По итогам заочного и первого очного туров регионального конкурса «Учитель года России – 2017» определены 8 финалистов, которым предстоит дать "Мастер-класс" и принять участие в "Педагогическом совете". Я в ФИНАЛЕ!
Список финалистов
13 апреля 2017 г. давала урок математики в 3 классе МБОУ "Средняя общеобразовательная школа с углубленным изучением предметов художественно - эстетического цикла №27 имени А. А. Дейнеки" г. Курска.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAtAC0AAD/4R4ERXhpZgAATU0AKgAAAAgADgEOAAIAAAAgAAAIwgEPAAIAAAAGAAAI4gEQAAIAAAAPAAAI6AESAAMAAAABAAEAAAEyAAIAAAAUAAAI+AITAAMAAAABAAIAABABAAMAAAABCiAAABACAAMAAAABB5gAAEdGAAMAAAABAAAAAEdJAAMAAAABAAAAAIdpAAQAAAABAAAJDJybAAEAAABAAAAdfJyfAAEAAABAAAAdvOocAAcAAAgMAAAAtgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAAQ2Fub24AQ2Fub24gSVhVUyAyMTAAADIwMTc6MDQ6MTMgMTE6NTU6MjAAACSCmgAFAAAAAQAAEs6CnQAFAAAAAQAAEtaIJwADAAAAAQDIAACQAAAHAAAABDAyMjGQAwACAAAAFAAAEt6QBAACAAAAFAAAEvKRAQAHAAAABAECAwCRAgAFAAAAAQAAEwaSAQAFAAAAAQAAEw6SAgAFAAAAAQAAExaSBAAFAAAAAQAAEx6SBQAFAAAAAQAAEyaSBwADAAAAAQAFAACSCQADAAAAAQAYAACSCgAFAAAAAQAAEy6SfAAHAAAJEgAAEzaShgAHAAABCAAAHEiSkQACAAAAAzAwAACSkgACAAAAAzAwAACgAAAHAAAABDAxMDCgAQADAAAAAQABAACgAgADAAAAAQogAACgAwADAAAAAQeYAACgBQAEAAAAAQAAHVCiDgAFAAAAAQAAHWSiDwAFAAAAAQAAHWyiEAADAAAAAQACAACiFwADAAAAAQACAACjAAAHAAAAAQMAAACkAQADAAAAAQAAAACkAgADAAAAAQAAAACkAwADAAAAAQAAAACkBAAFAAAAAQAAHXSkBgADAAAAAQAAAADqHAAHAAAIDAAACsLqHQAJAAAAAQAAEIQAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAAAAPAAAABwAAAAKMjAxNzowNDoxMyAxMTo1NToyMAAyMDE3OjA0OjEzIDExOjU1OjIwAAAAAAMAAAABAAAAvQAAACAAAABfAAAAIAAAAAAAAAADAAAAXwAAACAAABDMAAAD6BoAAQADADAAAAAoBAAAAgADAAQAAACIBAAAAwADAAQAAACQBAAABAADACIAAACYBAAABgACABIAAADcBAAABwACABYAAAD8BAAACAAEAAEAAACRPRoACQACACAAAAAUBQAADQAEAKsAAAA0BQAAEAAEAAEAAAAAAIYCJgADADEAAADgBwAAEwADAAQAAABCCAAAGAABAAABAABKCAAAGQADAAEAAAABAAAAHAADAAEAAAAAAAAAHQADABAAAABKCQAAHgAEAAEAAAAABgABHwADAEUAAABqCQAAIgADANAAAAD0CQAAIwAEAAIAAACUCwAAJwADAAkAAACcCwAAKAABABAAAACuCwAA0AAEAAEAAAAAAAAALQAEAAEAAAAAAAAALgADAAQAAAC+CwAALwADABEAAADGCwAAAAAAAAAAAAAAAAAAAAAAAGAAAgAAAAMABQAAAAAABAD//wEABgAAAAAAAAAAAAAADwADAAEABkAAAP9////8U8wQ6ANfAMAA//8AAAAAAAABAAAAAQAAAOAQ4BAAAAAA//8AAP9//38AAAAA//8yAAIAzBD5ALsAAAAAAAAAAABEACQAoAB2AF8AvQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAMEAAABhAMAAAAAAAAMA+gAAAAAAAAAAAAAAAAAAAElNRzpJWFVTIDIxMCBKUEVHAAAAAAAAAAAAAAAAAAAARmlybXdhcmUgVmVyc2lvbiAxLjAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAAAABwIAAJsBAAAAAAAAAAAAAAAAAAAlAQAAQAIAAGwAAAAAAAAAAAAAAAAAAAAAAAAA4QEAAHwCAABKAAAAAAAAAAAAAAAGAAAABAAAAAAAAAABAAAACgAAAAAAAAAAAAAAGwAAAAYAAABiAQAAXgEAAF4BAAAlAQAAWQIAAGX///8AAAAAAAAAAF4BAABeAQAAAAAAAAAAAAAHAAAAAAAAAAoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA6AAAAAAQAAAAEAACp////MwEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACICAAAAAAAArP///zMBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAAAAAQAAAAEAAAABQAADAAAAKz///8zAQAATgAAAK4DAACQBgAAFAYAAK4DAABkAAAAAAAAAAAAAAABAAAAJgEAAFgCAABiAQAAuwIAAGX///8EAAAAwAAAAP8BAAAAAAAAAAAAACoBAAADAAAAAAAAAEABAABtAQAAoAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKgEAACkBAAAoAQAAKAEAACsBAAAqAQAAKwEAACkBAAApAQAAAAAAAAAAAAAAAAAAAAAAACwBAADRBQAAAAAAAAAAAAAAAAAAOAQAAJYBAAD6AAAAXgAAAEADAAA5AQAAwgAAAEkAAAAAAAAAAAAAAAMAAAADAAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHfj///U+f//AAAAALb/AAAAAAAAAPT//4UAAABmAgAA8wEAAAAAAAAOAQAAAAAAAAAAAADAAAAAoQEAAAABAAChAQAAQAAAAAAAAABAAAAAAAAAAAAAAAAbAAAADQAAAGmxlzxiAAQACQAJACAKmAdkAGQAEgASABIAEgASABIAEgASABIAEgASABIAEgASABIAEgASABIA7v8AABIA7v8AABIA7v8AABIA7v/u/+7/AAAAAAAAEgASABIAUAAAAAAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAAAQAAAAIAAgACAAIAAAAAAAAAAAAAAAAAAAAAAAAAigABAAAABAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAoAEAAAAAEAAIAAEAAQCAAuABAAAAAAAAAAAAAAgAgAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAAAAAAAAAoAAAD//wAAEAASAAEBQAAAAMroSeAQ+2y+mshjhGY0UXQIAP9//3///yIAAQAAAAAA8AAAAP8AgAAAAAAAAQAAAB8AAQAIAC0ADwBJSSoA3gIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAAIABwAAAAQwMTAwAAAAAAAAACeNAAAAAPMAHanAAAAAtgAAEOAAABDgIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAAACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAAAD/4QyiaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49J++7vycgaWQ9J1c1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCc/Pg0KPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyI+PHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMTctMDQtMTNUMTE6NTU6MjA8L3htcDpDcmVhdGVEYXRlPjx4bXA6UmF0aW5nPjA8L3htcDpSYXRpbmc+PC9yZGY6RGVzY3JpcHRpb24+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iLz48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyI+PGRjOnRpdGxlPjxyZGY6QWx0IHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpsaSB4bWw6bGFuZz0ieC1kZWZhdWx0Ij4NCgkJCQkJPC9yZGY6bGk+PC9yZGY6QWx0Pg0KCQkJPC9kYzp0aXRsZT48ZGM6ZGVzY3JpcHRpb24+PHJkZjpBbHQgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpIHhtbDpsYW5nPSJ4LWRlZmF1bHQiPg0KCQkJCQk8L3JkZjpsaT48L3JkZjpBbHQ+DQoJCQk8L2RjOmRlc2NyaXB0aW9uPjwvcmRmOkRlc2NyaXB0aW9uPjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSJ1dWlkOmZhZjViZGQ1LWJhM2QtMTFkYS1hZDMxLWQzM2Q3NTE4MmYxYiIgeG1sbnM6TWljcm9zb2Z0UGhvdG89Imh0dHA6Ly9ucy5taWNyb3NvZnQuY29tL3Bob3RvLzEuMC8iPjxNaWNyb3NvZnRQaG90bzpSYXRpbmc+MDwvTWljcm9zb2Z0UGhvdG86UmF0aW5nPjwvcmRmOkRlc2NyaXB0aW9uPjwvcmRmOlJERj48L3g6eG1wbWV0YT4NCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgPD94cGFja2V0IGVuZD0ndyc/Pv/bAEMACAYGBwYFCAcHBwkJCAoMFA0MCwsMGRITDxQdGh8eHRocHCAkLicgIiwjHBwoNyksMDE0NDQfJzk9ODI8LjM0Mv/bAEMBCQkJDAsMGA0NGDIhHCEyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMv/AABEIAVABwAMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/AO7VfanFc05Vp22gCEClApxXGBTttAyPGKMU/FBWkBGRmmkD0qXbSFTQBEVHpSGOpNtIBSGQlCKaUHcCpyOaQjNICvsI6Fh+NGJB0fP+8v8AhU2OaUqMUAQZkHZT79KA+3qjfXg1KVFNKikA3zUPfH1GKXKnoQfxoKDFNMYPagYpAFIUJ7kUzYR0yPpQSw/iP40gFwRxxSHPpSbn74P6UhY/3aAFJA603dnpzRuXvn8RRkH0NACEZ60dOnFBwKTntQApJ9aTcfSnJtH3wT6YNTLLCrDaCgyOcc4+opqwmyAhxyUYD1IxTc5PWr5vIUXe0q4BLn+lQNdwMFKwmTKZzjAyfc07Im7K/HpR+NIxZ2B2pGoH3Rkkn6mlAP1pFBzSZPoaXpRketACfjRjil/CkwfpQAUfjRzRnHagAyfTNJn8KUfN0GaXy3PbH1ouA38aT8Kk8jjlsfSnCFR6n60XAgOM0BXPQE1ZCY6Lil2nvRcCuI5COQB+NKIfVvyqxtoCjFAEAiQfw5+tOC46ACpMelGKAGbfWkK080YoAZgDtQRTsUmKYhpFJin4pMUANxTcVJimkUxG+EwKULUgFLitLCuV2TDfjSlMVI4+bp3pStIZCFoK1KRj60mKQERWmlamIFYs/ifSre5lt5rgxyRsVYFD1/CkFzSK0mKzl8RaVL92+h/E4/nUy6nZP9y7gb6SCkFyyw5pMcU0TI4ypBHsacHBoHcQikxxTsg0cGkMYRSEVJikK0ARMKQjFPZaQjikMjNIRTiOaTFADCB6UhAp+OKQikBGVGaaUBqQikxTAi8vvSEOOjfmKlIpDSAiy46hT+lJvI6gj6c1LgUm0UAR+ZH0Jx/vDH86UFT0I/CnFRUZhQnJUZ9cc0AP+lIN3fFN8vHRmH45/nTkViTkk0AL9aMjoKmWMelPCe9AWINjHoKPKc/xAfrVkIBTggHagCusK98mniMDooqfHWkxSAi2GjYM1JijFMBu0elGKfijbQAzFGOaftoIoER4pMU8ijFMCPFBFOIoxQAzFJipCtJimIZijFOxil20CI8UEU/bQRzQBGRTcVIRSEc0AdAKWspfEGmdHufKPpLGyfzFSHXtJDYOo2v/AH9Fb2IuaDDkUveqI1fTZFBS/tiPaUf408anYHpe2x/7ar/jU2KuWsfnSYqAX1oel1CfpIKJLy3jieQyoVRSx2sCcCkFyRztGa8j8Ujb4huz03MG/MCvU4ruK9tFuIGLRsOOMV5j4wXGuSkDqqn9KFuDOe3+9L5h9ajI5pQMHNMRYjnkQ5V2U+xq7Dqt9GRsvJ1+khrNXNTR9alpDOy8N6reXN60U9w0ieWSA3rkV2EbE15/4byNST3UivQrdcjNS7FEgXNBWpglBjqRlZl9qaVq0Y/amGP2oGVSuaTbVny+elNMdICttpCvNWClNKc0xlcrSbfap9mTS7KBFcrxTdtWjHxTTHQIrFaTFWCmO1M2UgISKTFSlc03bQMZipIhwTTcVJEOD9aAHgU5VpwWpFWkAzbShak20u2mBEVpCtS7aTbQBFto21LtpMUAMC04LTse1OC0AR7aaVqYrTSKYiEiginkUYoAixzQRUu2kK0wIsUYqXbSFaBEWKCKftpMdqBDcUYp+OKNtAERFMIqYj2phFMDbYAjkA/WqsunWU2fNtIH/wB6MGrhHFNFdZkjMOgaWTlbRIz6xkp/I03+xIl/1V3exewnYj8mzWp3oqWO5knSrpfuam5HpLBG/wDQVFJpt+0bITp0ysCDvtip/MGtqkNILs55NNu7eBIl0y0bYoXfDcMjHHcnGT+dc1rPh3V7y6M62UhGMYMoc/nnNejUnak7bjPHZfD+pRH57C4HuIyRVV7GaI4eNlP+0pFe1nFIygryAfrSdhniPksvUU+OMg9K9ik06zlGZLSBvrGDVSTw7pUnWyjGf7uV