyLaLqGtyLu2sb0u+Jztnmukl9PN5XUcepRRjcKhLBvufczm66J/0qVWuv1rGP1Mw1sQhqKe+9rHq7a14DE7JP2+0f2WtpwbMwitLdW70EPsJrW03pqTouPj6S+5r71GgEHiakY2tqNTP2Y1Rsc8b2Toxr1F/NWt0fLsqsbGqLWt+pjrg/Edt9J3z24qY3Vzklc3ITFoq/WxfbfsAJJjrytu/DVlrRVid7oSlallUn6mPtuWw2z4uFfr8xYPS7ACfTUDZ+P6Sa9r3O5ivmZKsLLGSpBtrAPIl0m/pls6njXWkV4VD4ycetb5c+/EmzUaz+FumdXxe9a/RZ+Qam0JrW4zvTy3Uvwjn9IyymPWcipjy5bkzGvpqX7A4j9nZl1FAnh/eZ/tpXcWxRWzGy2onghe4A/8AtGqbhVow7nDWFdnkdp9/giJdeTS58ZNqQnLjRBOhub3Kzr7UZWDTi1JTTQFutbR02yPmZX8rOi4gxslLnRzWtgUsf5t/Mk8ra6GQtWSXSmvdKsVtXWtH2Ikrcm44+RjXYv0nuevfcG/1D4jyl8aacUtjIUsqVVsHcoHLzTC9VyKdWU2Kd633jWv3kXbWnUdh2GqmOu9Pb9x9pK1PtqxOoFbLAhNJbt2fIOpZUyjq4lluW49C+lnU9/aDokiam6z4dxOpq+P9IYZB4Kb8fM6TLbn265Wfme9XXhfTH6/O5dmvbYmQQiN29ytx3Kdia2xZy1a1Kh1gOIBgQwFMBDAUiQVkQFIgKYCkwF3KJuBIAJgSQTcDgiUGBIEMAQBAYQGBgGAICsICQJAkAgQHWBYIB1AggFrAiFjzobikcW21s+8KwYLru7fYzjby7SccPO9RyPzFrqB2IhIG/E527dZNMSgEWXLX3FtKCP5T8yDr4NL1dPJvtLXtyR5P2E16Z9rMPEucs3uR9Ksef317S6TbTZWOm4g7G78i7YJB/wCmPmPBsjZJtdcdPpVB2/ew+/8ASa9p4bKchqiCmwCpHao5l2li2ygekEzMu2vfIrQ72PkyW/ayVTj/AIbuyDbZjKDz9LWH/f8AeIBZ0f8AIMbbag1rH6nG2/vHd9Jr7aq+mW5J7Rbw36Tr3+wkVru6cvTcU4V2elLWL28qWbuPyBJv0nN5Y0/CdQupa3qNdVdY0vbWeT86jcXlsF+H08NjUWLY7N47e0Mf2k776Oz3We/Jsvsau5mqOthtSyyjhZdRW4VXfV377mA/UJitemZOidRSuxsHJS3uHCMe0j7TUm5wm9OTk9N6rjbHUMKxdc94Xf8AYiNEylaenXDJrarIYBx+k/8ABmWvKkXtRmN+cs7s1P4YUeF//kSouxc45OV2AM6sQpJP+8ScldLJsyMK+x7AtlPdw6Hfcvvv7iTS43Qu+OUFpAsxbfLjyp/aZ3pu475jidX70v7ac6s1PoKyPyB95vbnqw+J1AXY7VXNZa1Q/UTrvE16RTiW1BrkV3ZGr/S/kDfOjMq29NyiqfSrHQ7OPP7zLV5jv4GRh4dIe2l/UJ36mv8Aaal0nauHVa8i9LcfIoRh9XbyS0flHTxes1Xp22pZWSdH6eB8zXd9s9rrJkAWotLK9T/X9PtNy/TOuOXXX6lB+Z1cjiAwgMDAkAMICESBTARhECEShGkCEwFgTcom4AkEgTcDhgSg6gCADAkAQCIDCA0A6gAjcBCsAagTUCAQHEBgYB7wPeBnvzqcfXcdk+wkuTUm3M6l14onpU47O1inn2E55ZtY4Md2W56YqIy+vavazg67V+0573w6zi7cqvp9p4oqLhh9bWf+0ml214HSGwka7JtCoT/005MeDyufqJUduLWVO/Pbr/8AZjZI1ov5TIqpC2NbcC1z/wCkfBlk2VlC9rWi1iVfuVFHkD5lhY0YnTzVkly5Konara+f/eak0z5dKjHOAq2W82MfHkgfEng8rKsZrrNnR57n1zoew/eZlasdN1aulS6P3sf4eMh5P/mb4ikix7baala90SteHdhx+yj3i5aJjvw2dMWjB6db1u+krYT2Yot8sf8AVqP7Zs3dOS1LZ1gvWzuNh2fft55JMui8F6g63WOMdu30v9fjfzKjl5eGFAy70VVT/pljz+4kuPsl2734T6v0T8R1WYOY6LemwA41v7gxjpMpfMczrn4cOLkd+KWY0+aifK/6l+RM2NY1gwc9Ec15Ve+7lXA8faJS48ulZmY9yBQzMQN9p/7+813M6eGyMC423ZyHXbZrsXzo++viYblZvxAh9Kvqq1/xPS9FmX3PgH99SxXH6Zl2pm1t9fCjQI86lpi72Fm2WY94ssK3frJUc/tqPXBSdP6tjW+vQ1iqHXZBGtn9vmYrWPHhispTHc+lVSVPJVl3x8xKtkacfpF7fXjnSt7AeP2mk19LMnAuwSjmnurB/Vrf77ixnaurNXHd2HAWw/V9vaZX1qunWyNq9Q7s/wDL5XU3/TLf0w4/eTYDRk7+lABqWI7luVi4/o5NmrKrB2ORyVMl4Jy1dMSrJs/MVqWUe68DX7Sz7L9PT1nurHsRO7z0wJMoYGAwMA7kEMBSICkQEYRAhEUVMJRWYCEwBuAQYE3IJAG4HH1KDqANQIRAXtgQiAPEAgwHEBwIE1ABWApWAO2ANQJAV3KIzAbIG9fMDkXda9KxVFyu1n/h9uis53JuY7cx3uy8j+MwVFOwg5/rOe7XRdnBMbHr2x3YN69/2mb9LPsmBSLGC2Vlav1Dfk/b9pZwXl0q0FmSFoTbJ+ok/SspT5OJahfaeu9h2FXhV/cyaWXaYfThZcrZJGhz9A4BjS3hotKX3WrVst3fWx/4moyTDwFyMljXSXA4e646Rf2EQsdjC6WpQvYe5WO11wT+32jZpsrqSx/TNFSIPklmb/tJb9tTH6bqemVWBghNVe+GUc7/AHkNWLa+k4FdjMr3WWjQ1vuJP3jc9NduXtpr/D+Hdkpfkk2un6VsYaH9BJ2za23WlPWuj3dSfVt1LVpwlS7AURraS69MWRWnSem+lVjEWk7ZmHG/b+k1bqMTGW7rmr0fKzKxfblU0o36teT+wmpPyls9Q934fqO7XDXVgfpJ+kAfbyZrUjO7XOu6Zj2dritKDvaLrTTFWTQ9K6jb1W2zEf6r8U7B8lkPkTMi2RlzqcfpuelXFqXN9A15/b7yWaqy7heodOr5txMgLah12b8/bXzELNOOtqhDUy/W50w8MvzFGHqmGasC/CXVhqYPWD/N7x7J4cfCTI6l6lxSkHF5AQaP3Bl1uG9L8Ss3k244IVD+rfLH34k0Wuf1nD/JZlNo0QzbPaODBK6eHkpY5WtFZwN19w//AOZNNTmaa7svqBVVUVUAjg9pGvt+81zWd6J/9T34iell0pl0+Cy8Mv8A3jel1KrufCysYZNYAU/TZ+3tsfMk4MpwzJYiYLM2TYnbsbTg9sGmT83XY6+jlWWnWgxPIijr4ecHL4rh1dFDA63vmTRHuOhZtWLquuxlPaG9Jx5HvOmP055R3cPMOSr+kQtYOu7/ANp0xrGUXJVX5DuW+e6akZtp67mW30bNE62rD+Yf94ReGlDgyBhABgKYCmAhECtxApcQKmiBNyggyA7gSBIHL1KJqBNQBqBO2ACsBCIAHmBYpgWCAdQJqACICkQFMBDApychMWh7rDpVG/3kt1Fk28LZbd1e1sr1SGLEE60EX4H3nG11nC6rH9C1T63dsj6d86+Zn+mndyq1yFpfYJ/SSfA/aTXJFh3kowx27a6z6fcTrn5l8r4dXBx1oQO5Jr8D4c+814Z81az+vfWEQCny4Px7CZ2326iq+x7rmrxv4dSr9TAcL+33k21268qaKK0ZKE2VOw3Pk/Jja6dLGKdpVkTsTjsB8mZucbnTrX+aL7+gKqDbc6/YTNz423Olzo+Pk9yhSorVm2wB9pidTbr+jrw25XUVbsrDlak8Inkn7yZdWbXDoWTwtx8sJrt7Kl3va8sYma3pr6Oo1U/TQrBm35HJ+5Ms6k8RL0beaqyLfUt32hiOeDsky9zHZwz5eTkKgLXpXx/NyZvuY/TkZLczEZVQrdkZB96x26l7vpzvTBq3Zf4L31MfPqeJrbPbpx2xW/P112MHdWP1b4HERLONud+Hrn6N+JqbbscVAv2uV5Ug++5qflnKO11+qi3Pxre0ChckOrL/AC7PiYrOPDl5/T/Rzspe47Ww2b9ivtLIu3NzsenLxWuFhryUHcVPlh8iF/pzfy9+fUXrfWQLA/1NrehwIRVj4mRRZkscdqbLuda2Nyo5WRQi5KulNyO50xRtKT/7SNbaMe3GqsTHyKmyO8623JQzUukvPlvvwsPHsUgWCzf0aHBMlJYruyK+pV2YWUj4mV+qu5f02EfP3k3ry1ZL4c6rByWXKrb+L2gdp+/uJbrXDHMvLAe/FaxDtSdEr8iZdDV97asZe2sjXaTrcIXIyBbtKcJKe3juXgmarLqYbHGtxHuI9A/RbZ7nfv8A0kHpcHJupa2rIKu9T6LD9QX2I+QRE4XW+Xe6B1Cqy11csq2E9ncNd06Y37c8o9CvYRpRrU6xyK+y1ZJ5U7BgjQryotVoDgyBtwFJgKYCmAjQKXgUNArMCbgEGA0Cbgc3UoOoAIgDUA6gTUBGWAhWAwgWLAaBIEMBSIFZEBCIHC6/3ZVtWKr9qL9dn3E55306YxyBXay+lQiCrZ5+Zx5dOI3U4S/S7IrvryJrwLsuxia6awEGgd/Mza1I3DDRMap3rI9S3evk/Mp/Tbk3vZUlYYBUs0QP5QR5mbW8cVRfRGLQ+lA0X99fMzcvTrMPdPa/bU2LjgpWTyxPJHzMXLfDeOEl3RRVWgVIqilRvuB5J+ZjLPjXp0w6d3v2tptUlSgICjgH3PzOV6n07zo/ZkGnAL79yPkzHdbXWYSThpqtCg8LvfnUz3r2A3cXDMePfUkvut641GivIFHHk/PzFysJjKf1GcB/0D3O+SftEpZJwsW0gDT+n7fea7te2bhv0rsatCSGNh9t86mu/Xhj9PflUcjuA1tWH6SB5/eX9TJn9HGcaXXZmQ7L6bFSF/pOn6u/bjehJ5jk2rZZmJ2uXOvj31OmOfOtufU6X7d6cyz85S3otWX230gnY/8AidZlfDjljPLtdVDY/Sae1K3dvqIY8ftuJ9vPIxLbjdbxkN7vjPb9OidMwHt9xLvRrfhyPxJ0w4tdOX+YrtKt2VhDrRPsftFpJYx1YWR0cf8A31JsD/ULEO9E/OpJdLeXCfqGbi5DsMq0HZKfV7ftNbR1+lZFXWFW3Ixq2vVvqAPb3feVKT8tVkBzSGqsD7AYDf7b+IP6JkPmjJHbVtNaVm/SpkiaTqNeXnoStT1tWuyQvGx8TV5ScOcubW1S+sGFr6/iJwP6iZre1jqlp7q0Wxl4bZ5+2pBlyKL/AMmGs4Yvs/aX0MD1u7LYrEqpCvv2PsYD0vZUzenabG3oo3hv2hHpunKbWrewt6qVivn3H3/aF/p6fDGJdS9Fl3oXL+hqz4PzOmPPDnZZ4d3pWWcrDqdrFe1do5X3I950lc8py1WNwPsdxamJ1eaRejwLVaA4MghMAGAhgI0CpoFTDmBWwgIZRAZAdwJuBiAlE1ABECagECBIEIgIVgLqAwgMDAMCQARABWBmzMivEoa1zwvsPJPxJasjzua4e8vkFlazjtT4+NzhleXXHwlNm2VKKmA3ol/GplrTZYr1A0qVFrnWif8AaK1IoGNXVYgcl2G+0n5kakrXkX2WBDZb2V6ATXuZnLJ0ww9Qnqk7UM3Lc7nG5a4ejHpm+pXYDY41sTFydZisqU9ykkkf7zPc327bKj2LogAfExcnXHCH9vpEw6SGVSTxvUlq6aFQAeJlYmu4+8NaMo3wBvUGlu2Gte3tJtdDsnW42DrjiArDn/yxs0XvI4+Zdp2qLVcdrofqQ7H3M3jnZ4c88JfKlKambNzNgEKAo9gSeZ7JeLk+d1J4wpPxDlK/TO1U7uz6dA6m+7jbhOn+7TgdNzqLCtb+qbA3co7SdfM6Y3ujGeFxUddRgqVOGVfV2WK6JWS+WMUxaXqsVcfIFqA67X/mHuv7y62m1vVOj05FH5nGCOo5IbgqPiTwvlwsFTT1AOLB2tsbHAHHmVLHS6YOnZYFmQtl47uWU6IG/eWJY15tHTFuP+X5tlbBdlTyCPuJKuq5lXV2xshcXIUqG+nYJKsD9pqVnRsrpVVFdtb6BGmXfjnxGtLeeXHwL/8AL84GxSw9x95mXTXmOn1fLuTJSzFqrU2DZBG1cTW9s60zHKq9dD6SIp16qex18QvDHUKxmXtSgG7O0E+ACfb7ysvRU5oqLW19r7TtXu4DakyvLUhv8yAK9yCu88KVPK/9xMrpvwGCvWV6r6Ficpx9L/YzWOX3WcsfqPUY3UFyscMQFbejzsE/adt7jjrVblM2wtVoFytAsVpA24EMBTARoFZ5gIRArYQK2EBDxAm4A3Az6lE1IJqUDtgECAQJBAJRCsBCsBSIEgMIB1AgHvASx0qQvYwVR5JkqyOHkXfnslErBSpds72D/cTna6SennbnOT1SwFWepeAoPn7zn+W3WwlFfcqHQUFhWTzsfERYqa8vfS6b0vnu8kzG3WTg7qFfuRtkHev9O5i11xx4WDTMCeQo0AZxyzejDDS5QCdzla7SNKAkeNH5mbk3MWhEAXxM2ukhwpJ+ZNtaXomvHiS1qRei/A3M7XS7tGj3DiEVkE/oGobXJQRpmPMmxeFHxMroHrH2hC+nonU1tClCdgSqX0irfV7ybA9IHyv+8srNUmha7WHaWpsGrF+R/wB52w6mrr04dTpd037ZTi4VjXLkXWVjwbAu1ZfbY+f2nqx1fDwZyzirKem041ffgdRpt0NhKlAc/wB52mo82Uyt5jzPWch8hhc72m2t9Mtq6KH9o3tNadPCVOo4pe8Vq/uyDTA+xlm2bpPRXAw0pZi9ljN3E/zDXmTe008pk0Vi1/RBPcCRzwIi1V0+w9LvxsUghLbgL2P+k+wlS/a0YFN3ULKsW+zupclkfnjfzNcJNud1np9ijHzGuJ+sitR54PgyemvbrJ1E5ePkPkjVaDez8ahL5cv8o2Tn12Y9iemlYd2fjQ/7xol06NvVKenUVC7teobIBHPbuVFFhwc2s3UasrO9gHTJ/wB5FY+n1Illl5/6FfIHyT4mozUsvpsxcaiz6Q7Oob3HMzWo00KMK9Dbcbgg4I5IEQ0717Vt01LkY2Uhf1BN9rftNXHhnudL8N22YndiZLq1dv11keD+01jxwmXPL0OE7/UjMW1yCfOp0xcsmwGaZWK8gsV4FgbcBtwBuApgIRAUiBWRArYQK2EBDAXZgVwJAkoIEgbtgQLAIWUHtgKywKmGoCQCDAbcCbHafmBx+sdSx8Bqrct9UgksPv7TnldVuThwF6zX1ai2yl2bus0qD/TMWukCoW3dwr7aq189o+oTHlY2UUipFsQMzLvY/m1I1IltJZRYGGjxyOf6zGXD0YwoqKEbIJ+05ZV3wjVSnyPM4WvRIvSrR+0xa3I01JsHcja5RvXElai5F58TO25Ftac8iTbUjSv0jj+8zs0JVmH2jayL6aQPI0JNlXFF344k2sTtG/EKf0Rr7ys1WyH3HHvBoDWp+4llCms8k8iKqpqz9xIhSjFRsA6llZqqyqsr+gBvIb4nbp56rh1MO6cuL1ZEUi3GdkVh9YH8pnpuXdzHlmPb+3Jw83JuybcYW/xHHG/dh951wt08vUxky1HocC3C6VZSrobOoZtgqRCdKie7anW/Tz+eXF/EWar9Ysrrt/h4zFTYPA+ZmN+tsfWrMdVremtkRl5YDgTbE+mR6VyKcd9Hf8mxyNRfGz8U+E64VmTee0vZsAb5Mm10wW2nJzK1Ck1JvQP7eYXRLC12MPRYFWAVg3gD4kC5VVuVf2pYqmrX0DgHQlQvVDZfVTaHravX1Ejx9hLtLGLBu9XPAqAWoKd695akX3ZLX0JRT2jbnu0f1EewkX8tHTMC5qltvob+ExIDCXRWx85saoEYtToxP6l8f1km/Rx7bsfqtH+WVGkmh0t7bqv9Sk+RNSs2culmV/kMmoBiar1Nlfcf0n31GV5JHpekE24q3k92xrc64eHLPy6Q5mmDbgMrQLVaA4MAwBAUwFMBCICMsCphCqmEBDCEgGAdShgJAwEAhYDdsA9sBXWBQ4lFZEAQJApLtYTo9qeN+5kV4b8Tdr9Rvpct6JQdpJ3szjY6w3TcUU4wsrr7K+B8b/aZ8tN/qismwAI2u3XzHgnLSmQ/pqxpA0dllmbXXDE911VlQGv4m+SBOGeT0YY2XautCBvzucrXoxjSo0Bz5nKusi9BvgSNxcg1wDIsaalJPjiZrrGtKguplo+tNsDxMrFqKWHjmSq0LSVA3IsWhCfAgOqiQEJuVTAbEbTRTUSIC+i+vj7wI1ZCybFTJonY8wip1+JZUrLaraIPkTcZrgZysAxHJYkCejC6m3n6mPde1lp3h575N6fwa6/TZyNjme7xOXzbO7K6W9fsZMuqo1IR6IZLK+WYfYxlkxjjGbG6PmV5CNhY4tVh3v6h418Hcvhi3a/OWm+v0VoqS1FLtXU2xx5mb1PTUw1y5FSekUYMq1GwAq53qbl4ZsJl3Ah6a6Kv4jEhu3n7RaaVYOMFtvrsYBzXvY8gzURgz0pqpTG0U2f1H3I9zMjX08U3MEvBBXf1EcEfvKjevRPVwmTCrS+plL9qHbL9xEL4eNqZ8PIsrYAdhIIPkiB2OnW43Uq3rUKnb+khf0n7iOThpah6ktrfJ9Oyoj6Q3Dj51L6TdZ7K72uNaaViAxUHhh8x4XyGTj2enprQDvu4HIP/AGk2ljoY+Xi5XSlvuLPmK3aO4nWvtLctwku3sOj1mmlKqLCrFe6sk/TZ8gj2M6YfTnn9u1jXi9N67WB0y/B+Jtz0ulRAYDhoFqtAYGBIAMAQARARhAqYQqlhATRgVwg6gECAwgMIDgQGAgExRW8ClxzKKysAdsDF1TqmN0mj1sl9AnQA8zOWWmscds9vU6Kejtl94YdvGvmS3UWTl4bLz2yrfUak2qdKBOdu247i5Yuxqq1LKqeQo5Jkq6MlTq+1bvYDka3x95mtYrCwUEICFYfq3wZyzr04Qe3aqd63OOTvi0UrofvOWVd8Y0onufI8TLpDp+qRqLkUkzNakb8WshfEza6NDnt0N8zNqyLqae4AmTattVIUdxIAEyq01cb2NfvGiVFQaGmQfuY0bWLWjcsw/oZdGziurz3HfxqNQ3Ssig7UGRUALDgQB3MOCsyaiFN74hFNirr7wjO6j78SylZbFBY7Jm5UscTO9Na7K2JDA7Rv38z0dPV/bXn6ss/dGfqOLYUtFYLUWjt0COfvPX1Le7Xp8/pdvZz5Ya8W3HwK2yWZgLNU936h8/0l3Jwx291ulvU+qXU2g0MAwUE7HHaJvPW2cJw6vRsFs92yjVUu8cuxA154G5Ljti3Xh5PPoV+otWto2SSax7/Es+lu9baF6Z349RtpdlG9tWe0r8czdxY7mY3V12APW6/yhmGnH7/Imd/bUm+Y5+Ur5NjV2nfZzU48/dTGyxz8TNvpubH/AJdn6GHvKz5et/C2SzYFz12BLsd+/wBIDnt9/wCksiWsX4oxun5V3rvuh7doWVfLS7TTzZF/ScYHEZH03LAfUf3kvldccu02NldQt6ZlpWjeupDoR7CXSK8k/ls2lslGrCntII8j95LfTUjLdkqbL6ywdA308chd+0lNLLTdkszJUtYrAPHHavtGrTcjq9D6b1MZVN65T7r+pambh/uJvGMZV7zCyFtuFigg3V9zA+zDgztHHTeZWSmAQYDq0CwGA0CGAIAJgKYVW0CphATUGlOoBEGh1CCIDCFWLAaIiGKEaBWV3AUpGxnzr1w8S3IYcVqT+8mV1Fk5edo6BR1bCGT1ZrGsb6yS2uwfEnbNctTK74cDM6XSrinp+RbYpY9wc8a+05/03z7TLWzAo/h1rdvyNeDJksUdHW/KV2dyiA7445kV2MW8BWr0vax535Mm25DlXL/xHB1/KPYe045vThFla/pB5nJ2jZWo2DvgTnY7Y1oGiNzm6QavqMVqNdaEa2JiukbKm1oaImW9NFdSsSxHPjmZqxrVVGhrmRYvSsAa7dn7yKYVMw0Rr7SaXg/5c612/uZdB1xyOV4EuktXqvzz+0oVjo6I4PiRrSwUkeJdMbB6jrg8SaA1sa1v2kTSm6ntPEXHRGS4aG5F0x38b4moy4+ag7mB8aJBnXDzGMvFc+rWZVi2OAV2Nanty7b1Hz53To8LesWNm5a2V09lFJFagc/SPf8AvLnLeXLpWT9t9uTf3ZVqqtZZwSoA/m3Ot5rlctTTuplrgY1XTmftdyPVI/4/YSb3WZi85mNVV1mzJqr33P2qxPHaB5ieW745WZQL01tXa4W3udSv29pv05eHLvpbLrFVzKxb9Lq2mU+0CW9MyXGPWwDMfpLH+aZnNat1C3149TrVYP41TAEsfqU/+4mt64Z7d8xt77Om51dvaFW5CodDvf2i8JOVP4pvrXHwsc2hmJLOfgmW1JHAxMY1vkV2ksWX6WB4ME+nVweqfkmryLGG6KTVQvdrbH3MTJbi5Ay8tayMq5LkZuVLdwXcml39tGNR6WVdVtWbtDbX3HmB1MChb/SyLLey5mJsDDgr7TUYvDtYt2LiqFOchRX0BvRHwRLwnLt9EvN2fkAuLFqAAdfDbm8axlHfHInRzAiEL4gMpgWqYUwgGADAXcAGAhgIYCagUgQCBAOoB1AIEBxAcQUCICkQBqBO2Bwev9Sxql7LCbKlbbgeCR7TFy01MXneq/iCzqGGEpYV1MdMoGuJzyy26Y46ZMZzj9o4axv5d8KPvLEqdSVq7UsrctvwFMtgowe5lexy3aD9Sj3Mw06ZZVoR+zb+B2iSt4wKkP8A+QsDzyZwyerFrBCgHfPic7HWNFZ2BOeTti0l9poeTMOi6isiZreLdTXthv2mbW5Gvt1MukjRUN6I8CStaba6mJHAJ+ZNJtsqoOhqNJtf+W2Cdc/eO07hFRAAYcn2mpNG1i0Ox5O1+B5l7fstgHHC+xVZNLKb0O7yvA+0aLlo4rKAdo7h77l1fTFu/JzUCosXS860fMa9s750ouxbB9YQhSd7BkuN8tzKeGc8to/tzMqotqAB2Bo+8libc+6nyIg4/UqiQdD2IM6Y3VZynFcroX1dIp1+pCdfuDPRnlrqbjy4Y76Wj5dXoX+vj5CBbR3NU7duvnXzzPTLLzK8WUs4sWYfUcD8LUW5GTWt2bf/ANIa2awf+Jrvcuzd5eWzup+vl+rk8W2HjXhQfaYuVrrMZj5RMW5bwVVyp2C3ntE3Ma55ZT2NCW42G+O9llRqb1E2N/vqa0zvdNjUr1HNpSsjeQ42B7H3MrOtNfWrnx6hdjEepi5IHbv9S+8mPEW81x+qVDM6i1tI7q7udn2Mvk8DRcyWmqzuNXAIb2I8N+8n4Pyo6rV+e6ov8Wvuq49M+4MrLm5FBwBYzuFYtwvvr5lTwTLoXIpUqQ/A19pFvPIdPxrK9h6VSoDffae1dzUYrs4eIFdCumN9TFbB7gfElainpxfLoej0zadHt37GT20ppY4Fr1vh1Pe30hrBvt/p8y70zeXs/wAJ4OTg0I9W2e0bZWPH7TpjHPKvW05CWt26ZH1yjeROjlpawlQhEAAwLUMC0GAYUDAUwFMBTAQwF1ApgMIBAgECA0AiAwhBMLC6gHUDlfiTqf8AlXS7Lhv1G+hAPJJmMrqNYx5XBxczNras20FwA3Y3PmSRraodPTqVtmIxDunHcg0AZjW6u9OUlX+U4tr5AIKWFFA/U5/7S71FXYuW9n1WY61I3gBSWMs2l00HF9JvUDMpflgR7TF8tRoORUKVFfcCxIAAma64w1S9jd2tAjjc45PRjyur+tvq9pj06e2tAFXc416I1Y9fcQxma3OWtV4mK6xsoUgbHMw6RsSoMQdmRpqqBIIC/wBZFbEYqoQAAn+8W+k17aqntOl2AF+0btuk1F4azwzHfzLymo0VCwDbKG14JM6TbF0c9qHbYx/cPrZi8eYf/pltLHSprXsV3Hd9Haf81YTpkQe3CR332lwjO1hZj3r6f3Uc/wBpPPlrX0urcXVAkixhxojX95qXcYuOqoP8JmU0+fbu9pjx6b8zyy3hDyA4JPv7TNsam2a+xe0heZLfok+2Rq9nk8gSDk9RQ9j8fpmoacDoSeliFCCO2x/+Z36vlw6P8dD1PHSwBXAI33DftGOTOeDnt0xs+0MbAT3fX3+/xqevC8PBnjqrMLo2djq9l2HsOTpuzu1/WdMbw5Z+fLRmrViVUXBXcXLyvggiPCSbYqRT1Cux6rgzpwUPBiJYXEuODn1MlCDQ2SeSoMuXHhMZvyoy8UNdbcgZq2bbBjs1n5HyIWONRlMuQyI30Ak7HufaPCWcKM57LGNNrsjsQ7a/ljZrjRMrpmdZkI9dZvdq1Ysk1GLw6dvRx1jpjd7elmUjRRh+ofMl4Wc+XMxOnmlU/NVsKd9rsDoL99x5Xxw3ZOP6uOUsWvqWGP02VnV1Q/b+YSolKuuZh/lre+gL6VY1rt87B+DISaXJjX9Fxw4BF9r/AEI3BC/Jig5WUiWpm5SfxnGwp+PmU19PY9Ea9sIMtw9QMCqkcHfidcfDll5dSrJ/N20/SFvRiLF/0zUu2LNOgVmmFbLArI1AZDAuUwGhUMBTAUwFMBdQBqBmBgMIDiA0CCA0BoE1AOoEIgcPrFIy6luIWwV28KfYCZ/LU+nmR1SimzIZ0Cln/hhRzuc29NPTqbOn5VuTc6M2g+kPz7H7zUmolu64/wCJctR1Cp1QOCO4A/yzHtvXDZg5aX4gsdGBB8AcmdJeGbF1LXZTHuqU1Hw2+V/ec61ENRRmrQL3eNg/7zFdMSNvZYOra40Jxy5r048RZX+rfjXtOeTri2V7YgATk9EdGkBFAE52umMakXxviZtdJGuseFHvM1uN1NXtuZXbXXoADxIq9F+oN5b2lg0EAnuXXwDvUqRoqYKdE7A47puWRLKtDF/pUED5PvL58JJryuSshgVUkj7cRr6ZvjleKyToDmXSbRqwB2kNx8S6Ns9662wPP/MzlG8T4Yb0wwT7H5/pLhvTHU1s94PaSrK+vtNVnFiPYCWP1Lvepz3G7vwwPQqgkAdrHxvxObdrNYvG/JElGHNrFobfnWpYeHExafR7qNfVssfvPTnzjK8+H7c8oz9T7RXyJzjpk5fR+o96WK4AQ3EAn4HE92N1jp8vKby7l1HUMrp1lwryra1G/wBJJ/2nOZauq65dOWcRizOr3X4rW5NfqMbO0ADRI+Z0lunG4SVz8NPyGetpZgLTwvwPfc1GLNui2Slt5VK27wpXv1wOZq3cYk1WSnqDVtl+urfSQBr4Mkq2HxOk4tCWZ9lgcOd0UqP1k/P2mmaq6elt2Za7ZVVbqNkMmxv/ALSxKHUPxJauSjLlVPWR2fwae0jX/tF58GNk8qxeHsLPaa8gfUD/AKgfYzDW2deqZONfauOy+o36q3G1cTUyZs0txsJs3LGUlP8Alv8Ar230/uPiXZr6b8jJwOm2rdX6mRkBe31mGhv517/vJVnnlymy7czNtOUS40Dz5B9pcUyinqfU06goxBWyvUPpJHK/b9pakes/DnUBZXj0FT6gQF9exHiamW2bjrl6DpndXl5OTb+i5wgf7gTpN+XK8zTs9s2wVkhFLLAUDUKsUwLFgHUBSICkQFMAEQF1AyCBYIDCAwgEQGEAiAYEgK/KNo6OpKOD1QqKk9H9Nrc6P95m/Tc8beQ/E3S68HJN2LZ6iOo7gG32zGXlueOSdIssOO5yLe2hPqLHyxkmS6c+zKsyt5Pp7UcA/bcSVHTaopjVWixkRiDvxr7GavCTlpTNudhVSgSsDez5JmasWs38I7ARyeefP7TFdcCik9y+dj9QnF6YsqYF/wB5zrti6NOgQJxrvG/GQsuzOeTtG2qvf/zMV0a8asK2yJCt1fPjzIsXKNMNyNxpr2edftLtF6LsciDa2uovoDu/7CaxmzempA6/SRx9/M3yxdNKAb2f3/rNantja9FJAX6Rv3l16ZtFq+wjlBr3JmtaJdsWUoXuIdGOuQJxz1HXHf0qqcemF+nYkxvC5Y87M7eSpI37e01anazWnuI4AmLTWlFg0PaZGG3gn4kVQy7b25l0OJ1jFvrZcrGXdtXlf9Y+J1wy1xfDlnjvmeXKyb0z6N1kgkbKngq3wZrWqb7sdxxccLThqjMvfr6gDzudt3u3Hk7Z2arWjvkYpL1H1Bxse49pu9O/Tnj1Z7U9OqsbKZGocN2/T3jgH53OnTmnHqZb5bbekpZj2W5TITT/ABfSqsBdlHmb1y5yuDV1C/ql1oqcLQxAVQuguoPDqW4fq43qo6+oi/Uw8N9zM69LsjF3wqLV7VRW9NdD3mpeGcpNufnUOlLNihjb3D38ysqG6K/qPY6MBTp2BGu4+wEuk39Erw3zuoutncoIXevf3ks5WeCW32JTe9Nfayb05XfvqTXLW+FWP1TqWZSacm0VHX0OAOxvsfibcy4uTcLXXJ2FA8sOBM+2vTrZVdDYbuhQPQVYsP5lImkji5+MbcqrKosFnAO/Yge0i6eo6VQ1mO/UBf2Vl1UhfJHxLJ7Yte5yErrw68WlQS5UKo8/vO/px9uj2zTJGWBS6wivUKZRAsUQH1AUiAhgAiApEAagYVMCwGAwMBxAaA0CQJuBXZcUPClgOTJauktvVaHsHI7SZLeCTl5bIpPUUOlYCsdzMOOfYCc8vt0n08y6023HurNSq2rHJ33ftMxoc5Kr8M11WimheSz8FpdSJv6Zun5dNeGwapiGbtQDzr2MvcmnWDHJoDv2pVWNemOR+5+Yv2TjhGxw/Ya6qyG8sln/ALSVqNSUCwKg40fI8mc66YhZ2oSF8+/O5x3t6tahMYbcEj7znk64unUQdGcq7x1cZeBz5nLJ2xbVHaNn+kw3GmpQzb3JVahpfeRYvqXejDW2ysDj3M0i9UOhuXSLk2DscSw4Wo7a5m5azYtRz4EqWNFZJ8a/7zUZpnIbyx5+R4jRFGQyVALoMf7zGVk4axlrHZUeW0F/YTnr26y+ilD5IH947UtUtwCPnnmZXypYHsJ1uTnTNYbXIdgwGpOV0q2QPAmv7ZqnJ0yEa3Ky4GZg0WOzMoDfI43OmOViZYSuVkdMxlLXLWPU+Z1nUy8OGXSxl25bWWUX1WI7L3bU/edMLXHqYyc6axlXZOI9V6tTkVnj4Ye09Eu48tkxvDm4r5NOa1xJf6Sjr8KZnleG3FwGrR0qX6O3bADXPwJqMXUbun4Vnbe99bCs1/pJ0Sf2lsTf0zNV2UJjVgrpgwU+41xH4TTNmdNa0oyuXPcOBwolZbupHIpCYoANdQJLH3b7Ssz7c1Lk9PLy6i9fYK1Y/cjwJL5bx4jP1W+rpzUY7hla9O/aeBNflj8OXarVI9grayrW3Hnf3j0Md+Q+MFr1309vHOyd/My27tFJopKixGBxwHG+V34lSB0/pT14wS+xDWpLKVOwRrxBV2DTTtK8e7KpVSTYrHg8+0s0zdvovQcZEqS3bs/boljszti45OzqbYBhxAodYFZWEFRCrAIB1AUiQKRKFIgKRAEDlq8CxWgWK0CxTAsEAwDABYjwNmQHu2BxyIVh6iV+ioL3NZxrepm/TU8PLX5uR06zJ6fV9bE92gd9onK78Ok15ecqyWsyC7bBR9qSON/eSLb6betdNdLsfLH8Si7hkP8A4Z/7TV8s+nLsw7aK7shLQ6LoFQN6l9cns9V1g6ZYgZ+69wq65OveJ40l87bcChsQ9jsy8b1vcw1HYVu5Ncj51xqZrpjWV7QSAuiAfPzOPD1RZUwBBnOu0bsdyzDU510xd7DpPZszjXojagB8cak00trHPzJpdtKjejFhK1VkaEmmo3UbA8bmpFumtV4+JrTCxV3zqIm1vpGa0mxFfG+IBrJ2Yi05JVeW4l2ih+0jxM8Lypf6fbX/ALzNjUUu+weNbElaVt+nxsSaT2S4/QAfH/Euk2xPWrf1k0u1ATRIPMaS1nsU7JG/2iRnbmZdfng7HM1IbcbKPb9J4Bm4xk42VX2Wr8Bgf6Trg8/UnDTh4N6ZBrsctTZWWrcnY7fcf0noxjydSzwlmFZWVVipCcro/q/f5mtM74XHvstqapwnadvo6jymmnBCUu2WzmxA3b2t5O/eWMZfTH1KpvzFB03Y4I+kef2krU8NNC32GoXOHTY+huGAljFkTJoS7KfdrIpf6K7PBE0wwY6pT0/qVaJ2n1U0D9jMtycMmbldRvpJsNV9JP0qmu5dTf8AbFjm+qqlbHR6deQB4EWEqjK6cMUm62hmq1us64Mi7Nj2HsDgg7Pb3a9vgxVjr0YtNWMWRN9/IKngfeVm+VHTky36oKrLNVa7tsPMjW3uul9V3V6RJpOtoD7n4nTHL05ZY+49LSS9asw0SNkTq4nKyip0gVMuoAAgOBAJEBSICkQFMBDAXcg4wMosVoFqtAtVoFgMBwdwDAGu4D2mVFhoceZRzMj0zlMbbDXqosG3M/bTxGO9q5l5uLm+1tK7cEicvw6X7Zs7G/J5VFJPp2MxILD6TJjwtbep9RRcZMV1KWp9an2P2H2m8rGcYyC6gYD5OM/8S2wIUPgj33LfDM8mwTTSLriNNWp7APYyKzUZqXDZOgDyd8zNV0e99dvqD6h+k/EzW8fKCvsrVfcMSZ58ntxOramXR2Om0/QHInPP6den9u1VeECgnQ+Jz7duvdpcLgzBU2Tr2jtO9cmQK1+siXt4O9fVl1d2lOz5k7dnfI0LmBl2q7O/Edla/UkdHFy/pJI0R5B9xLr7Xu26NVi2oGHv/tJpdtFabI8RIm1/bxLoHtCoSfEa1DypIDnYXQmdN+AIOvGzGjal9hv+8zV2rBO4ieFNrdmuASfaXR3Mr2lSSp4Hma7XO5qPzTMOSqj2l7d+E79EF4I1rZjsqXqQjOutjQJ9tx2J+oyWZCpwxAYfJ8yXFZmz6FxLDX7RprucnqGEXrbjkeIl0zXnrifUXv0O06P7Trj52458zToYz9lz4JIAI9Sp29yRyP6ztjx+15s+ZMnMpzHtRKslSltDlVI42PYGalZuPtsx1axSG87OyfaajOQ5FXoLVWbCWDbBX+aVhszKhkdPtqJIsqYWVE/yk+37bksJWDEstPc9yv3IpVqz5B+32iFizPyFSpbH8qgc1j+ZZpiGxqajjp2P/ByEDdh8rJpbXB6i7LkrQnbV5BUHzLynCXVs1VSXWfSB7/EbXU9teJu3o92NcS9NhLVs47e0/Y/Eu9Jrbm4eHXUlyhmcLWbV38+NQu1uI+T09ETFZLe+vYqsXeifIlYrv9CqXIJGRV6N1X1Mrc9xlk+0ruP025sihgi2VM/cuuCv3m+1juenxSzVL3ckDRPzOkc6v1KhWWBS6wK+2AwEA6gAiAjCBWYCNIElHHAgMIFiwLVMC1TAsUwGEBLSUAfegDzJWoIvYrzUe0+48wjz3XKbcq+uusWDQPayjg/YzFm63LI851HGya82trMulrKdd1XuB+8xfLc8G/GSrkYGFYCfVB4OpMvKzw4K5jZFBxWBsesbDH/iKRd0Xp12Y61sremG7jrwP3mpGbVufiPjZLLW6lLR26+D9pNDk4X/APFiliymvfcPmFehr7chFYKxA438zNaxXEdp7da1955sntx8HpG7FB8e8zGrXocMs/aqKNfE55fl3x8ajo/5T3aay76j517THfJ4b7LV1PSKt/w7rlPvz5j9U/SHMwcylOLQyD21yZuWVmxmrxcgr3dxC+4J8TpuMcp6zY7DbOC3gt4MzWpHZxctXqH1HuXkEzN03Nux024O7EE9rDgH2Mk0ttdavWx9QJ8mOFlrTokb2NQsVMASd8zNjWwC68eJNLtNGU2psXWyeZNG1JK9vHvGi1hzMhKXADAt/wATU05W1x83qTUsRWqtvkkmanNYt4YbL8i4rY1igseFHgTrJHK2mWm607NrsD5C+8nC6rTThdoPcrEDySZnLORvHp2i2FQxILE7/lacL1b6dv0uFQoWgsqse3/iTv2vYyZlFjKxTTEDcssrOUrzXUccEFu3R951jlQoX/McFKxoZuJtq+deqv8Ap/edsbufl58523fqq2pTOsW5a2Q+HVhyDNTVYvEbK8azHVbQQCvDb/4m5wxeeFiYyZdqEr2a52PBPxL7Y9GruYUPbaAeSlij2EVJ5c8m/p9qW17uKnag+WWN75PHFb3pq6jZXk4vaTWhS3HcabR5l2zY519a1Ztb1v6dYBVaz/L9pL5JvTFl0B8yx9LWgIY2NyR86lNe2LOdWx+5VJNgParHlR7Ey6GC3CuuoT1Hu9ZBsMLO5dft7SHLfe7/AOVrYgHq4uqn5/Uje/8AeD2bp+fYMhNqFs1pQfJlHoGvoty8Rq1BIXTgcEHfvNbjGnuK6zX2dwArA0J1cbptQBRoeJtlYJBNbgIy7lFZSAuoE1ABEBSIFbCBWRATUDk6gECA4ECwQHECxTAcGALKzYoHtvZkqwddvIJ/aBz+rM9XT8iythW6qSDMZeG8fLzOOcDKC0Yo/MZlg21rDYnPj03Py59zX3XDEdS3YDvY8GZ5rfjyVMLDwOkZORcVFrb7Plj8TW9TTEntb03CybKEAuXGVQG7P5m/cTcjNv0pzsmhlyMfIBazt+l+3RBktmlm/bzSm1c7EySQbCCLN/zfeZt03MbXqMd1NWy/bYeNfH7SUk1TVoVJDfM8+fl7MOYsprZ7Aqa2T5+JhvW69TgKmPUgXXd7n3nHK7erCab/AFt+4M5admrGtUEfIjSV06LK/qSzWjz5m8YxaTJw8Vvo7wobwynR3NyavLO9zcYbOmL2FDeLE8AEzeUlm4zjvfLJXWcVh9RIB9/E45V2xjo4mX6dxKHg+3xMb01Y6lOW50fc8ESd1a1HVpyQRoGdO5z0cuNjRjan5HGpRC4UHeh+8b0mmC+7THTf0mdtac2/LsGwuh7SdxpyczJRQz2Nzrz8yys2OXWVybu+w9o+CfM6Y3XhzuO/Lp03YlXcdbY/zFfE1JazdLU6hi1sFY8/JYf8RccqS4xVf1ihwQrooPsDOOWFdscoyDOG+T3fcTFwdJlKDZZYnjiTSg14A88makYrBn0C6pm8HU6Y1xyjzqg12bU9rA7BHsZ08OXlrOS6L+Z7f4jjtI+fkzrMvbhcf+pWyzlXrVYxFJHcDvX7zcrncdL6i1WPa2yzKw7T8CdPTlbyrtvP5j9P8Ozyfv8AEi/hqooXJVf4yp2/pJHvGvbO/VZ77bKsi22vtF50W1+niNbN6gv/APfBcmyhqgPf2Y/MeDbnWVpebKOCx5HPMvhLzwNTYwrW8D17E+k1l9qp/aalZYvUxbcpmNTi8g8p4AH2ma34WdKxjnNlY2RTb6WRWdWMpGiORzCcLenIno2LbUFC8F28q0qWOj0uysZSUuh7gQSfP07liWPe49qZi/wshLEHkD9Q/edpduFmm1RNMnEokAEQFKwEKwFIgAiApECthIK2EoTUDkQCIDiA4gOJAwMocGBX+aHq+lvxyRM7a0a22ysd3YOwf3k2aY+ptXbjcjZI/oBM5aax8vIhRXcPy9YpZW2r+CdTnt00p61m3ZL+pTpST/EPz8yWtSOLk9SrNqry9dPhQOCYl9lnGi4ebk511qsdGw9yvvXaR7ftNxzsjZnsxx6WKhrGJLlfHEl87WKs7Fr/ADuOSOHUNMZ+XfpeHUxKUrQKgZiDwxE1GMvLS+jc+p5up5evpeF+Aq957jozGTrg6C5HpvoHxOetuu135xR5k7W5kB6s/cAjRMfsuXpZT1ZkvSt7e0k8bM7YY+3LPP06FXXca2z0rMqvS77iDOvbL5cu++nbwT0/KRdZHcPJG9xMcfB3ZLsvotNiE1Fu4D2Mxl0ZZuN4dey6rh3Yt+Lz2MB8zy5dOx6sepKuxM19csRrwZysdNulj5rMRpiT8mQdKrJZjyRLtHQFisinYBI358TpuaZ52puywydvd9tmYuW11pxM3MZGOgDqZbcTK6kS3bss/wDpE3jjtm3SiqhshjZkFgoG+3etz04dOe3nz6l8Ql+d0vBUEOpf/SDsidpMZ4cLcreWA9dTJJGPhu4HJdzoRzTiKP8AMiymz8ph9uyDt+dxcaz3y+2a7NrKqxwvTVxvurffE53H06Y5S8kTqRTmm7Y/0mZuHqtzP6bMfrC7/icGYuDpM1oz1fw3Mz2nc3pWMjH2DLotcJ8Ym91UbIOuJq+HL2Xqlg9Wqukdq0IF/dvczpXOT3VVdZtr/MUr39p/iL7p9/2msXPLi8tnTrFsZwy/wyfqadp4cMpoWr1YdkCs87HkE+8rLmdRw8zGs78c+qjLsCVz8r+keqlJsv2RbwVPOjMb5dbJp0LKLbclWWwCtEK9i+CdeJpj8OEtpr78g1t3jW2Ub3qCHxKsS5vzAR6mdCe3t0T87g9jjWYiXFcatq7l5Hqc949xJss0PVsvquPfS65bPjABkdB9LfbUtJqOpY9WTUcwCt6LE3YF4askeDLOPKeeGfpz5GLfjZ/o95oQL2H+YE+ZcftMteHu1wcPqQozBW1No026z2n9j8zvxeXDw6aiVk+o2JqNgGApjYUiApEQAiUKRAQiQVsI2E0IHG1KIIDiA6wHEA7gEGBAF7t6G/mRVncANkbHwYo8n1mx7cllDPWtR+kDwZ5r5d8fBcXp1uTW197oG3ssT7faVXGzsOzNy1x8Vt954O+CJO3a90jiZHSgz3KpIdW0RvgyxLeXUoxxidOREpUE/wA7eZq3hga8asIq2OVusB7AfcSaa2osVxfV67fSg7QT8TN/LpjdeHU9eoorLrx9PaZMavUns+Ou135JnDPy9PT8Na1qtezwRMXy7YzSi25u7ho0WqMjqdWKCHb6tcCWYbS5yeXHfrWTl2elSrOSeAk749OPPl1r4bcnpPVcPBPUMusJXxrvb6j+06/p6jj+p3VyKeqhbbGdHWsjnt55+8k54as1y7+D+Jaa6UF3cGPIH6XH7GYyw+28M/qvQ9J631MoLse83IN8MfqUTnq+q9Eyl/lHbq6yuen8YAkcccGcsvy7Y/eLM9hx7NqPoJ8bnDLF3lb6cjuAInKxXa6ee8qfaZnlbXVsw7VrLhtgedD2m8sLrbOPUnhxsmxldgHM5x0rjdRyfSrLFtn2nSRm1yFsRF73dUZudnzO+Mcsruufn5V2Shrx2bs928f2naYuNvqOFmPbTaMaqt7rNFiqjZH3JnXCbcepdK+hjN/FvX6OiW5KYa2KR6jt2quh7zv0+nLlqvH1urlMO6NH4r/CJ/CfQ8PqFXWacq3Jues01nZUAnk/vL1MccZNVjo9TPK3c4cfofTesdWpsODaO4N2+mToHfxOdk8u0t5kVZjZ3Scv0eoVvVYOAfaZyxbmVnl1sLqddqBHIJH8/sZxuL0Y57jrVUOzKx8fYzGnTbqU3LjoduAD8mZsXavvqoxnyQ++9u2v5J9zNScbYyu7qOZcO7mRVeFkWYl/qUt22LyAfDfYj3m8Ly59SbjsJk47KL+1aPVH10H9LH5B9p2eeramwG72HewYdpGo2zZqcsNtQfNqpSw9iuCDvXEu+WbJp1LsXCx3pVXP17FezwSZWd3TFhq1XUGwHSwtWrXBxzs65B/vCOXbiriixt2Vet47TsfvqWpOeFVPVcrEoOMUqyG92ZfI+AfaSWrZDtXRkmrJ+oa1/wCo/aRqKHtVb2QWKtbEaq/0j518xJorpdGtxKDYmw4ILDY48eP2mpr2xfw63TEa1Kx3qWZdlG/l+NTWEZyetwkKd6nnWv7ztHGtYEqGEijAUwhTAUwFMoBlCkQFIkCESBNSq4pEqBqARAdTAcGASYADQGDSBwdxoYMwVYlj2WIHVuZyvDrOXI6hU4qLBdVGsn95jl04cQB+6vIqX+KidgI8LuWbZ4aD0xKMZbSBZ37VxvkH5mtJty6T+azaqco/SlmlQcDQ+ZmVb4dT/LntL5116Ixb6a2HIA+IvjZLzpTZdTdTZRfj6YnfcPiZ23I5S44xV/gszKW0CfYSa06Xl26WFSodFgPM4ZPVhGq/IrvAFbDxzOUdbWdxTUjMzfVqaTjTzWfS2Vk9oDsT7j2E643Ucc8e6vY/g/D6fgMpZdt7k+Z16WeP/ZjqdLLt/Y6/+I9QyeiC3HPfWhDELO2d3OHm6eNxv7nz/wDC34pH4W/zLv6bVnfnaBUvqf8Ahne+4THR636e+PLfyPj/AKsnPht6z1f/AOteq4eZ/lqYSU0Lj+mn/iEcd0vU6n6ufdo6PRnS6fba9i/4WzOiYGPm4SM57P4tQ5M5dbp2XcejoZyzWSug43ULPUQnHu1tk1oGcPPl6dXHwmcl1GMLiOxd6B3vc5ZY6dcct8LMDNc1dz+PE5ZRuPS9GyhYqgbnKtPSK5bHOiPGtb5nS84uft5rqNnpuSTqccY7vLdby3CHtPAnfpznlzz4jK2GtldbJYbS422v5RPTI4W32ZsPNywuNgY5rNjCv8xb9NaH7mbmNt5Z49Ox+GqOjdEoeq3Irty7CfWtY75+AfidsMscfLz9XpZ28eHhfxR0dLOqWP09C62H6GrOu3/4jK432x+nlj5jmD8JdSsrLMwJB1osTr7zNuM9rMcrxp6r8P3f/TGEErVGtJ2znnmL1f8A6x0x6GOv3VyPxBZb1d+/IoB+rRY+0x33e61l05rUnDJgfhp0YMbW9Pz2iTLqJj0fy9AuIcVB6TvoDw05933HTs14olC2iy932mbk1MPtewHaq/yoOB8SWrMdMbnuJGtfE0zplP05Ke/MuKZeGyw/xBWxBUePvO7y2GJpFR4ZH1oGXftmy+FiIODplOgef9UtYJm3PZZjm7W637l7eRJtNccNV1ldwt9DKSjJPI0eSPOpphltvturRsijuHuP5u75Bk2ujZPTMYoMhHNbsASjj3g5I+PalfdVWo7eVAIKxpd+lGB0fEbKa/LZ02f0JzyZZUrXnUUY+F24qpR2nt7yNsy7lrO3qOkdOC102Csglf1MftOuMcrXexU7Kgp5PufmbjFXgSgiQTUBWhCGAICmADKJqNhSIFbCAhEo45EgUyhYDKYFggQmAu4DKYDd+pBzuu5ddOOvhrCdBd8zn1OfDpg5GR1K/E6crX0dyFu0c7/bcxdzy6TlxD1EnKNdbj0wD3so8n4ES6S6HHvcZSGz6UDd7D514EsvKWcGzsX1cxMilync3c3H6R7ycK6Na4tnfbj2gkjnY3/aThWGwpQbKzstZ9Xbr2kbjNX3NcLNEA/y/Exa6Y4unjnXLeJwzevA9ldTvwgY/Mk/LdW4uJUTtkGx8zOeX0uGP2a7AqVu5E8/EzK6aAY5RB6R7WJ5PwJuZM9rTVZcUZLSxpI0Qedzcy+qzlL7hcL8PdIvtb+HXSXU77zoCbmV+3O4fh18T8KYn5sNQyfwk+l18f0+8u8rzKz24zixffh54T1Fy7VB2v6vImL3znbvj2XjTK+HlXhGaxCy+CE5/vOeXVvt0/TnpVkYlt57bCSB4X2nLLLnbeM1NHTGNOMfnzM3k1p0/wAOuTSDvncxnw1HrqrF9Ar7653LuaZs5eX/ABACgAB57uZjGOrjPijIpeph+oeZ0xunO8qsXpxH8Esa9jWx8TvjXPKVtfpbWV+m91lif6Sx1/aa7rfNZmOvEZj0ZamHYg7f5h7zcsZu6FuNarboSte0jQI8iXhnVZ68TPS1l9YhS3eO0D+0suoWTbHk9IP5juJ7QRognc5Wukn0sXATQAG9TNy+l7d+XTxenotYZh/T5k7tL2q8nBGhoktvnUz3NdjN6HbzM2tzErV74Gt/EsrOUYcmso/gqfgzc+nGz2w2jts7ifebjGXgxNVqAWP6hBPaBxxPRp5NtGBb6tjV2V91Wu7vJ4B+0M2u52VV9M73bZYn0xvn/wDU16c7dVxaaDlB9utHtwdmJEuShscplonp2ux47z+mNHHttxb6bHBdbSq7UgNwCILpQcmvPzLcbF7u5hsg8ga9pLKSxRXkHp4YGrvVm7bAD4PzLEsm17ZXarDvBA+oAeQJIVp6fcMy5EsrJr2AB7/vOkYr32OqWVp2v9AGgBOzlWxB8eID6hBg0kBWEIrYQoagTUAagAwAYRW0BNS7HHIgIwgIZQQYDgwIYAgSAwMDz/V8NMzLYO3ZYhBXZ0DOdnLpGTLoeuhqcllx6+3fnY3M2RqVysPp9mOUuuTuV17l0NAD5MxrTW9tOai91dlZHZ29x7hz/aWk+mLIsuyMMW1vte8h9ewmasXYRqqPpfxErasMrD5l1pJdrVwrG9a6wWEIOGY+f2kvhvHyqpRnC2a0uuQfmcsq9OMbKuTr2nHKvRhGmpNNMXJ1mLbXTsD5mLXaYLxXofUJNr2IuOH8A6jadrXThoU0ysQZqZJcb6dHCowKhp8fuIH83O50x6mPtyy6eXpvrzqagOxDscLx4m/1p6Z/Qt8obUtX6kB534mMurtrHpapHUAaA4nC5O8xZjUpO9TO1Ys5hVUQPf2liVb0LdYGwZM6uMenrv2ntM7XTkdZrGQrD3iXlfTnYihgFI5E1ftNNhxkcb0NiNmltdYA18S7TSNid/I95ruqaZrunWA/MvdU1Gc9Nc+QZO6roo6YPdT/AFjuXtXJhInhZO5exeqqi8LM7a7WO+1dnY0dewjZcHMcb+r2M0ulLj6vOuIlYsZMjbgBzsj3m5XK4xzMgaJHxOuLhnGK6xKa/rV1QglmU8/tO8rx2OlhObcSvs1TUrbAHvx7zVjO2rLZH9O8ByUGgw8ftK5kfqC49BNQ9e9vLuAAn/eVm7aOs021Y+Ilb7yshgtrjjt0NmWxiNPTsBLMbIUdpWvVpYe58cSa2trPhYCm2vIx0ej03+tgNCzftF4OKXKxb8V7d1hzZyD/AKY0M9JalHvyUq7iOFI5EK7HRsStcZLQvdazbDj4PtN4+GL5ezxaFpQKAANTq51pAhDgQqQiGApgIRAGoUDCAYCkwFJgKYCQOURKitlgVlZQNQCIBgSAIE7tDZhXM6u9dtBAxWuY8eNEftOeV+msYzJhLlUV2ZVJArHIYyX7X8KerWPUFARdWDXHPb8CYtdI4lmU9hZrqgLQvaSfAURs0OP1GlcY1146WU2Ke7Z1qPMT2bFfGvopqYle3ldt4HxuZ3tqTTdn32Ng2INIoIXe98fMVYzl61StKAewDWz7mcLedR7MZ+3dPQ3Picsnp6cbaztgBOVejGOhUOBOdd5G6rRXTASba01Jhow2QQPaLaz2tdeCe0aLAS7Ys+ly4IPkkCNpqtC4lajYXZ8cx3ExMau0Aak3a1pW6nUbTTPbpFJMDi5RN9mz4E1Ga34B7Nc8TGVakdatjvftMNqMr61PvzLGdOY4NTl1E3EdDHsFijY1ILwg3sSrporrOtblD+gzc7jk4L6JXjzG6skN+WBHIG4CnF7ee3/aNG4psp+nZXUzWnPycYMdkeONyWtRyMyoJwvtNSpcWCxwdD4m2Ky3bB3NRyrnZHJPE64PP1Y5z5XcoV8Y2Iuxud8fLx5Xh0qrUKHdq11KO99jwAJ0cm/p2Xd+SJruRqbBtQU/tLI55eWfPxHoq/MZFah2IOk4A+IsSXbYqm7DbHLbsO7EYclgfIj0zWivNGLhehT2epcPqRjrt17SNa+wXq+Xdh2X5aogr+lQh43CaK2YLq1fsNqPyXHsTNRKlGBS2Q5ywxJOgB4/rLqJt6PoOMHVSQP4Z40NCbxYyegrU+T5M2ysAhDAQJChAUwFMBSICwhSYCkyhdyKhlZLIOZqAjCUIywEKyiagTUCakEIlCFdjUiooJGjAz5VIvHpWFhvgMPiYs23K4tmFdTmDVhdCSNHwfvOcjdrN1LEopyBUXJtsHIJ41FiyuWvTxYzdwSqqocKo2WieC+VVeQlN3pWiobHCt7CJCqrHowqbN5Is9X9Kq29GZsaxunQ6bU9lG2O/TXmcMuMnr6d3i0Y495xyevp+G6keDOderCOhRyR8znXeR1MdB2juGzuZa06tOOpC+dnwJKy310f7SsVatQB5/3gF1XgKeYSRS/HmQU2WKBocyjBkbsB9hCVy7F+rU3GXQwl7VBAH3mMljoqdqRrUxppivtNQI2dRIumT1w5I55m2LGvDUr77ktHQUleCuxHdFWp3eVEbaXDvI8ES7XSxe4DYDEfOpqWp2xZWjE/xKm+w1/vLq+al14lWtjlh9PcfgD2l7Wd68s9mPbvwNa5jtq7jn244Zbf1I2uAfBnOx0l8ODloH3oeBMyuunDvUhzzwfE64uGcUOwYam3JgyBpiBOuDz9Xwzpj+lWWI3av1anePDfCZSL6YvXTd4AdD4M6OX4X4zLVb3IfoAHag4jbNjf1BXzsZbMhErrTkKH5J9iZqsEAXF6VTmjK0LiAiFuU17zN8LJyW/IyLaxYi4bXr5LjyPkGIVna3Py0rprCWuTpnOgoEsjNrVXacas4iOty9w7ig0Jrxwnl6TpnT78g91jKtQOyuvJmpj9pbp3+n44xbTVvYYdw+83Jpi10dSoIEBgIAMAGApgKYCmApgVmAphCwDAGoRzIAIlCFYClYCkQCFgHtgQrKEIgCAPTDMNzOmtq8taHRh51515k0rzV/4frIuyTdfYx+T4Ez2tbef6lfl9NtCIAtLcBhzuY5aci9azb/GZvr/nESLsbMRKcqqyt/UpXR548TXhHseiMr9Ots2C1pJOvaeTr/ye743OLPQx/wB5xyevpujWdcTlXrxdHG9vmYr0Yu3ijxv3/wBphp2sWvZH0sD42ZZHPJurrIXQmtMCU0Suufv7SaNlFR40PPGveXRapsxndSxGl8H7Tncam5GHKtxcdtG1SdeAdy9rPdWC/KrsU9rDU3MU2wqPVfiaR18XH0i/M51