/lUtIZxHh9SNThHrn+VejwIVC5U8+1cjoulSpqyzKF8hZGA55xyK9T0xYljTcBnIwT61zznZo0S0MVQT1Rh9RTwmevFddgUhjQ9UU/UVXJ5i5jkvKB7j86PIrqjbQHrCn/fIphsbZusKflS5H3HzHLGA+lRvCR2rqTpdof8Alnj6MajbR7Zh1kH0ajkkHMjlWjxURXmrviXTxZafJJBPIWAzj05HeuCl1G+QnbdSD8alNttLoY1Kyp7nXbRml21xy6zqKcfas/VQf6VKniDUR1aMjnqg/pWii2Y/XKZ1bFVIDHGabviJx5ifmKzbbUJbi1gmlQbm3fdHHB+tVpVSaTJt5FO1iShPY4HaolKy0Oqm1NJrY28KehB+hphTiqEFtGsZ27+meSc/qK0U5jFNO6uF9bETJTCtTsKjYUDIStSxLx+NJipYR8v40DHhakVaAKkUUAJijFPIxQRTER7aNtPxRigCMrSYqUim4oGMApwWlAp2KBDCPamkVLimkUwISOaMU/bzRigBmKMU/FGKAIyKaRUpFNIoER4pMc0/FGOaYhuKCtPxmkIoAiIphFSt0qM0CNpqaKe1MHWusyAjmm040zNIoKTPNKabSAWkJopCakYGhjxSGkY8VIxc/LTc9KAflNNJpMZyg1Saxs3ni27hcNHzyOrGrtp451CLGVt2x6of8a528kzpN4P7l+5/XH9ax1uCOhrknDmHzNHqcPxCuiPnt4D9Mj+tXoPHTysF+xoT7SEf0ryaO6bgA1pLfwKQcSIwXb8oH59ax5ZrZiuemp45QgFrF8HuH/8ArVIPHdn/AB20o+jCvNI9VRFC+bKoBHBAOBURv0l5nlYkZClFHT3pc1VbMdz1RfHOmHrHOPwX/GnHxxpGOWmX6p/9evJpbu2ZSY5WUhehHU1Re8JHWjnqvS4rnq974m0fVM2ySvIzjGwoRmucc+HZrgwRvulyRsXeTkfTrXJ6JcE65a8/xEfoaTRSX8TQrt3fvGyPbBrWkpJ2uEuWS1R1n9j6RK3AkB9PmB/X6VWfStDZmUagFYEgjzlyDW1Hb2zNloYiTwcrXmOslBrd+IgBGLiQKB0xuNdMm1szN0qfY7tILe1hhgt5vORS5yG39cegOKjTyCWJVwdrfwj1/wB2snwiIDZTNOFIEmASOmQK6oW9kBwNuR2ZhWfLfc2g1FWSKscsYhcqf+WY4JHofetOMful+lVvJtApHmNgjGDM3T86mR1ZfkIYdODmqtZWDd3HGmEVV09rw2ub4p524/c6Y7VZJoGJjNSwj5fxqKrEI+T8aAJAKlUVGKlWgAIoIpxpKBDcUYpTRTGNIpMU40YoAaBzTsUoFFAhpFNIqQimkUAR45oxSkUlMBMUUtIaAGmmkU8000CG4oxzTjSUwEpDTzTTQBGRUbCpWFRtQBtPUWeakc8VEetdZgONR55p5PFRk80mUKabS00nmkMUnFITQTxSHkVIATSN92kJoP3aljBTxTGNKvSmmkykeeXTZsNbX+5dsf8Ax8Cue833rdmJK+I09J2P/j7H+lcyH5rC2omX4p2RgynkdOKsrdkop3gOpyPlrLRyTgDJNa8etiKFIjp2nuVUDc0PJ+pzyamy6iL1lC95cQo9wiuylhlfuj+tasnhu+aPMJV/lLfMgAI69a5a+1QXUAiFlaQjIYPEhDH269KZbavPa2vkCOGSPJYCWMN/Ok4lxlHqi7vltm8hjGMgMNy5yCKieSSXkJERjsOw61XvdVkv1TzIoEK9GjjCn6GtiwFvPpzh5reLMY35YDacEZHueMj/AGfelZEXKejSAa9af7+OKLO9i0/xAbiWNpEjkfKrjJ6jvVmx1a4TXLeCImO3mmU7HjXIBwMAkZxgAfhWVqMzS6xdNKRu81lJAxwDjt9Kato0O+h2MfjWxjwTBdhRjOAv+NcVeTi5vridc7ZZWcZ64JJ5qHzigZTyTUe7NVdvcTdztPCKh9PnVgGBlwQRnPy11oPy52nJ54PWuN8LORpNyVJDCXjaQD0HrW1baq8Z8l4S6r3jYHbz0447j9armS3Lim9jX3YPQ81h6vdTuZLSCUx/KWLKcEn0zW02OxyK5vUED3zIx4MoBweQDk8fjSnsXCN3YpaXrNzp96ILiR5bZm2knnnPUV2ZbrXLWenwf2nGwZPkkyqbeigf41v3F3FbKplkVdx2qCcZPpUxasOceR2ZaB5q1Ef3YrkX8TWpYslxIoIAKmIEIe/fk/pVpvFkC20ZSPMhPzAMCFHX88c+1HMjPmR0dxM8MJkjRXI6h32DH1qrb6xE6CO7/czu7eXECdzKOhrno9Qk1U/Z53QQyuXKvKp4zgKpH5jNY+vA6Pq8N9YRSxYz87ncM+gB7devpTWuwmzcudaguvECWyXM0SbvLMgnwM46bQM9eOtdFZxpax+TE7Fck/O5Y/ma4jw4llq97dXk9rGsse0hFHy5O7Ldep/wrsosNJxQkrgu5pI2RnNPqFOBgVKKsoU0Cg0UALilx7UgpaAEIppp5ppoAjpDS0lAhKKOlHSmMQ00inHmkNAhuKAKWj2pgIRTTzTjTTQIYajYVIaY36UAazGoyaGamM1djRgh+eKYTRuGOtM3cVLKHZppNAam7qQxxPFITxSFhim7vlqWA4nijPy00nikBO00iriqaaTTQwAJJpplTuy/nUMaPO2O7UPEkee8rfkWNc5ZR289xsuboW0ePvlC/PpgV0KHd4i8QJjh0mAPY5P/ANeuPDmseoG/cW+mQWjtbasJ5RjCeQ6lufU8Cszdn6VArU8E9qTEa9jY2t1a7ptTtrdg3CSBt36DFVL+KO3uikdxFOuAQ8Wdv055qoDSHNDA1tH0ufUHZ0ERijZd4kkC/wA6dq2ntpr5aSArI7FUilDFRnjI7Vm219eWRb7LczQbsbvKcrnHrim3N5dXkge6uJZmUYBkcsQPTmjSwF/SZ2fW7AszECZAATnA3Dim6m+3V7z2nf8A9CNQ6OcazZH0nT/0IU7VwRrF6D/z3f8A9CNS0HQgLZalzUQz6UuSPrTEdx4MRJbK4R1DASg4Prj/AOtXTCzTqoKjrgEgZ+lcr4IfFrdZB/1g/lXYJJhRxVJNmkXoZGpSpZsQFLSsM8scD0rFTUjcJ5MoTcGyr46VLq85kupTnOSQPwrHUq8zAH7rY/HArGWr1PraOXU1QSa1avc0Dqdxa3DrHKhONu8gdM1k6nrVzfuCT8qvtKg8ZB5x6dqv2tla3FxJ9pn8lRE7Bj03AcZrmYLiOSZIlEmdwHmAZ7j+uKcUeJmtKNOcYx3J7aZGkkkVpOmWUjIz2p80yRlnRtzjgDjINTRWbuGWNFDHnpgVG9lJZh2mQAykgP6HsR6ZqrdTyrDrC4uGvUVLl427Y45+ldzeWh1bSpLaUB5duVPQB8Yz+pri9IcqJneLIiYHp+Fb6+IHiYKgRGI43N1P5UuZJgrIuadaHR9CneCKNp9zbyzbRtXPzevA7Vf0a9ubuP7VIdscmNkeBgccnPXrXOW+tWJuZzLboUYBU3OWIX+IAepJzXYWohWBTDC6wqMKNpAAq4+9sNM148kZqYGqkVwhXrU6yoeQa0syrklLTN6k9RS71HVgPqaVgHilpuaXNACmmHpS5pGNFgGmmmlJppNMAoozSE0AFJ1ozSUCCkoNGaYATTTQTSGgQ00w080xqYHnNx4l1uSX9xeSRptztdlY9M9QoqFdb8STR71vZigOCwxgfU4qgsuJ0ACsxHQH2ro/Bmq+Va6nZ4XMkQkUNyMqRn9