uNPpED95G9M9+P3qQR4hHLsU02dpHE1IxWqrKFSjWo7Ui6vrQDAGkmT9NXYws7EzCFrHa/H0tNdk3wzux1SqLsN29p4E3rSS2+DotDKAgAE1xrhbcp5P9JPsdf3m97Z0JVSg/lK+RrzIKnp3WWJYhhrXuJLjwu+dORnDQ7SDo+/3nLLh2wcDMqC92vf8A3nLTu87kLrf2nTFyzYG4adHnZskfVse86dNx6vhktez1UWst3HksPbXtO2N28eU1wtbIqqNamrtL8nZ4P7CdY4Vfn0/kqlLIVtt+oADlR9pdOe9mqcpWEcC5AQQoHO/vLEultHTE6tj332fw8ml+70QNAqfgSaW31FFlmJhUlMeh3yH/AFeo30gfYTTKnDxna8KXFe12o3tW3LIj0XR/w72WP6lgJUD6QfJmpiza9MiKAa0bYOgTrQ/v8zTDpY1DJYHcAHt7RrniVGrU0DIJAkBTAUiApgAwEMCswEMBYQYE3A5uoQdQFIgKRCl1BoQJUELAhECthAXUoYCRWO3FK2O4bhvMzrTW1K99Qbjv0PA9xA8n161HtKCvs7Rvx4nO10jjZuFkWY47kqsT+V1OmX9xAquw7baESzICMPHxF5Jw7v4eX8v04IW7gCefmeTreXv+P/EyfTY4+DxOdenB0cc94HHicsnrwdbGRm0fica9Ed3CRmC93GiJI1t3az6rK/I//nzN73duXiabkXuPaNbPgzc5Yt9nNQ0O4+f5jL2s9ynIcUkFNbB8/Mzbrw1OfLgdX6jaLGqUFQw8gxJyls1w5KUPYNgGW1PJrMUmo74OpJV7VeDUwb6gYqSPS4lekGudznpuNIq8xpuKWrDEjX95NLY5XUcMgEryZZXPTHjYpsJ7t7nS5JMWpengL77mZk1ZFbUPjOG2fkH3E1GLHpOm5frVILSWJGiT7TX4rH5jpKpTga1GtLvassyvvY1943pvzFwt0u22N/3mpftjX0DXjWlYkE+45JjuZuLj51p7n1rTb8/M45V3xnDiZ76qKjWxzuYdZXnMsEv8bm8XPNzWA7iJ1ees1w48+JvBw6l4YEusLWCtQSw1s+07Y3Xh5spvy2WY/qei1lfe6KArAfp/ednmrRfa3Unw/VYo1JKFjK569xoo6XkOezGsDljyR5E1pnbOy2U5a411wN4Y9tlR2Br2Y+8lWfZqMW2zNJvQMAP1Dxv7xC/htpwMi7K9dMUMqeETwZrTLr4bFXryLKTj21nVncfK71Ky9CbhYgprQ69iR5E1tnTp1qQig+QJpDagTUCQBABEAGAhgKYCGAhgKRAUiE0ECagc4QgwARChqU0HbIJ26gHUGgKwhGWULqUSACARowKfSUHgcyNOZk4NL5DvZUre44mNNbY8jp+BZaGWk7H1EL8yaXbidcxhkOhantcnQReOJny0v6fWtVXooAOzjQM8vWnL3fGu8SWqUySPmcvT0Ty6GEONH3nPJ6sK7mEQAON+0416Y7mH57PmZarrYrhRtuf2mozY3CwBQx5HmdNueiW5IJ+nwfiS5ExZb8lQpQcbmdlnt5zqlm7VbfHAnXHwxZprwyjqqgjcxcTbc2LXYB2zOmpkz14arY32liurgUr3KD7+8snJbw9GmFQVXwd/M9P6ceX9Sly+lUjGa1SnA3xJl0527XDrW5aeZyql3rg7nls09ivEwEVvIP3MdrOWWlmXkY2MPqZQf3mpPpz7nDz85bOE5341Ndq9zq9JJVVVjrjncmV9LJxt2VsZBsNtQORM8zldSlbIRiO0DfwZdypqwhyNHe+fiTaq7M1Tte4b+TFyXtczJb6To8znt0jkZrnRHuY0ri5DbBPxOkjnm5p4fc6PNbyzZI0x0PM6YOHUZcZBXYW1vnxOmNcMo2C/IVWWkN6jnyJ2lcMpErvvyGt9XXqVKAe0cE/95py8OkMtKOnECwCx+BokE/O9Sxm+VeFi49OMAi917gsxH8g+B95rUZ3V+Fh25RB24rfgk+QZNbNu/wBI1jWmioFhrTaG+ZuM1r6iteRXTQ9gWuqwPkHXOhyBLakjt44qetbKu0qw2CPeaZXagHUAQAYAgSADAQiApgIRAQiANQARAUiANGEc4CEGBNQqagELAnbCp2wAVhCMsCthNIWBIEKgyKS2tOw9w8c7kquO2Vez2olFaBf5j7iZXTkPTVbZZl25QRu3hG9v2k8NOL0vPobPtVH7Q38pPJ+4nn6uO8dvV8fLty06lw3eG+RPN6e6eWig9r68AzFd8a72DYO1QR4nHJ6ca7eHai63/f4mWnQosUtxwD8xKtaPzBUdqkssvczWRsjbkVg79wfaY/partR2G/eaTbn5VBfYIm8bos25x/MUN/CO9e0742V58sMp4asbrt+OAt1TfvM3Gelnd7dCnrWLkkgOFf3BmbhYszm3RovOhppHWadKvqDqoHcePkzffUuEpLuoMVI35+8zcqTCRx78nRLM4AmNbauUjDf1m9gUxUIU+XM644SeXC3LLwyU4uXk9xt7T7ktLMmr02zFwERu6zll8D2mcs4uPTdKhwJx27aaTklSON/Mm00rtuDDnjf95EZLc5qd72y/MqaVnPrs1yNHje+YqxXfeCODx8yLL9uRmWMD9zNRbXOs+tSPedHLKsVtZ2Pbc3HDKs+QDubwceoi0KCrKdMRvf3msbrJzy5xh2clg6+mN+QDzv5E9GNeTNXQn5ggWMO4HuHtNeXOtOJS1N4YqrAnXMsiZV1GXHHpiojfPcreQZWHbw6rMqmuuurt0eXUe00zS4vSurmv8qGpxqtnuyK9+o4/b2l1Tbt4nT6sOj0mJKa+otyW/eaZtWdKxzjYpTRVe4lQfYRCtsqJABEAEQFMCQAYCmApgIYCkQBqACICkQFgc4QyMA6gHUKIEAgQo9sBSIQjCBUwlFZlQIDCRSXL3VMPtIsY71ROnhxySO395KscXqfTfzNa3JUOyvhviYs9t79OJmY/TVZHWgreDodvtJVi9y6qhcaM83U6euXs6PV7rqtda7G55q+hi6GFfohdmc8o64116byqE7nOx2lb6cklRzxCpZltwqbBPvJoXY/8Mcb+5+YZtXeqfc7lRW49TwIa2y343uo+qblFJA9LVijfiamTOmavBrtfbpob9puZaYyxla9XdPKtUWsqPHb8Tdky8OW7i1p1H1E2SR9pi4O8zhX6l9Gl+oyzBnLqHxccuPUtXuLDjc3uYzhiY280PSA4K6IPicLk9MmlqnvHb4EzcqsP2a1MWrsVOiPtIlos/OwZNVjuU3MWXZJlkTuZG9RRvR1OsjNyV20Bh6iAg+4ksJkpcMF7lPcP+JhqMVjd76IJ34moAtY0eOZpmublf9QfvOkcc/LJmto8fE3g4dTw4+F14X2OxXs7CUJJ4B+Z6f05Lt4/1dzTdjUB3UOx7idg74/vNuX9tr4dONkJa73Fv9AHBlZvLbRS+Tb6laMhbgb8LL5Tw6XRujXsznQOmILEeR8SzFi17HpmB+ToVOdidJGLWzt3Kg9u/IgHUAagSANQJqAuoAgAwEMBTAQwBABgLABgLKOaJEMIQRCiBAYCFMBAMBSIRWwgVMJYK2EqE1AYSVR7dyClsJXJDMfT8hfgwu1X5D0q2r5as+wk0u3lOs9EutyhZSGrU+VMxZy3LwGTiGir6l0NDTb8zOeO430stZRZh6tA5nz8pp9jC7bBWaj3DxMOsbMfIJGtTGUbxroLZqvvPgTGnRdhI9h9V/B8TXaxcm3u7R50ImLNyEWq40vGvMvadxw2yAOdydq9xuwckjZjS7K9AfjtB4g2rrxx3dvgybVrpxO49oXY9pZld8Jqe1t3RqWG+VPkzt31jsgU4FCAbA2fmO/bXZI2rgr2gDke2pmrMmO7HYMxK/sZzu2+4ldQ341Ilp2QDjR4kTuVsFHuIkS5VU7KPA/ea0xclXqgeZqRm1Tc7hf4etj2PvNGy05PeTWVCt7gS5YmFVuvY7bGg3tONjsxdo7iAOQeNSxbSWkKNL5lZcdvqsOz9yZ19OGXlz+pv20WvzsDgTr0puvP17qPE4+Rm1ZPpIiswbnuHDA+xnsfMeixUy6rNFu2tv8AwX9j9oV1entl5OUtKACqpgx2fP2kkNvfjtXFLFVSxyCqr8zq5bd7AxvQqQEDuK7c/JlStgAMInbLsTUAEQARAECQBAmoCkQEYQFMBDAQwBAEAQARAXUDliEOIQRCmEKYQhhCp7QIRArYQithAqZZQpEIggOBIpgIDASjPmYgyE2OHHgyVqOC1NmSxruq/RweONTOttb05FC/lcx6T4DcGfP6uOq+r0M9x1wneN8eJ569k8KsZyMjtPB9vvF8LPLt2VkitfZjMTy1bwufI9DtrReP+Z0kcrSLY1h7nOuf7S6Y2uqbyN//ADGl2tRyGBJ0JLG5drvV/wD5Ezps6ZAIPHiTTXbVtFgdiQJNGtN9dhTTdhE3IzYll/cdt5l0SVT9DL43z8xpeWlH7f0kgRpEv8b0SJnKLGFrO1yNHxObeldmSV9jKzpnsuL77uJqRKw239pJ7xOkjlWLK63Ri1/W43v3Pmbxx2zaOJn3dXVkoTsQeX14luMnlOV+Dhst7Wdx0B2jfv8Aec8suG8MdVtykC1gtzqc9O23MJ7WY+JdJKx5FhG+3j2lkZyrElZUljNWubhdeyDXjsqjusc6Anq6GPt4flZcaL0v8OPb085ltZ7bF/6pPHdPTY8O1vR+n5XVQy3nsRW7VbyQRJJtbw9f0X8NHA7rXZnB0NTUx0zctva4vT6HVbPTCsBrXtNsbdBahxuEN269oAIgAiANS7CkQFIjYECQBABgIYCmAhEBCICEQJqBDABgLA5IhDCA4gEQpxAYQDABgKRCEIgVlYCFYA1AYCA4EKfUIBhVTVIfIEaHlvxLgDFvrya+Efg/vPL18Ncvb8XP/qXBuJrI8nXBnhyj6mNWj6clW41scyaa9vSEDVTghh418Tm2p6hj2dgCcaGwfvOmFc8o4d2dk41f1979o+PE7Yzu8Ofay4/4gLjVTH+om70siZY+K01fiF9cnY+Zj9Ou2Or4ah1t7P065nSfHl9vTjhi00dVcr26Et+L+XedOedtuP1N6yPpBEx/xrFvSldOvrtJKl0OvBAi9HKenK/HrRV1bptzFbWasE+db1M/pz2xej1JOF7W9Kx7CPzqFdb3ozPZN8VjXUs/ir/zrpdQIHqORzyOJ0x6e/S3odSsWR+I1Yn0qdIPOz5kvRzvp1x+PrzXNv682m+lV3458ST4uXtq9KRz7uv2dvYpBP25nT/ja81jLHGc0asXrXUcdr0qavGXzZZ9I/pF6OMm3j6nyeljde2X8TdJt6N0gZRyWsucqAg+83+nJ5eC/KyzuseHC6J0G3qOQl+QWbR4DH/eTPqdvh6+n09c5PomNjJh4fooqjQ5Ye88mWW66Vbj4ocgHgLOdu2pwxdZcHtQcDfGveJyu9OZaPTr58zek2xaLnxzDLPmMEQqpGzLjN1nK6jz+XZVcwoWzvyHYVpWo2dn3n0OnjqPk9bPeT2P4c6VZZ0v/Lr+4tU/KN+n952jzvQU/hiqoqMetFPu4Go0m3Xx+lBEVbLGdR/LKm3RRAoAUaEIcCBCIAIgKRAGpQpEgXUAEQF1KJAUwFIgKRAQiApEBSICwAYCmBIHIEBhCHEBhAYQHEKMAQARCFIhSlYCFYQvbAYLAcLCjCEaFVMdQMXVcZc7BsqbzrY/eYzx3G+nl25beUw7TXweGB7TPm5R9np5bm3QLBipMxp029D0qxMqsIWHcJjXLrvh0bKO4drcke0sTzyw5OKvpdxA7W4PyJ1x3OYjxvVOkPi3+vQPpJ5Anp6fU9VnqdLvm46f4buwrRkdPvrrL6FnawnTLnl8zLuwr1GF+CemdSxmurL0urbPa3BHxMbsrtj8rqSeWu7/AA2rRsc0Zl/Za2iTo6l78pNuuP8AkM+dtWd/h4On44tTNtf52BLepZ5duj/kM8rocT/D67JpFn5tgxG9BfEk6uX03l/krLrTD1P8G5eDYla3K5fxsalnV51Y7dL53dLVOB+C+r9QVmrFelPJJiZ4+o11P8hjhxW3L/w+6ji4pvvtUDXcAnOxLl1bJvTjj/ku7LUbukf4e4mfji7Iuu7TyADrcxj1csuY4db5/Uxuo0Y/4B6ImdYt1RepF3p2J39pccsrea8/U+b1bPJB03pfT77VxcSisAf6Rx/WMbxa8+eeeVm6891X8TYv+VKcaxL+9/TRazseedyfUMMLldR5jLz8jr+d6dp0i62oEz1M30/jfEmE3fL0nTen149QOtHX9p5Llt6M/poVWc+eJztZ02DtqqJ+faRHn729TKLHZ1NYxLWPJc2N2+5M0lUMBUu/fzJSOVc3rXhQde89HSx3Xl6+eo39E/CzVZ9WZTjL69p/6zfyj3IE92M0+Vldvf1YiYl9CKAW0e4/M2w6QGvAhDAQGAgOBAmoAIgLqApgDUAEQFIgKRAEAGApEQKRKFIgIYCGApgKYCwJA5AhDiA4gMIDCFOIBMAQIRAGoCkQFKwF7YDKID6gK0Cp4FTGBU/IMDyfWcc4eebgCK7vP2M8XXw1dvofF6m5qrFOlVhs6nle90ekZnoZAA9+ZnKe28b6ex2t1YI8kSbWMOTX3IwJlmTWnEy1+kqw48ETcvLWLh5nT93pdjn0r6wfTtH39j8ievHLbl1/jzqT8t/4b/HuVgPZ0vquOce08pcDut/2M1cZXysscundZR9I6J+I16ljY7I+1DaI+CJi7nBMd8vVXZKZGEa213A7H3+0tu8dJjLMtul07M/J4/bWqkuNkn2mZlouO64H46ybD0C3KpCrkY/1A68zGV3qvX8Sa6mvtf8Ah2xx0fFdjp7a1Z9e5lt059Wbzro25Asxmqc9y62N+0vduacu3V2oxrVxunrXv6if9pceMdGU7stvNdZ6ymDe7d3Pb4+TJJWrjJOXhbutZb0ZlNmT3/mCwBA0UB9gZqSydrr0/j5dS70890/puP06n8vjJ2oT3eeSfmTLLUfV6Px8en4dnpmMEtDFRz7zy5X2652Yzh3iTpV3zOdedqqr9NN63M1FGbaVrIBiRmuC9mlLfPAnTTO1aAHbEy3iE5c/Pu7QdNqTGJldN/4W6dXd6mRf2sW2FB9hPodHHU2+V8jO26j1/TqBZSpTQ9M/Sfaeh5K6FWORYbbD3PrX7QjQBAYCBIDCAYCmFKYQIAgSACICkQEIgAiApEBTAQyhTAQwFMQIYCwBKOQpkRYsEOIUwhBEBxCjAMCQFgQwAfEBCIBEBtwFYwKWMCpoCGBh6tgjOwbK9fWBtD95jqY90dOln25bec6ff3KarBpl4M+blNV9jDLcaA/ovv2Bkb8PWdF6gLqVrLfUPE52adJdt+QhI37yNRyOo0lj6mvaWVXEtLVkhgSs9GGSzJndK7l7bEWwb3ph4nolXLHHOarZ0978W1DRk2UgEHtHIP7y2uM+DjLvGvYp+KspEUihX1+r6piwy+FfMd/D/GWO1QOiGHkE6mNPLl0MsfMdCzqGP1XDatlretx9Sk+RL2bjlu43cJiZpro9OpqwlfAG/Al7NxLlzyzX/iJK3sRrKx2j99yTGR0mGeWu3Fwcz8WZx+jHKAa13sOZqS17On8HO/y4edyLsnJte/JsssZjoluB/QTpMPT24fD6eN5nLBYgRiRoy9uo7XHXgaKTdyB4PmePPLdccspi7mLUEVR7Cccq89y7m/HoB3Y3MxtFgcklR4HmQcrqV3/hg+fJPxNYxjKuQT+Yt9Nd6HmbQuVaKV7F1M+WrxHHvfvfZPAnfCa5eXqXfEem/C+NZfgiwWLrZBB9p7enzHzetxk9ng1CjHrqA8DmdXBrAgMIEhEgEGFGEAwFgCAIBhQMJSmAhhSmAphIWFKZUKYFZ4gKYAI3AUiAsDjKYRapgODCjuEMDBBBhR3AbcCbgAmAIA3AECeIE3AVjAqYwKzAUwBqB5br+Ien5oyaxqq7zr2M8XX6ert9D4vV3NB3C+nuHkTy+Hu8tHR840XhT5HzGUaxvp7aqwXVBgdkictukY8lO7YMsVxcygFj8HzN41m8cuaaewn/AGnfHPTeNW0EqwOvBnpx1Y9GNdirJrcFuwgn3Bm+zT14zhqrRrFLLWzD30u5b0o69uPs/e1fGnQf1En6TN6ONEXOm0rd/q8gHzJ+nw5/8bDe7F+L0/NzH7aMW1z7kjWv3m8elHTLLpdObtV5+Hd0m7syURLD7b3x8zWp4XDqYdSbx8OTfeXOnY63GpOauU1FK4tt5+geT5nj6vV3xHk6nUk8ulVjeioUDj3nkyrw3LuraqacVDfI8zlWpOG8FUpCyskt7aai2/uZlHlup5TNYdcljoCdcYzlUrqGJVs8ueTGVXFyc3IZ3IA5M1ji555MrjgAe03b6c5Pb2H4CsWzEupPLo/9hPb0bvF875M1k9pWnaB7zs8ywQDAEIm9wCIURAMBSIA1CBqBIUDCFMKUwEMIUiAsAGFKRBSMIQhEAQARAXUuxwlhFimA4MBtwpgYB3AIMA7gTugDYgAmBNwDuADABMBGMComAIAgTUCjOwa8/Feiz3HB+DM549001hl23byFJsxb3xbuHQ6nzOpjZX2OlnMps9wKOLU8jmZl9Olnt6zoHURcgXu9pzymq3jdx1L0+piv95I3tzMmodpP3mkrAagzdrCblZnFQ4Z8LNzLTvjmC0WVDU649ex6sOo6nR+sZ3Rsr1cfWjwysNhh956MPkz231Jh1ce3N3G/GJya7PU6fULHHDKPB+Zr9fFw/wCPMbNZGv8AxFgV3Yt1OC3qIp9QbGgdS5fIwnhjHpdSy43LhiyPxH1TKaz0rba0tHIHEx/ycXfHpdLGTfNjktRlZLlrCzE+7HZmL8n6dL18cZqNNPSG8sP6mebqdW5eXlz69rUtS0L2KJx7nnu8uTVVhSWI3MWrIupTut7vbUzFpiP4/av7n7Qnpi6tkhKygP8AaaietvO0D8xltYRtU8fczr4jlOaTqOQEJUE/eZk23ldRy1DMwJ8k/wC06+I4eatsQCYldNOx+CcxMTqrVudC4aH7z19DL08HysNzb6QvInreAYEgAmEDcAgwpwYBgQwFMAGAIIBMBTAUwgEQpSICkQlKRBAIhSMIQhEBYCwJA8+plZMDCmDQGBgODCjuBO6Ae6AO+BO+EDvhUDQHBgQmApMCtjAUiANQCFgELAcJKjhfifpResZ9Cfxa/wBYH8yzzdfp7m49fxurq6rj0suTWCP1a5nz7w+rLtb0rJbCyjWSde0uXMTG6r2dV4urDb3uca7RXk0/ST8xsYWpBPjmalTSytCrAkcS7XTYlFWQmmUb9pdtSrB0lG/S+te0vcvdYZelZH8rbUe2pZTv0sGAVGu1dmTcXvyX1YGuW5jbFyrQtVdY32iZuSK7bC3HtM3I0zCks8m1WmsA8DiRQOqlJkPKg2dmyf1H3lhY4XVMjzrkzpjHPOqKm/LYgX+YjZMtu+GZONuRbZ61pJOwJqcM3kcevufZHEWmMWXJxxzuZjdUdzUWLYnD1kETthlq7cOpjuae86P+N8LLVKslvRtAAJPgme7HqSvmZ9HLF6Su6u5A1bq6n3B3OjibcBSYAJhEBhVgMB9wAYAMBYAMAGAsIBgSADClIgKRCFMBSIFZEBDKFgDZgeeBhk24VAYDhoDBoUe6ETvgDugDvgDvlRO+FMrSKsBgTcIBMKUwJqAQsB1T7QHFf2gWCuAroCpUjYPBElmx4jqeG3ROoEAbxrSSh+PtPB1un219X4/V7pyoyCQVtHlf+Jwx+noy+3oulZYZUG98cTGUdcK7WxavZ7zm2zFO19HyIWRatJK7A4kXS+qrR543GxrpQeCYittIHzxNRNLPyw1uaBFSKB/xKmldtagb+ZirIpZVA4EzV0Q/SfEJpWHBY/8AEsXSqz6m58DzIlYL7gFY+w4m8Ylrz7N62QO46A5M6ziOFu6qzb+/+Gh+ozML9Mwq0e3W5dmmiqvtOh7SbWRZ6PqNvXCzNrWmXIq8gCbxrGcY1p9Qn7TpctVx7dxpwur9Q6UwOPcwUH9JPE649Wxxy6Mr1XTP8QK3Irz6Sh/1r4nox60vl5s/jZTw9Ph9Sxc9A+Pcrg/B5nWWV57jZ5aCeZUQGBYpgPuBNwBuANwFJgAmELuBIA3AhMBYAMBTAQwFaBWRAUiAJR5sGEHcA7gENAYNCp3QIWhALQFLQATAIMIdTKqwNIptwD5gTUBgkB1SBaqfaBaE+0CEagUudQOb1bBr6liPQ/nyjf6WmM8O6ab6edwu3jdOjNj3granDCfNyxuN5fYwzmU3G3pGV6VyqT48SZTc21hedPU037IYeJwsd2mxAdOJlqVpqAZNeNQqxVXgHRk01GjHVO7evHmWRb9NlddZcdoOp0kS70tZCvhdj7y2VIrbaAkLJqqo9dX2GXUw326V2XAAgc6kO1me7nYOoNK2YBS2/fzKwpybe2lm39RHEumXFz7/AEqlUn6m5M3jHLOuZ6nYnPLHmarEIlbMS38xkWRclHb5k21oyo1jqij6iYHQbHWqvtHJma1I599OlY6mozkwqnZeR8iarlJqjdj751Eq3FT+X58S9ydqyg5GK3fRY1ZHwZrHq2eGMulMvLudO/GWbinty09ZPn3npw+T9vL1Pif/AFem6f8Aifp+eABcK3P8r8T0Y9TG+Hky6WWPl2EsV12CCPkTbmcMIE3ABMAFoA7oCkwBuBNwJAhgCBDAUwEIhCmApEBSIC6l2PMCEGBNwJuA24B3Am5QIQplAkqiIDrILAYDiFOBuA4XcB1SEWqkKsCwH9oCP4gZbTAzOdyjkda6T+eT16ABkp4/84+Jw63S7puPR0Ot2XV8PNVWtVdsgqynRB8gzxa9PpS+49X0zJXIpA3zricMo745N9OVtDW/keJix0jXj3aq8yNLUsDv8CHScNVLcnQ37Sxa6mEhYn22Ped8HHPJ0AgCduxqdNOXcrsVWB3rY/3k0syczIr7v4isAdzlY745enOtI+rtOxOVjpz7ZbbNDQ95nSxXRb3lgT9Cjmac8uGU2jLyGbeqahyfmak9uWV9ODm5JyMlm39IOgJ0xmo4ZXdGnGd2BbkzO25G9MbsXxzM7a0Upr2jarMKltm3Wt+IpppbTbkVmyKvpRQOCeZpiubkVBckES74Ys1Vor701JWoVqPbUm10Io2PEmzQHGBHiNmmezE0eBr7ibxzsZuG2vC6v1HpxHpXEqP5W5E749fKPN1PjY5PQYH42VtLm09h/wBS+J6cPkY3y8mfxcp4ehxOpYuagai5G37b5neWXw82WNnlo7pWQ3ABMAEwBuBAYB3Am4E3AkAEQFIgI0IWApgCB5fUqBqFHUIEAiEGBNzQMBSJFAwCIDCQ0sUwqxYFqCBcogWBYDgQDvUCd0BHPEgy2mUZXYDkniBz8vrvTsHZvyUXXtuB47r34s6Ll5S/lmb1SdMwHDTz9Xp75j09HrXHi+G/o2f6bhe7g+J488eH0unm9O1gatLl8LwwnF320pYRUrKdzLrjdtNFhf3k067dLDYchvf3ljNdanKQa4I0NTrjm5XG1pN+9eJvuZ7SMy+d6PxG4aZ8hlKlRo7mcr6bx+3HyF9NmBP072JwrvvbA/cw0PHiTYy5tpqqFKfrfzNyOWWTHlXnHxfylRHceWPzOkjz27ZMXE7j3NxJbtccdOlRSF8CZdNLjXz9pAq4zXse39I8yGmlqiqaI0ANCRVCgb58CWJTBPUO/iVnTl5NW8pR+8sTI4rIHbJSRb6QIHEy1oxo9xIAauNahdK3pOvEKpajQ8S7LFRoBB2JqVi4qgj0N3VOyN8gzpj1LPDjn0pfMaa+v9TxjxkMwHs09OHyL7eTP4s9G/8Ar/PxnIvoVkH809GPVleXLoZYuljf4hYz1F7qvpA3tTxN90crirr/AMWPw09ora+1CTokrwJtl6XB6thdSqW3EyarkbkdrSDV3QCGgEGA0AwJAUwK2hCGAIEgeYIlZDUKkAGBJUTcCDmUNIJqANQqahRAkDiBYpgWo0C9TAsBgNuAC0BS8DLl5+PiIWvuRB9zIPI9Y/xH6Vg9y0v67j2WNrI8L1r/ABD6l1IslDehUfjzJtdPL3ZF2Q5a2x3J9yZGo3dJ6W+bZ6jcUods3iSq9XhZC9oNb7VDoHc8mfF1Xu6d3jt6jpXVNjsY7HwfcThnjrl6sM98V1sS8Cz0w21/lnOx3xro1bR+4eDM+HWV0KrlI42DCtldxUAKQRLKmloyLGPI/vG6cGS5m+ltf3llS6JbeV8Age5k2MlgDCRrbn5F6VbYkaX2iYplk49l9mTb3jyfB+J08OFy2srxO7luSfJMlpMdNddIHAmdt6aEr0PEC+rENraPAhNtYx1TSoPpH+8zViq+vuBPtCuay9u+JYNKIEq8c6lZc22rvyASPeEsWNUDviTbWj1171MqsNXHEBAm4AZBrXvCqXr9iJFUtVqVFLp8iXbNjFkaUe03K55RiNdQqfIym7KFGzvxPb0ulbzXzvkdaTiPFdd/EDZj/l8VFpxl8BeO77merUnh4t281wg2zzKNOLn5nTnD4mTbSR/oYiNmo9d0T/FnrfT+1MztzKh/qGm/vLtmz6fSfw9/iF0brwVFvXHvPmuw6/tA9QrgjYIIPuIDBoDbgTcAEwEaEVmBNwJA8wTKyG4AJhQJlQNwDuUESBhCm1IBqBIURAIMA7gOrQLleBarwH74FORmU46lrbFQD5MbHh/xP/iVj4Hdj4AF1vju3wJNrI+adV/EHUOr2F8m9iD/ACg8TO2tOaTCk3zKNODhvnZKUJ7nk/AkHW61lrhVr03F7dINO6n9Umht/DZ7sA++m1PN1vL2fH8O3RY1R4M5PS6+L1HuA506+8xcfp0xzdzF6krqAzaM53Gu+OcdbFzKmKgnX3EzY6bdGrICjgjk+YiW7XNkJr9Q2PMrO1Jyq1Pd3Dcml2pt6kgGiePiXk2wX9TL7VAT+0valzc+5LLSA3g+0u5GLvJqoxwi71M27ak0v7NfaRV1KdzaQb+TIro4+AXAZjoe5hnbX6KKgVRoD/eSkKy/HmRpmur4IO5RjOPtgdbHkypTMdb+JU0ytTtu6S1TNTscSKdKjvWplV/pgJrUM6Zlp0SYUHrELFLrIqhk8yjBmZdWLU1lrBVHkkzeONvhjLKSbrg4PUD13KY0hUw6v1WudBj8T29P4+ucnzOv8rfGLzH4t/Ei9QyPyuKFTHp+klf5z8z2ziPn+ea835BY+8KCwGPiEKD7QqAkEEEgj3ED1f4b/wASusfh/tqd/wA3jD+Sw8gfYy7TX0+tfhj8c9J/E1Q/L2+nka+qmw6I/wC8I9GG4gTugTugKxhCEwB3QDuB5cmVkpMAd0oG4E3KIDIHUyKdYD6hQMAEwJuBNwJ3QGBgP6yVjbMFH3MDndQ/FnTOmKTbkpsewMg8f1n/ABWJBr6dUf8A1mS1ZHiOpfiLqXVGJyMqwg/yg6Em2tOadnkwpWbUBCdygqJB6LHA6F0v12VDk5A+n3IEDz7sWYsTsk7kHp/wkd4dnwWnm6/l7Pj+HeK6/ceJweo42GDrKN+KQ/2MlqyOriY9w12udTFyjpjK6uPj5WtNadTFyjpNta4bnlrGMd6aOcJCRstv95O+naw5eOa7NKNb+8vfV7WjGw9L3edyW7XUPZQFYaEhEOk4hoaKHyWAAIX3PzIvh2sXAWrtDLr7fMM7bmA8a0BFqSEOtSKqCaJJMFU2KX+kckyhraFSrSjZ1yZqpGFaiSd+JlahqDaEEMtY1qRT1ptpA5q8n2gVmrjgSCiynSnZ1DUZmr7YS1xeudXxuk4zXXuB8D3Yzr0+ncrqOXU6swm6+WdX6zmdezArMVRm7UrB0P6z6fS6Mwj4/W6+XUvPh6D8R3r+GPwxR0+l6hk5A04UbYD35nX8vPeeHha6yeW4EqrG8ahCgQGlFZ/VIFJ1AI5hT1WW49gtpseuxeQynREHl778M/4u53TgmN1dGy6Rx6o/WB/7y7TT6b0P8W9J/EKd2BlK7Aco3DD+kI63fCAXgIXgDvgTvl0PNEyslJkC7lE3KJuAQZKHUyKsUwhwYVCYUhMAbgV2X11Dbuqj7mUcvO/FXTcEEvepI9gZB5nqH+JYBK4dW/8AzGS1ZHmeo/jHqufsG81r8LJtdOLZbZae6x2Yn3JkVXIpgJUKx1KK4UPJkHV6F0/83k+rav8AAp+pifH7REqvq2d+fzHtVQiDhVHgCFYG8SD2P4ax/S6eh92+qeTq3eT3dCaxehrxhdXz5nC16YrWsoxQjkSi+naEOB+8Uj0PTWDdpnKu+Lu0e3iYaq8uAwHEhIpe8BgANmGtM+a5a0N2/SB5lSNGFbW6AbEFgZDDv0nJhZEpw3vcb8Rs8Ovi0pVoDnXG5No2gDyTswFexU0OSTAVv9/aBSxJIVAWY+BCtVWP6alP1WN+pvj9puTTn55JZX50OIaYWQg71rcyoCsHxAPp/aQMidn1GRamtk6gRgAJBmtHd+wg3pwev9ax+kYj5F7AADgb5Y/AnTp9O5XUc+p1JhN18f611jI61ltfe2l/kQeFE+r0+nMJqPjdXq3qXdafwlhNm/iHET00dVPe3f8ApAHz9p1can43z/8ANPxFbrsNeOBUnYOOISOIZQpO5ABAIlCOOdyUK443ASptkiFXQJqBZjZV+Dct+Lc9Nq+GQ6ge/wDw7/i5k45XH6zULqxx6yDTD9xG2bH0fpfX+n9aoF2DlV2gjwDyP6So1myAvqy6DepA8+WhkhlAJlA3Io7kRNyhgZFWK0CwNAS3IrqG3cL+5hXG6h+Lum4APdcGPwIHlep/4kO/cmJUQPZjJtZHl878R9RzyfUvYA+wMm17XOZy3LMWP3kUsGx1KbK0iiBCIeJRWeTClYyBqq2scIoJZjoCB3+pmrpfTqun1F1yG+q8exhHC1IqFe4gfJ1KR7/p1IqxqU+FE8GV3X0sJqR3KauAR5nKu0hcqgsPUXyPaJVDEAc6PvLUjt4OOa5ztdcXYxanfjncxt106OP0pnHdYSCZC5NI6VWNfT9I+ZGbWlcFa6iGVdE/E16Z81iHSU/MlgvaD8CZdN8Ll6fXUd9vP3l2bD0+3YHGpBdUoVQSYVaG354gB/GpUU7d7BXWC7fb2jyb06OLg+knqOdueP2nSY6crlu6XrWFX7wbUOnkiRphvqAb7CZqylSvQhRZeJKis88e8jRtaXmRFDHkmFcrrPVqOnYlt9zdqIuyZvDHd1HPPKYzdfFvxF1+7r+abm2tK8VofYT6vS6Uwj4/X696l36ckmdnB6r/AA7pL9UyLlqNjVUlh9WlA+T8iVK8zl2+tm5Fh1trGPHjzBFDQEgGBIAaSitvECqn/qNCtEIMBSeYAMinxM7JwLhdi32U2A72p1GzUe86F/ixfSq09Wo9VRx6tfn+omtpcX0DpnXMHq9K24eQlgI3oHkf0lZbfVMDjwyBlAMbEkUPECbgRrUrG3YKPvA52b+Jun4IPfepI9twrzXUP8Rwu1xUJ+CZNrqvLdR/FHUuose+9lU+yybXTlM7OdsxY/JMjRYBhEAlBAhEJhYA5kDeJUK0KQ8QqvyZB2uiJTh12dQyD+garTXJPzLErBk5FmVa11jFmY+TAqAkVbjJ35NS68sJMuI1jzX0WuvtWvXxPn19OOtj6KgeDOddYvsq7lk2aYav4ORo+DN73Enl6Xp7K/bxucrHaPQYvYANDmc2nVrdeyXbOi25KKoXf7yWrIl9+69j25jKrjFuNaCA3yJZUsDIbfPxJSMDNpiZGzggsDv+koY3KnnWz4EIanEyMvlt1V/J8mWY2pcpHWxcWvHTtqXXyfmdZJHK3flceBFoqsG1kaikj2+JNKzZFRYeIpKoC64mWldx7eJKsipNkzK0L7fTTxzKzI5+XlCioszf1lkLXx/8Z/id+tZjY1Fh/K1N7eHPzPp/H6PbN3y+T8rr991PDzROp6XjJA9Z+A9FuodzqF9LhAdO5+BL6ZryZ/W+x/MYUpMAe8CQJ7wA0BW/TIKaR9RP3hWiVEMBH4MgI5EAFPiRdh2wu12Ll5ODaLcW+ylxyCh1Knl6On/EvrtVSozVWFRruZeTHcna+mkTTGgMIUwoQKMvMpw6zZa4UD5hXkOp/wCIFdbFMVO8j3ja6rzPUfxVn55O7DWvwsztZHItue07Zix+5kXRNyKkoMJtNSggQg6gTUBTyYUwEAmEVtArYwq7BxGzclKV47jyfgfMha6PWcn+KuCnpmrHHaGX+aCOceBAirCtvSafW6nj1/LCZz/i10/5R9Eek1gAieCvqRtxfqUfImK6Rt7SBMtMeZUDpx5EsrNbel5fbrmSx0xrv4uWQRvkTnY6OjRn9wICn7TJoHvUgd30k+Y0A+QRkIDvsK6jR6bKX0o7D49oFllukOyN/eQ0yM/foA7+ZVX147sOBr940bdDEwq6R6jAO59z7TUmuXPK28NgcnX/ABNbZ0cKxGzxAMqqmOiYaBUhm1HQFTKyxXJpS0zY3Kw3bYcTnXRF+he5oSsWZkAAmJB80/xA/FDVj/LcV/4jD+KwP6R8T3fH6W/3V4Pl9fX7I+fDie98wC0ITcD1H+H1pHUsmpQDZZSQvcNqPuT7SzwzXmbh2ZFyb3pyN/1hSwJAEAbgAyBHP06gLVxCrgeJUQwFeAqmQWDmBCBAHbAHbIr7uVm3MhEBTA43W/xHi9IqPe4L+wEbXT5r1z8Q5PV7mJdlr9lBmbWpHK3I0EAwiagHUoIEIOoBgSApMCAQH1AUwEaFVMZFdnG7uj4ZdkH5i8fTvnSyo5jfq3AJEBkEK6v4bXu63i7/ANUx1L+106U/dH03NoB5Anz98vqTwpx19NuZmrHXqrWxPvMtbZczGIU8f1gYsQ9tnPH3lpi7+HW76IbQnOu0dXHxMgDuS1RM7LVtvTrW0xs7m+NSGyHp95KnvGz43KbWJgXp3H8zsj7SLtsp6b3fXbklxrwI0nd6alorrA7BzBtdWTvxsyjTXWxHPH2lkZtaawEO/Jm4z5OAW+0HgGUCUVNqRQLdmifeDW0O2E0yyZA1sGYybxZXq99TGmrWPIs0p+JFeQ/Fv4hr6RgWXE/XrtrX5adul0+66cet1J08dvjV2RZk3Pdc5exztifmfWxkk1HxMsrld0haVAhA3zKj0P4FtcfiCqoOyV2oy2FR/LqIlcbqda09Uy604VbW7f23CxngCApMCd0AbkCsGYhVUsT7AbMK6OP+G+q21iwYdiqf9XECnJwcrCbWRRZV+44jYz7lQrGAgPMgtU8QGlEIkAMD7u00wQwOP+Ies19IwmsLDvI4ElrUj5J1DqF2fkNdcxJJ/tIrLIqQDKCIB1CCBAkAiAYAJgLCmAhBMBWgVMYWLcNK3t77QTWnJHzIq261r372YkDhQfYSoosPMEMBuBYo0IHV/DB11mk8cTl1v4u/Q/m+nj+ImyfHifPr6StFDv2yNOlTS9aAgbAk2q21Ves/tIOTj0j8w6HxFpHTxkuoOhsrM10xdrFtsKr2jcw22FMpxsHs/eE4UhsjgtyV4g4BUyNs6s3J5EjXDVj15S3AHkGE4069GKeAzATcxYtWnsrBCL44H3+8b14WT7QW+xP7xtdLEOz4P7zUrNXA8eeZWRKADk8fea0ztnZ9sVQbMjf9mro3y55mpj9s3P6G11rOh7RboxlrFY3cxbU5Xl1k0yX2HtPOpBweqZiY9Z50o5JJiY8rt8U/FnXW631NmVv/ALer6UHsfkz6nQ6fbi+N8nrd+X4cSd3lowBKIIR0Pw/emN1vCtu7/TW0dwRtEj94hfDR+MqDjfiTKJUr6urApGiAYSOLuFAmApIEiup0z8M9V6rV69GMVp7ghts+kAx58J48umP8PeoNpfzWN3lu0DfG/wB5dU7o9B+H/wAPt0npnrlcWzIVihccvr9j7SyM5XfEbMOy62ux8qp6yp0Njib3KnMWv6WTW9NyI2gNow8//Go7YndXD6t+Bsa+sXdPf0LXfQRzpG2NjQ8ic7LG5k8RnYWTgWmnJqatgdcjg/sfeRpl3AsRoRYDKCTAkbH3YmVhmzMpMSh7nIAUbi1Y+RfiTrlnWM1m2fSU6UTLTiHkyAiFGVBEA6gHUAwJAkCGUKeTICBAaUQmBWxkVUxkFyeO32hVntKimw8iBYsCwDiFdX8OJvqAPwNzj1/4u/xp+59CXJ/gDnkCeGx9GVo6YDc/dMVqPSY6bTWpF0XIxAVOjowOCS2PnaceYHpcej1qe9T7TnXSVvwaSp2V1qRqukEPb/xCKlBr7gVHzCXypqsLeoR4B4kasbKbPUYMPPzGzWppt7/pJ1zLtNECvYdjjUeWvC1agfPma0ztb26APdvU1pnZ1bZ4E1GaZqXYfUw18Ca19sy6KQlY2ToS8Q5qvZf9GwPkzO/puTXlU49t717zOmpVDsFU8SaVyuoZVdVZOwPkxDT5X/iF+JCmOcCh/wCLdyxH8qz0/H6e73V5Pl9Xtx7J5r5yAJ9B8q0YZCBJRBoGA1dnpWpYAG7GDaPg6MFel/H6I+R0/NV1ZsigF+1u5VPwDLfLOLyhMjRS0g9h+G/wrXVT/mfVTbXoJZVX6RYEE+TLjN+Uyy1xHukrF938R8cj1WBUA1lkK7/bxOsm/Dlbryn5WvSKU7j2gaJ/WD/Kfv4AMdp3rExK+1QSATusO3AKj9XcfYjwImBc2e9lqDKUtHco33cMK/5R/wCo/MvZDvrOxrye9nVFs7gTpd615VR7n95m42eGu7a+vuxWvVXbggaUg2sDypJ8AR3faa+mfqHTsHrFH5bKWtVFndrTPau+Dz9jM3DfMWZenzb8RfhbM6DY7lLLMUWFBaV1/eYdN7cZWhVqtCLAYE3KPupMrDw3+IPWjVUMKp/qfzr4ma3I+eOeICCQNKJAIgNAMCSiQJ7SAE+0AAQGAgGADKKmMikTkyDQq6lQxlFDc2ATNai5ZUOIHY/DulyHf3AnDr+Hp+N5epTL3X275nlr2yvUdBxiKQzDkzjXaPQVgKB8zK6Lfb2odmF04mbSbdWjypl2jt9HfupVQeTMVuO/XW3brQG5kjRXXrz5hUON3A87lkS1ycgti2uG4G/EldJy6nT2RgpA4iMZNzdhOtaH/M0TYFh2FVPYPkeY2uhrZQPp5+5liVYg3y3iajF/C0OiDQ8ze4zq03cdc/2EbNK2VW/UviRrelNloHG9RasxUeqpB9pF0wZeSO0gHSiSq8j+I+rU4eLZfa+q6xv95ccbbqGWcxndXxHqGfb1HNtyrTtrDv8AYewn1MMZjNR8LqZ3PK5VTubc0lQsAwByTAPGoHoOohc38EYd1VSbwrStrLwdnxv5ipPLy5bje5Few/A/4VGbanVOpVXDErdQqheH34PPtEmy3T31NT21i3v6gh9J6SgXuH08jzxOkc7wbKz+42UplZIu7QQlqLz3KAJvcjGrWSzJ5+rarvsKgdpUgcnXwJLlfSzGAmdWoI5dz21N3D6b6xzs/f7Rur2xLsyqw2kWMa+7vqrYck69z/Lr2EvdU7Yoopeu5u1zdQVDrZT558gmO5dNy1j8t2cCo7R0Ru1B8rvyxHmNM7UXVU5PqAsyWFNp6S9oDj32TzsTOrPDW5fLm5twrNmD1NMeyrICuLQxcf114MnGS8x4X8Vfh7/JMx3xW9bBZtJYAdA+dcznrXFdJduKrQq1TCLJR9qzMlcbHe1joKNy1iR8c61nt1LqN17HYJ0P2mW3ObzAggGARAYCAYEgSBJRCYoXzIGA1AIgGUVsZBSx2ZGlla8xpFwmkQniBnX6rSZlpesqLBBHR6TZ6Rc/M8/Xer4/t6jo+O2U6kjgGebKvbjNvfYGq6wvxOFdmv1uZGopuY2H7SKiYrWIdjiNpYbpR9DJaog6B4kyWeHqqbPpHvMba0sZrF+oIdQLcbIdiR2am8axlHM6un8RSRzuZrWFaul0u6jXH7xIuV06Ix2LaZgJqYpchamtVPJYy9sid1qKqqo95FWKjWN76mpus2yLwFQAADidIxuqnuVTwQfvG1k2qa4sD5kta0yuwJ2SJlpzeo56VDt7h+wmbWsY4Gb1Ish0dCI12vln486+2ZeOn1HddZ7rCPdvie/43T1O6vlfN6u72R5ICet4DQgSiQiEQFJ1AIgd/odq5XROq9MuyVRAnr01Efrf7GJ4T25P4X6UOt9UqotbsoVgbm1sgb+JJy1eOX1vHSnLrXHx7M0JQjUtUE8smyCB4HE6T6jjb7sHJZ8lX2M9EINlb+oNfpAIlt9QknmmXGZwxDW2oFDAmvuYdvHt9zLMUuTUen14gB9NnIdiO5Cp0oHzweTN6Z7qpOPXrsYV1o4IDniplHLuf9Lewk0bZ87GrWpGbHNQIARW5Kr7KCPJPnma0m+SU471ql1Q/wCn9PYTqtQfk+852R0mX2OIfW9GtGc3WKxIRNBCvuhPvEy1wWbYc11ZmrcKjn48N9wf+Z08ufMKoenHsoYs+PYhQjQBH9Zzs06b2pbCBqboWa+Q2DkOrI+gdcf8iZs3FlfMeq9Ps6T1G3EsDaVj2sRruX2M5usJWdwi2UfR/wAd9ROL001qdNYdRkmL5l7SKSARAOoDAQDKJIJAkCEwATAggHzAYCUAwKnMlVXrZkVoQSxDyoVzwZBRUNkmRpesqVYIHX6DhNl3aHjfM83XvL2/GnD6D03CXFUBRPFbt78Y69HcDs+JlvTXWC50P7wsjTVjd7gTNa06Ix+yo/T7S7Z0ydOr7s0+2jM1vw9lionpg9oJlkjlV+ww7SoAmmbGe62rG7m0Bv4i2YpMbk4t5OXkd7DQ9hOFu69Empp2MKoIg41OmMYq2wj52ZbSB3Dj2jZpPWrXjXPzLuHbSnL2fPEd52A2QHH1HzHcTFSbVTfboS7aYcvPSlD6lwX7CS1ZN+I4WV1pm2tW/wD1GYtdZh9udZba/wBR3s/Mka8PP/ibqg6V0+y9m/iEdqL8tO3Rw7stPN8jrTDG18qd3tsaywlmY7JPvPrSafAttu6krCe0qh4hE1AEBRy0Cwe8Kv6d1BumZ9WUqq3bsEMNgg8cyJp7z8HdHu6fg2stdFORnMR3seWrb9JX4AM1hPbOd9PRZGQfRWmvJyLHIRyMZNAEHtYE+86eI5+aupxVxq+0LYVrJOh/FOi/P2ESJavvDilmNOXtUtA9S8VgaYHwPtNxmwb8gVVWuodv1ACvI7v1AHwZqVnTF/mKIzKSUNjacsAVdF8Ky/c+8zbI3JaqYXtjPdaq49hQuyof0r77X237Sd69ilM1qSnrFOUGm/WdHwQvgcgSTKVbLGjMWrLT1mYrZ+sMzFmDfzLxwPmas2zLpy7MSrNrrSxqKnxlLISP1jf9pz5nDpxeWigJdUSnYPcgAofOv2mmFd2OMzHbHWtFtD+othbtPC/Pg+JLw08t+K8U9a6JVm1LYLumr23BueCfmc8p7bxrxdR8TLa/cqPTf4g53rZtdAPC8mT2Tw8k3iAkBhzAYQDKDAkCQJABkAAgNAkAygGBS52ZlTINwLl8SxBMoquOlkqwtQ4khVyyosAhY9l+CcUPU1mt/VPF8i8vo/Fn7Xtq6+ABPLXuka6qm/pMtyNmPUU9vMi6dTFp5BEyldRK/o3rzNRmuO1X5fqLa8NzM1vfD0mLcSgHiajnpZdkCsfMW6JNudZa178zlbt0mOllGP3WgmJOVt4dI2JVXrXM7W6jlJaz+r3HiZb0ZufLajSxUa2EljSskL9/3kPLHfnqmwqkkTPc1MHOvysi/Y32D7R3NTCRj/J+qdsxJ+8nlrejHFrrXlQTKzvbJkp2KSJuRm18i/GfV26l1RqUbdOOe0a8E+5n1Pj9Ptx2+L8vrd+ep4jg6noeJIRJQIBMBG+IDAcQCICPWbLErX9TsFEK+tYGPjBagqtlpj1BFdm16Z1sd3woM6SOVvl0Mb1Mr1O+wF/qFldZ7ahsAjZ/p7R7TxG5x66HHQ5Nqcrqr+FXphtefJ5E3GKr3Sli+omBWGZCWsc2Npl7Tx+8aHOty2sZVrtqsXSp2pT26ZSR/wASZZaaxx25+bn1YNFhDo17oHWq2r9QLc+f2mJN81q5a4jDVbldZa22+3tCDQRG7O4b4BM3uM9rbgW+jc2PXfj11XH07Qq93brk737fcSZf0s/snUhZRfX2MTjO3bsc/t/+5uVmxPUGPfS7Myoe0kFOP21JlNwxpMy2zAz7Fbtr3z2KSeD7CMfBYcsbFLDhfPJ8y5QxZblWj8Q2Y96th4WZUrOlR7gV18ff4nLzw3+XzzOxhh9QyKFJKI5CkjW13xxObpPADUo1deyjmdVus8gHQmYtc5vEqEHmQOJQwgGUSBJBB4lAMgEAiAYBlE3ARzIKv1GRVqjUotEqJAov9hM1YavgSi0QhxCx7/8AAqFcDfyZ4Ovf3PqfGn7I9jWm9Ty2vbI21Jsb34kbbaK+7XIko6WPX2CZSulWe2v21N74c75cK9u7PLeQJjbrrh1abe1ZdsaBma0+eJmtLq612OIVqH0+BNRlXbZs6MWrIFZHudQthmuUHgbEdxMVdmSW4VZm5NTFktFj8k8fEzZW5pS1I9xuNKpNez44ECejryJqM2q7Qqrs8yyMWvF/jnrh6X0mx0OrbT6dY+5956eh0+7J5vk9X9PH8vj+yTs8k8kz6b4lNKlCVEgSADAA1uAYBEC3BrWzqmGrBiDcu+3z5gfWbXtTHsGb6djXP2irH8Zae4PxqdHL6dLGravsRfRV6AAN/wDTrA5Uf+ZiNiWRMqsZK9d9ikVkdq3ZTH613tSEHweJvyx4c3PyWVexVGOG2gZKQCDvfv8AeS8NTdY8rOTp+NZn5ZyGdOx/pHaH3vfM5eXS8TUcHpWJb1O8ZWde3bpinqckLyQs1ampFub1KnJtoxu5Bj3KPqC9gBHjn95ZGba39PCVCxkWpKlZRbYuya2+BvyG8S5wxrodVUJg5f5igI4QsKxyKm9gPtqSF8uP0Jrs+rGdWqWwa7Xbxx8y28EmqXKx1y+q2empbHrA13ed+8ztrTetAruZGNHdWgsKu+u5YuVpJI4HUKhS3+YKxsosfR23KfYfaJdeTTj/AI3Uv1evKbJS976VZgF0U0NaPyfvMZRrH6cHZkaIzd7sx8k7mRXYZQFgWAQCIBlEgAQDJQCYAEBhAkoMCGBVY2pKqKONwLBzCLPaUCBnsO3Ey0sUcSosWEODxzCx9I/BlQXp1J+eZ87rXeVfY+PP2R66gAieavVGyoDWpGm7HAI5EhWutwsgazIftPadQaYGJL9xkVqrtLDUhppr4mVa0YaBmk0ezIYL2jzFyJioDHfiNtaWc6lRAAI0DtfiFVvs70JVikqW/aF2DLxoCGdq2XXJ5+0sjNrFluBskgATpMXO18Q/HnXP84606VMTj430J8E+5n0ujh24vj/J6nflp5wCdnmGVBgAwJABgACA0CGBr6RsdYwiLvR/iDdmt9ss8pfD6lhIQgXFKY7l+6x7Dtft6Z+48/vNuddemoMtQpxu/uUmjHfjS+7P/wCZTsiWIj2KKxd3tatpKpfrbZB9+wfyke4mts6cJwWyi9jMGHsPrY69tfMzlbXTGSOF127/ADnrVGFjPfZRQCD3nzvnREhPts6za9OPi9IwbqQ1oFtj18lV9wWiSpaZ+l42N0t7LK0bGq13OTzs/A8ze/TKvoOHRidRsXEzTlepo03Hfon/AFK39PExfqtx1er2VjpuQlTMajSRW78uwPBJ9974lnhm+WTpGFTh049VmO9tYXwvOj7E/Ye8l+mt+zY5StXtyEezv7jYUGtfB+wkqxyOrtcvQq7Wqq7b7v8ArA/Uuv5f21HtIxW/iPAwsdqmrqyrWr7CpGwPvuW69k36eZ6l1C7quV+Yv7Q3aEAUaAA8TnW5GbthVIkCWHnUAoIDiA0okCQJABkAgQCA0AiUSADAps5YSLFiwUyxEWCUA+IGYjbmZaWoOJU0sEIcCGo+nfhVezAqH/lE+b1PNfa6PGMeopbQHE4V6Y20nY+JNK1U2hRrchY0rYCNyJoHsHgGQVqNnmQX1LzyJFba6xrzHabWfpjShskyND99yhg0u00BYkQ1ondqVdFZy3mDSBt/aVmwGI+dy6Zqq1hr4m5HO1478d/iBeh9FudNG+4Guvfyfeejo9PdeT5HV7cdviHJOydk8mfQfJowykon7QJAkAGBAIB8QJAv6fYaeo4lihSVuXQbweff7Qj6og7au3KVGSm4/wD2q/zueS1Z9x9p0c3Zs0yOLSX9QK+QyHRySP0rWfZx7iajNZstrSLO56xdan8RvFaoP5B/otg25By06fhvmJknGKqTWbB3WOw/lP7j3mfbd8OZ+HKvRpyeq5K1lUBdBY/0AjnW/J38SeVvEDpyq7XdZyGFWRf/ABKcUVkjtLfHxqanPLN4mva1uqW2dWuutqQtaN7qG69a1oD2m4wPTKrMdGF1SJhsR3YyD6teQ39/ecrr06Ta7rmc9XTsrLB21tSgAp4Jbwp+JqcRm+WjGvvs6bkZOPclarSEsU+Sreyx7X0WwXf5e613KlVgWq1P5yPIMnmnp578c4Hb0QN22+pVaBpT9IXXv9/vM5tYPDUroTLa6BP6QbUCQVWH6pKLE8ShxAMpREIEKkgBgCAYBEBpRICkQKH/AFTNVYviVFogNKFY8QM45YzLS5ZUWAQhlH1AfeS+Go+nfhw9uIgP+kT5ub7fT8R6KmwgfInJ6I31NscTNVoTx95lpatuhqDSFwfMiLEYHwYNNFTjciaa/V+nQktJDK2xyY20O5FMoPtLASAByZSE0W45kbP6WuSZrTO0Pb5AmtBD86EJVbDiVztYMzIKD6ZvFzr4l/iD1z/NutmlG3Ti/QPgt7mfQ6OOo+T8rqd2Wp4jzOp3eWpKiQJ4gSBDAHvAI8QJAkBq27LUYHRVgd/ED6qXrpqquSorT2p+XV+Q1h8vW3z9p1rlt2sVvUrqVBXcQ3YoJ0ttx5L/APkcRimTN1BkakgKbUDlT3L9V7+5sX4HswmmY8516x06LaUVFd2Ad9779eOw/b3nN0+mSpKsjB6ViUhranuFmR3LrlfYD7xpfb09fTLMl1vyWssFbFV3wad+BoTpw5i1ODiih6qVsptLKXqYeRxz8czOmpfpz7VbEOQ7XIX/AOi7H6u5fZePEkmy3TkZav1bJQ0L24lShR79xHg8zaflszHow+nL3h2yLLQEb+XtPBHHG5PY1dQNVNuFuh/U7wfVJ+mwf6f7zPtr0brdHr9Iyq6wy+pUR6hGwQOST/Ua39oyTF8mXg+NH3nN1PvcBtQjOPEiqn/VILE8ShxAMQGUCADIBAkAiIGEoMCQAfECh/1SC1PEBxEB5lCv4kFK+ZIq5ZUOIVbSN2oPuJnLw3h/KPpXQTqhV1xqfNyr7ODvY7ju7TOdd43Vt2+JmtNIs2v3kUe8gyKZT3c+8gvQH5kFykn3maNVe9cwLlkDDY59oU/doSrpB9XMqr10VA4JmozRZVA+/wASpuqmPgEQpGABMaS1mybgq8Tcc68b+NfxCOldJuuRv4jDsQfLGd+lj3Zaebr59mFr4mWZ2Lsdsx2T8mfRj41SVElRIE3Am4AgSAYEgSAwG4H0X8M9VXL6BXZ6Vqt00el2Ad9bMfBI8j950l4crNV3Om3sytTVbU7omnOue5zzse+h7+RLizku6nX6iqe41q4NdXc2jXUvkq487+82y4WciZnS7McMSW5qocBu1fdwfmc7HTbdgYllFQrydLRRUopLBV/V7b+JrtvpO6e21cwlq/yWLfe9ZNfbogd/v9fxJu+hjsrvyKrkpda6LavprWsOVYHkFvHJl7fs2Vuj0rUFuZiw0GPkbPz/AN5dG1VmG1Z9Fa2LEN2LSRoke0JOXI/E97PdhYFK9iVur+nrlT77++5mtTyX8WZV1d+CcfJFnpku1Pn0jrkbmdrJHSr6gMno1zta1SmrnfIf/wAn/vLaSPlh33MT8mc3QywLBCMsiq2H1CBasBoBEokCRQu+ZBIEEAiAwlBgSArSUUt+qFWp4hDiUHxArsPEikSQWrKiwQLcUd2TWPvMZ/xrr0pvKPpXQyFpG/2nzq+zHZQAN3Cc67RtrfS73zM1qLUsJmWjq+4F9ZkGmo7kGmsgzKr9hAD5k2SLUIbnRkXRwdnUuw41+00HBA14EBxYg3of1lliWUpvXegDuXcO2q2vVfHJjciaZrcknZ5l7ks043UsltHmalYfHvx31s9T6p+VrbdWN9J+C3vPo/H6esdvk/L6vdl2zxHmxPS8VQyokCQJAECQJAggHcIIga+n4TZ2StKutYOy1j/pQfJlkLW/H6/V03rVdlFZbAXtR61Yr6mvLTUurpnW5t7npvVKb76moysf0bLDY69ncR8b17ysuxU6ZONZ9aILAtSkP28E88Hiblc7xWImut7KhbVqxyCHIb6E+CPBks5al4b8XGW5axWN91Jr+mhWOxyvJOppldb6bguV7mcJkr6tnedjhgEXiXwg2pXQbEbuIqYkh+O2p/DBBwNH5knC1VYlSHtc8jh1bg8jgg+/zKcudkGuo7truRWJFbprh/bZmLdtSam3Lx8NDkG69n27dzb57Yqz8M9+P/mOZZdYqVKWKgNsfSvvv3JOpJyt4DqNyY/TsztHbpCFReV377kzMeXzUEkckmc3VYggWcwjKTIqvy0C0QG1AIlRIUDIFgSARAYCUGAYAgAwKW/VIsWpCLBKCYFNkiwqyRVySoYQjT09e7MrA+Zjqfxrv0P5x9I6Qg9FfmfNyfYxdhTrU5usaU/TxxI0uTwABzM1VqDmRWqteIqxfXuS1dNVaqPP9plOV3aSOPEmlOG1IaOG+0bVO8y7FikEfVABdQNe0bCNYByBqXYqZu07PG5WbWLJyCFIB1NRmx4/8W9aXpfTLr2J9QjsrHyxnfo4d2Wnn+R1OzC18eLM7FmJLMdkn3M+rI+FbsZWUlEEAwBAECQCBAB3AIEC2il8i+uiod1ljBVHyTA6efk/5ZhN0nHsRi5DZNi8nuH8oPxNeOGPN240y06fROvZPRHauuwpjXEC0KoJH3Esukym31HpmamXXWMc5l1SqwrudVIcjkTo5+Wl6TfSHD2UubO89iqv0twf95dSs70mPYarErYMbR9O2KhRYv3+4ll0Wbaqb0Wur0QVXuJXR7V5/UhIH9peE0YLWqgVg7QFCvb/ACn2YeTr5ja69OffmVVVqFb1johUVt/8zN5WM7UNcztcrqW0fSP1BTrzLxDyyZtprrFGLcq2MTXapXWl/f5mfLXEacTG9LF9MG8jX1dtisBrnwfvqaYtee/Fud+S6RkVpk1h7wKzUeXdfn7Tnk6YvnaiYdFqj5hDQMhkUi8tAtEBxAPmVAhQkCkwJAYQCJQ0Ce8CQFMClxzIq2vxERZKATAqeRUUQLRCHEDX0pe7PrE5db+L0fH/AJx9J6WpWpdifPyfYxdZNcGc66Rerd3tCxdUD7zFaX1rs8SNNSbBHxIsaEX35kotRDvcyq9Tsa3qNobXYOOQfMimWz4iGh7gW5lNC544OhIpe7XH2lQjP94Gay3fk+JpK5mdkA+/M1GOXyT8fdYHUOpjEqbdWN5+7e8+n8bp6x3Xx/m9Xuy7Z6eZE9Tw0RKiQJAkCGBDAAgTcA63AZVJIUAknwB7wOs+uh4z02Vo2dkKrBt7OOv/AHl1pm3fEcc+STIqCBIHX/Df4hbo+VVTkdtmGbAx7yf4Z+RqamXqs3H3H0fp3UabKsZ0srsx7mepXpqcgg/9pvbGtuqWW6oU3HXeQpDcfxF8e/vLtnSp6jezhC1TW/SBvhGHtz4P3jgBaSGDh7C9adhJP11/P77+ZeDkmsatTvtTtHc3aRz99GS36XX259nUDmPbThLdUABu3Q+k/wDvI00rVpCbu9bG5axF70c/OvYy+GYx9QzsLpmO9uRfjqvBP8Mhm5+P3mdrp8z671e3rGX6jhRVXtagq60u/eYrrJry56iQWQJAyHxIpa/MC2AwgGVEMKEgU+YEEBhAYSgwJ4gAmAJBU45hVlcIslAPiBUxkUVgqwQhxKrf0Ne7qKftOHX/AIvT8X+b6VgLqpRr2nzsn1sW+tSW1zMOka1rIEjUjQi6BmW400KO3cFX1jf9JnatCrs8GQi0CZVYqnzID48yg+ftAg0D5lXZuNSIVuOdcQKrdFTKOfdd2AiakSvNfifq6dL6bflMQWA7UHyx8T0dLDuy083X6n6eFr42zta7WOSWYkk/efWk0+DbuoJYyMqJAm4EgSBNwBAI5gHYUbMDr1UjotS5eXU35xwHxqyeFU/zGWfbNvqOS7NY7OzbZjsk+5kq+CwJAkBSPMDq9B/Eeb0K+oC267DRu5sYWFQf2mscrGcsZeXvelMM3EN+BfXQl5+vW3ZT5/uJ088ufhvx8nKuP8QVkWaSzu/nPgOfvJpeF2sx6CLWXZJpVwdGp/bub33LrabZ7ML8wa7shgzooTuI0anH2+D8mJDayur8upZVKlTyyc9p+4+DGzy5fWfxNh9EVSVNl9ndr8rbod3yR7czNqyb8Pn/AFbq+b1q8XZtzWdo0q+yiYt26Sac5zI0KD5hDygbkGNjxIqVwLRAIgGUCADIFPmARAcQDKDuBDAEAakFdkBq4FsoV5KKjqFMvBgq0QhhCup+HV31Nf2nDr/xer4k/e+l4i6rUeeJ8/J9fGOjjqAfvMOkjWNTKyLlAK/vI00VVgftILlQDxxIsXVKAePMirvT7+N8SU3paFCjW5GdlYSNREYePiWFgnnyAI0AD7RAHb45lFL61LE25mU6ouhyfvOkjGVr5L/iF1f811IYNb7ro5YDx3mfR+L09Tur5Hzur3Zdk9PKAT1vAMqDAkCQJAkAQJ5MBxoCBtwqaaFGZnUl6Dta6zx3trg/tLJPaWsmRfbk2my6xnY8bJ8D4i3aSaV6kVIE1Ah5gCBB8wNvTOr5nSLO/FuZUJ21e/pc/cTUysZuMrrP+Os8oFGPUONN/wCaXvTsaMP/ABEyVtr/AD+ILKihS9qz9Tj217Aj5jvOz6dJP8Relfl67Lacj1jtLagOGT2O/dvvL3T7Z7L9ON1D8f5uV9GChxvYXb+sjfvJc/pqYfbz7M1rta7Fnc9zMfJMw2VuIFDHZhViwg71AXYgZGkUa4FsAiUGBJApgLAIgOJQYQYVIAgTUgrsgSswq6VCPIK/JhTqIRYIDDxKOx+F0DdS/pPN8jw9vw/5V9Mxa/pA1Pn19bFvpX6hxMOsakr5+TMqvrr7iPiQ21qBqRFijehJWotrXtgWqTr7yUWb/vIkga2dmGihNcgyrsQeeeYRCuz9oCka3oypazZDfSfaWRjby/4k6svS8C/LY/oX6fux8Cd+lh3ZSOXW6kwwuT4pdc+Ra9thJd2LMfkmfXk1NPgZXd3QErIyokCQDuBOPMAQBAPiBu6dhV2E5eetqYKhgGX+dwOFEs5S3SnMzLc6822+wCqo8KB4EWpJpRIqCBNQJAEAQIIEgGAjagUueYVZUsC8cQhHPECoctCrQIQG4gJ/WBlY8yKescQLIBEAygSBTAAEBlgNKDAPtAECQJASwcSBUhVwlQrSUICQYU6wiwQGEqu5+EF7upn9p5fk+Ht+H/Kvp+MukB1ufPyr62LoUVdw3Obo1VoRrYgq9V0dASC0pxqSrD1qRIq7Q+Y0hhwJA2h595CVP+YaQH24iCAdvjzKiFiRCEZtcypXNzbgN6m4j5P/AIk9a/MZdfTam2lR77P/AFewn0fi4anc+T87q7vZPTxYE9j59NriESUEQJ5gSAIEMCCBq6fhjOtf1LPSoqXvtfW+PgfeWTaW6WdR6gctlpqZ1w6SRRUf5R/3i30kntjkVPeBP2gQQJABgCAYAgSAjmBV7yKvrGpSrPvCKbG1ACRFWQhWMBdQrIZBbX4gMYEWA8oBkCGBBAcQGEokA7gCBIEgBvEgqXgwq8ciVCtIK/eFWLCHECwSq9F+CKw/UbPsBPJ8m8R7vhea+oYtewBPnV9aOlRVxMq0qh9xqRTpWdyC3tJ1Cw40oI9oUFPOhJFpw39JU0IbcyDyPMmlDXPniXQndoSid/P3lSqL7D2nXmWMvP8AXeo19Owbsq1hqtSefc+wnbp491059TPtlr4Xk5FmZkWZNx7rLWLMf3n1sZqafn8srld0ommE8SiQJAMCQAYAHMC/ExXzMhKgSlex6luuK1+TH4L421Z+WgqTAxXJxaGbTa0bTv8AUZfHDM55YZFSAPeAYEgAwBAkCDgwDADcCBUx3IoKOYF6jQlRGgUOdmFPWOIQ5gIYA1CsnvILU8QGMAiCj4lEMgQwIogWAQDKJAm4EgSBIAMCrWjILh4lCtIEHmFWiEOJQwger/ACd2dcfgCeP5Xp9H4Xt9Uxavp3r2nzrX046FVRAEitATtEimH7Quja4gRhsQsBUCnzGi1G4MlhKgaQQtDUEbP7QIeOW/pCIwXW5pLWLLt0Cd+JqRh8s/xO6xs09Mqb9X8S3/2E9/xcP+z5vzer/wBI8D5ntfNoiEGUEQJAhMCQByYFlFNmRclFK91th7VEDZk2jAqfAxbu9bAPzDgcMw9h9hNeGfPLB95lRgTcCQJAntABgSBNQJAkBWPEKpbzIHQcxBcJUK5gUeTIq1RoSoJMBIEg2x+8ir18QIYBEBpUAyKUwCIDiUSAYEgSBIEgQ+IFZB8yB18QA0BV8wqwQh18yhhCx7L/AA4Tuy7z8ani+V6fR+F4r6ziKCo4ngr6MbAOf2kaWa41IoDwOIDKRyICMdGFAnjzIIX9tyKmydCRYKjXMLThtDUInDcfEsTeldhCAzUjNridXzEw8e3ItYCupSx/pOmONt0xllMZuvhPU+o29W6hfm2/qtYkD4HsJ9bDHtmnwOpnc8rlWabYN7SoEAwJAECbgRj2jwSftA6lg/ySpqF9KzMuVXNynZpUj9I+8vhm3fhzZFSBIE1AkCQIPvAECGAAYB3AkBH4hVQ8yC6sSosgU3HUCqobkVoEqA0CvfMBxqBh95FXDxAJgFYDSgSBTAKiA8oMCQJAkCQJAkBW8GRRQxEBzxClWBYBCHEoYQr3P+Gi91t51/MJ4vleY+j8LxX1fEB7eRozwV9KNq1k64kNnWvtOjCoyc/vApHDab+kikZgeYAJEgQNs8yNLF5GpA/bxz4jRswHEaW0G1okcfeakYtY8pyAOZqI+cf4ndb/AC+GnTazp8j6rPso9p7fjYbvdXz/AJvV1OyPmgnvfMowyPMokA7gQwAftAnjkwOrhgdHpGZfUj5VmxTU/wDINfrI/wCJZPdZv1HMOySSSd+SZFSAfeADAkCQB7wJAMAbgSBIE9oFTwpVHMC5BxCGJ4gZrm9oU1Q0IFu4QrGAohT/ANIGAeRILh4gSAwgNKbCQIfMBliBxKDAkCQJAggSBIAVd93IHHvIAkAPCosBxCHEBhKPf/4XqD6zf+cTxfJ8x9P4f8a+r01nj7Tw19CVtqB3Iqxl9zIF1sfeUZ7eD45kVns+ZBUX348yKK7kXa5INrPI0fEGxH0jmIWkewfM1GK5mfkKisztpVGyfgTpIzbrl8J/EvVj1rrWTlgn0y3bWD/pHifV6WHbjI+H1up352uYJ0cjSokAwBAkCcCB0cLFqxsZeo59Bsx7Ay46d2u9x7n7CWT7S36Y777Mm5rrTt3OzG9kmiSCQBzAOoEgGAIA8wIYEgSBIAaBU3mFFRAtUQiPAxue63XxIq9BxKU8IVoAEKfUDAPMgtEAjzAcQDCAYUsBhAbiUGBIEgQwJAkCQLMZe6/t0CWUgAyChONj4hUfzCIBAcQHEoYRVfRP8L0Jqsb2Nk8Hyf5Pp/D/AIV9ZqXSieSvbi0oNEakbWld+0VFb7UeJPAzWaIJ95Bhd+SCYaUF9N9plTV2nkwNNTdw3AvXxBtHPHBlRkufW9makZteF/xI60endINFTatyj2D5C+5nq+Ph3ZbeP5XU7cNe6+SqJ9F8kwEqDAkCEwJAgEDb03BrvD5WaLEwqRtmUf8AUP8ApBiclulOVkHJsLAFKVJ9KrfFa/AlZkVSKkAwBAkCQJuACYEgSARAB+8CeICsYIr94VYogPuEV2NrZhYzVAsS3zIrUvjcrImBWYUV5hD/ANIHPH6pFW+0AiAwgGBDAWAwgNKJAIgSAPMAmBIEgWYzBcmslio3yRzqBQfpdwCdBjyZFqHmARCCsCwShoWPpf8Ahco/JEn/APIZ4Pk39z6fxP4V9ZqX6F49p5a9eLXRTsbMSNXJc1SxYzKz3V8GZrcc+0dsw059/BJ8wrF6vds/EKapwDIrZXZoDRhPLXU/HMsZpLHAB5lkK5+Tbs8GdJGK+K/jjq56x16ztbdOP/CT448mfS6GHbi+P8nqd2bgTs84iVBgCBNwCBuBowcJuoZPoq61oo7rLG8InuYN65X9UzVt7en4tjt07GZvRDfzb8sf3lv0zPthkVIB58CBDxAkCQJAECQIYEgQQDAG4FbGCABCrFhDHxAz5DfTCwtK6EC8eNQiEwEaAVhT6+8I548yKsEBoDCAYAMAQHWAZRIBgSBIEgSBIDVnttQ68MOJCkv7hk2dwKnu3qRSyoMBgNQHEob2hY+lf4Z7HTjr/wDKZ875P8n1fh/wfX8Md1aE/E4PQ2oOIBK8c/7SNRTaBrzM1qMNqbBmdNORch+rXtIrmO/Y59gfMKKOD4gbaW2BA1o+hLEqm+3QM1Ga8x+L+sjpPRcnIDasZfTr/wDUZ36WHdlp5+vn2YWvi42eSSSfM+m+LRhE9pRIEJgQDcB663uuSmsbd2CqPuYHU6m69Kxz0Wk0varH81kV89+/C7+BL4Z8/wBOUOOPaRUgTcCAwo73CJAntAhgAwJAhECeIEgSACYCGFQCBaPEIBgZbztgJFh65RaIRDArMB1gPGhzZFWKeIDCA4gSBIE8wCsBpRIEgHcCQJAkCQJvXMCZXb+Zbt32kA8yKXiESAwgOJQ0LH0z/DD/APp5/wD8pnz/AJP831Ph/wAH2DBHdSs4O7aBqRqC2hM1qM1o2CDwJluMROtgyFczNYAEjzMkcK892+ZXSBSTKjoUMAISrvVIlRRkWbHJmoy+V/4ldXOT1Kvptbfw8cdz692P/wAT6HxsNTufL+Z1N5ds9PH6nqeJIRIAgEQDwBCOvj9vQ+n/AJuygPm5iNXUr/8Agr/r18mX8pd71HI1okk7J5JPvIowJvUBTAIhRgTf2hB3Am4AgSBIEgSBPEBTClgMohDgQEc8QMp+qyRVycSiwQgHxATe4DrAfmBzZFOp4kDgyhhAMCQDAIgGUTxAm5BJQYEgSBIEPiAt7d9ikDX0gSKghEEKcQhlMob2hX0z/DDX+Wt9rTPn/J/k+p8O/sfYOmMPRXc4R3s5dBV7t6MlWXRbEI8HUzXSVnyCCpAHMzVjnWnQO+Jla5ObYApO5FjjONgw0CbBmlbaz9O5WRNmveWJWHqvUEwMO7KtP01IWnTHHd05Z5duNtfEMrJfOy7sq0kvaxYmfVxmpp8PLLd2rE0whgCBIDKNQN3SsbEtazLz3sTFoBI7B+uz2WJNpbpkycm3OyrMu8k2WHfPsPiDWiwJAhgAwqCEH3gEcwIR8QBqBNQJ7QAIBgSBICt5hQ8wGWEPxqBTadAwM9fMKvTxAeEAwE94FiwG3A5siivmQWrKHECQJAMAwDKJAGpNgyibgSAYBgBoFTeRIp/aAYQRAcShoV9D/wAM+oY9OI2PZYq2epsKfieD5M/c+x8LoZ5dK54zh9l6Taj1qAQROEjd4dVWAHBkNksdfeZrcZrHAJmW3OyTsGZV5/PfWx8yLtgLA+8KiSq0Vk6ljNB317TUZteH/wASeqirCp6cjfxLz3vr/SP/AJnr+Nhz3PB8zqft7Y+eie+PmjCAfMAGAUUmBdi4l2flJi44BsfetnQAHkmBr6xmV2CvpuGUOFjHuBUfrfXLE+8t+mZ9ueJFGBIEhdhrmA2oRIBU6gA+YAPEAQDAkCQJABMBTAIgMsAngSjPeeNSEV1jUKvWENAUwABAsECbMDnSKA4kVcpgODKgwJAPvAIlKMESBJBJRIEgGQSUQwKn9jIph4hDQCDAcQCYV1ehOR3EHRDTydfy/bf6vz08p+Xu+ifi/qHSSq93rVf6W8/3nm0/R/M/wnQ+R+6cV7/on41wuqgIX9K3/Qx8/tJX5X5v+J6/xbuzc+3fTJVvJmHzpVL3Bt/ExW9sWRcBseNyDzPUbv4pG401GZT7mF2tUiXSbP66VoSzBR9zNSMefDmZn4iwcXfferEeQvM3Ma74fE62fMx4fLOv9VbrXVbss/oJ7UHwon0+nh246fnetn3Z2sAnRxQwBAg54gMW7B+0Dq2b6H04V3Y3Z1HLAetyea6SPj5MvjlL9OSi9i6EimEIMAGBIEEAiBDAmoEgAwJqBNwJuBBAggAwB7wCIDeICMYGa07IEimQQLRKhoCHmARzAceIE2YHOkUIVYhkgsEqGECQDEEEoaBIEkEiCSiQCIEgGBTZIpk8QhoBEQMJQx8QsdLoZ+px955OvH7T/Vr+3Kfl6FfAnmfvcadXKEFWII8Ee0aaslmq9H0j8ZZOHqvLZrax4b3EzcX575/+Cw6m8+hxXp6vxFRlVB0tHafvOdj8p1vi9Xo5duc5UZnWKUXbXINfeO1MOj1M7rHGvN5nW6WuJ9TuH2l093T/AMR8rPxjr+2az8Qdo1XWT9yY7X0el/ruf/yZMeR1/McaRgn7S6j3dP8Awfx8P5cuZkZV9x3Zc7/uZuR6p8fpdOfsxkcrqeR6NBAP1PwJ36WO8nwv878v9D49xx85cOMo1Pc/n4kQgGBIDKNcmB0OjYtVj3dQyrVTFwe1nXybCToACWT2lumHJyrs/JfKyLGsdzwWOyF9hJbsk1xCiBPEA+0AcQDAkCQJuAZQDAHiQT7wJAn7QJAkAQBAIEB4FVhhWU/U37QLU8QLBCJAHmARAeBIHOMilMimQ6MC4SoaAYEEoIgGARAkCQAIBgEQDABgVWHjUgZPEA6gMIDCUNCxu6M2rHnl679d/rOWrlHoFbgbnk2/fY5cH7vaVvYj95FQM3sxA+xkvLF6eOV3YnJ5LEyaaxwxnhCYrVpS0M9yp2hxzyUu+5uPJnltwepXerlEDlU4E93Rx1i/nf8AnflfrfJuM8Y8KPHidnxE8wFMBkHcd6gWV0WZWRXj0IXttYKqj5MDofiDI/LpT0KtKVGHtb3q59Z9+SftLfwzPuuV7SKMAwJAkCA6gGBIEgHcAbgTzKAZBNQJAh5gSAIEgMIAY6gU2HjmBnTk7kVekofzCJAG+YDCAwgKT+0DAZFCFiAyKuU8SsnBgTcAwCJQYEEgMCSiQJ5gGBIB9oRVYJGhr8QhpQYDCA3tCxt6Mf4zj24nm6z9X/rX8so9AF2J4n7/ABx3B1/eTw1YZSSNe81vcalNrQkb0hMUtJuRz2VmhjKqmO5qPPlWbJtFNNlhP6R7zrhju6fM+d8idDo5dW+nngxYknyeZ75NP5jnlcrcr7MPErIQB5MCz9CQOp0xqel9Lu6rc7Nff3Y+PUo12nj6iZZxyzebpxlB8sSWPJPyZFNAMA/vAkCGBIBgSBIEgA/eBAYB8QJAECQJAGufEA6gGAjGBnsbgwpEkgvWUNCAYEgMIBgVk8wu2OQLCwJFXVniEqwSoMAwCIBgQQD7wJKIIBgSBBAMBGBO9DfElIFfIgPKIPMgYSht8Qsbuia9d/6Tzdd+s/1iz9TLb0KmeR/QMaccjWo06bAjUzrSaQExybA7ksS0pl0zaRjGnPKqnabkeXqZOT1i8aSkHzyRPT0Medvx/wDsnyuMehjfzXNE9T8iJ8Qge8B1HMFaum9Ot6v1CrCpG97ZyfCqOSSfiE3pZ+IeqDq3UAaVSvFoUV1JWNKNDRI/eW/gkuuXOkBAMAwDAngQJ5gSBIBgCBNwATAm4BgQQIIE1AkCSg/eQAwK2MDNYeQDIooJRcohDQAfMCAQGEAk8QMrue48ybVRABhYEimRtGEXgyoaAYE3AMsBgSAYBECeYEgEQJAAG3A55hSV8DUkDmVAgMIDwrX0c6yX/aefrv0/+tXXVyeiU61PHX9Dxpw3EOmx7uI2bA8CQKTDFpTKxSOYjlnWexveajx9TJwMqw3ZDv7b0J7+njqP5r/kfkfr/Izz/wD4rE28KEwCogOxCLuEdZrK+j/h4BLu7M6mFcdo16SAkEE/eXwnFriKoUACRRgGFNCJABgGBIBgCBPtAmoA1AkAwJKDABgQQDABgKZBW54gZXO7P2kaXViVFqwgwBAIgNAWzhYGXtJ5kVUYAMLAkVIF6HYErKwQJAMAiUGBIBgH3gSAdQJAkAoF9VO8ErvkDzAq0FsccgAnQPmSKeVA94DCA3tCtfSBvKYfacOv4fpf9b/81j0KzxP6Dibcje03JtrYkwWpqWBG8w55K3MscM6wdQv9HHc+54E7dPHeT4X+X+V+h8fLL3eI4gGhPc/nlN7QhfJgWKNcQjpdCwLM7qHrClLMfCAyL+86XtB8GWfkt44ZOrdRbq/Ur8sqqVliKkUaCLvgCQjLqFGEGFSEGBIEgQyiSCQJABgTeoEBgGBNQDKJ5gSBN8QAYCGQVWHgwrMh7mJki1oSVDwgwBuAw1AaBXafpMLCKPpEDLIAZFCRU94FtXiVKslQwgECAZQRAkAwDAkCCAYRIEB0yn4IhQvUplWq2993vJFQyokArAfjUK1dHP8A96f2nDreH6T/AFu6+Tf6eiGtTxv6HDCRuJ2yWNaQiTSWAeJUtKxhzyqhzqajy9SuN1a3vtWoH9PJ/eevoY8bfh/9i+T3dTHoz0xT0PzSEwCo5gO7BF3uEdbqK1dF6NVg1WseoZR7srR+layPpX7y+E83w4ijtAAkaNCJuBIUYQRqBP6wJAhgCBDAkCGAPeAYBEBhrcoh5hE1CprcgB4lCkyBCRAz3toGFiukcCSLWhRKhoRDAkBhxAIgVXn6YWCBwIGIyASNJIBAuq8TSLNwhoBEoOoBgSARAMCQiQqQDCAeBvetQDkkHKZhY1mwD3ESNB7SokAiA58QrR0k6zh+049bw/Q/67f/AFP/AOPRjkTxWP6JLsw3I6Q2yOIa2G4NlPMjNI5ljlnWe1gASfYbm5Hh62cxlt9PO22G+17D7nie/Gamn8x+V1r1url1L7oTTzAOeIFyJxCOr+Hem/m8uzOyKFtwMME2lzpe7R0PvzLot05ObnXdUzLMzI7RY+hpRoADwAJFnEVQhtwqa3CJCjCCIAMAiAIBgCAYAgAwCIBH3gHcoMAmEDcKUwFPEgrbxAy3n2krUNWPEouWGTbgQQCIB94BgU2/qAhYcCBhkWAZFCQSBdV4mkp4Q4gH4lB94RIURAYQiGADAIhaMIggBvBhYbJ/6q/+gSRSewlRIDDzAsPiFXdL/wD44ftOPV8Pvf69/wC5ekXyJ46/ouB18SV3xE+8zVLKgGRFVnmV58/LLlf9Kz/0mdMfMfM+d/4c/wCq8/X4E+g/mAnzACeYVePaVl2MX/8Asjq3/wDt1/8AEs/ixf5z+nnx4mXSiISG9oEECQsSEMJRDIIPECe0CCFQ+YQPaAPaBDAPuIgjeZUH3EBvmUT2mQphUaUK3mQVtAx2/qElaiyrxKVcPEMjAI8QVPaA3vAkCl/+oIX0shH/2Q==)
Arnetha Ball
(Crédito da imagem: cortesia de Arnetha Ball)
O Praªmio Roland foi criado em 2004 com um presente de Miriam Aaron Roland, '51. Todos os anos, o Haas Center for Public Service homenageia um membro do corpo docente com o praªmio, que éaºnico em Stanford por seu enfoque no papel significativo que o serviço paºblico por docentes pode desempenhar no ensino superior - beneficiando alunos, comunidades e os pra³prios membros do corpo docente.
A entrega do Praªmio Roland, que foi adiada por conta da pandemia, seguira¡ a Conferência Raa§a, Desigualdade e Linguagem na Educação , na quarta-feira, outubro. 21 .
Por meio de seu ensino, serviço e bolsa de estudos, Ball busca melhorar o ensino e a aprendizagem em salas de aula cultural e linguisticamente diversas. Sua pesquisa abrangepaíses com sistemas escolares que atendem a um grande número de alunos historicamente marginalizados, incluindo Estados Unidos, Austra¡lia, Nova Zela¢ndia, áfrica do Sul e Espanha. Sua pesquisa ilumina fatores sociais, culturais e linguasticos que moldam a aprendizagem dos alunos - por exemplo, tradições de expressão oral e escrita em comunidades afro-americanas nos Estados Unidos.
“A bolsa de estudos e o ensino de Arnetha Ball inspiraram e instruaram uma nova geração de educadores a buscar soluções para os desafios educacionais mais urgentes, envolvendo as comunidades que servimos. Seu trabalho e atenção aos alunos mais vulnera¡veis ​​tem sido transformadores â€, disse Daniel Schwartz, I. James Quillen Dean da Stanford Graduate School of Education.
A crena§a de Ball de que os educadores precisam compreender os contextos culturais e os ativos de seus alunos a inspirou a estabelecer o programa Raa§a, Desigualdade e Linguagem na Educação (RILE) na Escola de Pa³s-Graduação em Educação de Stanford, um programa que ela cofundou em 2017 e atualmente preside . O programa de doutorado interdisciplinar expande as oportunidades para alunos e professores estudarem os efeitos profundos da raça, desigualdade e linguagem no aprendizado e desenvolvimento dos alunos.
O envolvimento da comunidade éfundamental para a aprendizagem
Os compromissos de pesquisa de Ball influenciam profundamente sua própria prática de ensino, onde ela incorpora serviço volunta¡rio em escolas e organizações de atendimento a jovens em todos os seus cursos.
Como escreveu o doutorando Quentin Sedlacek: “Daª uma olhada no curraculo da Dra. Ball ou entre em suas aulas e vocêvera¡ que seu ensino estãointimamente ligado ao serviço volunta¡rio, do inicio ao fim. Esses compromissos voluntários não são adicionados aos cursos acadaªmicos; eles são incorporados desde o inicio - oportunidades para que os alunos apliquem seus novos conhecimentos a serviço de outros e, assim, construam seus pra³prios entendimentos mais profundos e significativos â€.
Para Ball, a melhor maneira de os alunos compreenderem os ativos culturais e linguasticos dos jovens étrabalhar diretamente com eles. Os alunos em seus cursos de educação frequentemente se envolvem em atividades memora¡veis ​​com os jovens fora da sala de aula - seja imerso em jogos no Boys and Girls Club local, compondo canções de rap sobre o sistema digestivo na organização sem fins lucrativos Mural Music and Arts Project ou executando um programa de redação para os jovens de East Palo Alto.
Ela explicou: “Queremos que voluntários passem tempo com as criana§as do lado de fora no pa¡tio da escola, va£o a jogos de basquete, sentam-se e jogam jogos de palavras ... para que possam entender que as criana§as tem muito sucesso em comunicar suas ideias em ambientes não escolares. Por meio do aprendizado engajado na comunidade, os alunos de Stanford tem oportunidades de trabalhar com jovens e criana§as que podem não ser considerados 'grandes realizadores' no ambiente escolar, mas estãoexecutando os programas e demonstrando liderana§a de grupo no Boys and Girls Club. â€
A prática de ensino de Ball émoldada por seu trabalho pioneiro na formação de professores, no qual ela desenvolveu um modelo de aprendizagem que ela descreveu como “combinar teoria, melhores prática s e trabalho real em comunidades com diversas populações de maneiras que facilitaram sua própria postura tea³rica e pensamento generativo. â€
Isso provou ser uma estrutura poderosa para o ensino de alunos de graduação e pós-graduação em Stanford, muitos dos quais permaneceram envolvidos com seus parceiros e projetos além do curso.
Na verdade, Sedlacek observou: “Eu conhea§o vários colegas cujo trabalho de dissertação surgiu de projetos que eles conduziram nas aulas do Dr. Ballâ€.
Ao indica¡-la para o praªmio, o doutorando Efrain Brito escreveu: “Dra. Os cursos de Ball são organizados em torno de questões fundamentais e duradouras na educação - envolvendo os alunos em pesquisas baseadas na comunidade, pesquisas baseadas em sala de aula como uma ferramenta para a ação social e levantando o panorama da educação urbana nos Estados Unidos. Seus cursos equipam os alunos de Stanford com estruturas, estratanãgias, ferramentas e compreensão de que eles precisara£o para enfrentar esses desafios. â€
Servindo como mentor e modelo a seguir
Ball ingressou no corpo docente de Stanford em 1999, após sete anos como docente da Universidade de Michigan. Em 2019, ela foi eleita para a Academia Nacional de Educação por suas contribuições a pesquisa e políticas educacionais, e recebeu o Praªmio Escolar Distinto do Conselho Nacional de Pesquisa em Linguagem e Alfabetização. Ela também ébolsista e ex-presidente da American Educational Research Association e ex-representante dos EUA na World Educational Research Association.
Em 2020, Ball recebeu o Praªmio do Presidente de Excelaªncia por Meio da Diversidade , homenageando-a “por dar aos futuros educadores as estruturas, estratanãgias e ferramentas de que precisam para servir a diversas populações de estudantes e por inspira¡-los a servir essas populações por meio de seu pra³prio entusiasmo, energia e compromisso inabala¡vel com o aprendizado de servia§o. â€
O sucesso de Ball em seguir uma carreira acadaªmica enquanto mantanãm o compromisso com o serviço volunta¡rio inspirou uma nova geração de acadaªmicos.
Efrain Brito, um doutorando no programa RILE escreveu: “Como um de seus alunos, fui inspirado a dedicar minhas próprias atividades acadaªmicas para integrar a comunidade, o servia§o, a pesquisa e a educação para o benefacio da sociedade. A crena§a do Dr. Ball no aprendizado e serviço engajados pela comunidade forneceu um roteiro para este trabalho e alimentou meus esforços e os de inúmeros outros alunos â€.
Refletindo sobre a importa¢ncia da orientação na bolsa de estudos engajada, Ball observou: “Cada um de nostrabalha pela mudança social como parte do mosaico de todos aqueles que trabalham pela justia§a. Independentemente da idade, gosto de ver a luz se acender nos olhos dos alunos quando eles percebem como são importantes e poderosos no empenho de tornar este mundo melhor para todos â€.
Brito concluiu: “Ela étreinadora e professora, defensora e defensora, mentora e modelo - o ano todo. Seus alunos sabem que podem ser instrumentos de mudança na sociedade e querem ser esses agentes de mudança â€.