Ca6I+8yZRSV0Yj69r23cdSl64/wBYKl+26+xUHVpfmAbiVu4B/rWydO092YyWke0ks37xx2/+vVn7HYLgiNMrwAWbOAPr9KVmtxe7YyIbXX5/+Y5MMj/no9SNpGuEc67Pn/fb/GtwIFlQhQvy4IA/CpleN3dFdS6Y3KDyuRkZ9K0Si1exDdjkTpetm78mTV5thGQ4kY/pn2NSf8I/qDff1q4P/fX/AMVWnPrGlwao6TXiI0abGBzw2enSpB4g0Yf8xCH8zU2gVdmFJ4dvdxzqspXtkHP86rtoMozm/mbnA4xn9a6CXXdKb5Ev4cnq27oP8ansjDewtNa/vkQ7SY+Qp9Kwqcq2NIK+5y40E/x3M/XGN1WofDMUnWa6P/bQD+ldTFp1wxw1qQxGcEgcVYispbeLzGVQn++M1ipK5q4qxiad4YgtblLhDM7LniSQFSCMdNvvUw8HaKGJkd1PUr5vT9K6CDBAIqfylPOBWjjfYjTqc/H4V8PL1Zj/AMCf+lWF8NeGh1jZv+/lbQiHpT1jGelSqfmF0Yv/AAj/AIcA+WzyfcSf41E+haWD+6sIwPdGP8zXQmNaPLWn7LzGpJdDBk0fTzt8rTox67olP9asJpmlqv8AyCkJ/wCuSVrbB6UbAKPZoV/IoRWNkrgxabFEwPDiNAR9MCpX022dt7wRsx6syAk/jVsADpRn0pqCQrlP+zbdRxCg+igU37DGOikfQ1eLcU3PNVZBcgjt1RcAH8TV6zsWuyQrBVXqSKrk9qyNR8USaJqMMMYDhoyWBPAPYn8v1odkCuyXXPBt8haawxOhGdpYK2e/XiuQsLEwztHezLATId+eSvtiunsfiUsl59m1KBYFJ2rMrfLu7ZHb61zfiiFLrxBLcRyZiO0lQ3DN3rnqRja6Posvx9ao/ZT7aMt6qukx2W60PmHoW3kk/rj9KqaPpgN59ms7AhpG5d8sAB/EcdB7daoW4X7ZCcALvXgdua9C03UFtVeFgBuOQcfzpUouzZzZpF02oyd/MwbrQb+3m85prVVXJ2qjc59fm5qlermxllbkgDAPTr2FdJq9xIzNFjDd/aubvZoPOWycNlSC5K/L8ynAz61bj7rPGlqZ4sXxGcMAyZOejHPNS22iz6itw8TIohbGHz+HTt1q1JcG2gZboqrR/cQDJcH0H+elWdC1A2XmhEM/nncVAKlSPwx+tYKKT1CNNvYw4NNOm3KSXUoklR92yPgdc8571qpq+rm8jZ72J7ZnC+UCFwpOORjj86fc6ZJcXqzLE+Gfc+Bu2Z55xVdtHmt4Z0VIWDcEgk4OenNUnbY39lpY6+KUBmjEis643BWzik1LUxYac8gOJW+SP/ePSuN0q+m0drh7sb9mVwD27c/U1JqOqx6lbIJyAoO5QgOM9q29rZeZn7PUs3N7qdjAt3/aZlmBDOhPygAcrjpVHxJPDqMcFytwTI6qWViRhSM5A7VHqc8eppawRs8s95KsOIkGUGRuJ9sGq/jDQ5tMuJWtX32yBSoySQMYx+GKiPM1e5clFOyRveCdbu2ZtLn/AHkUUbPFLnJwCPl/Wu2ScnoxryzwELiS+luM7YUQq2e5PavRY3INbQ7GEtGaHmt/eNHmtjrVYPSmQYrSyIuyYzsOuKaLnPIwR7GsDXBcXSxW0UnlxMcykHB21z1vqsek6iywyGWIAqw6An/61ZylFO1jRRdrnoXng9qT7Qvoa5LTvGFrd6ilnIojeThGzwT6GuhMmKpcr2Jba3Lnnp70CZD3ri9Y8XNY3nkW0CyBThncnBPoK1dD1uPWbEzoux1ba6Zzg0Wjewm3udBvU9CKMj1rktW1y8iDpZxKuCV8x+TkdeK4uXx3q9neYNykyqeVKDBpOydirStdnsORSE1xtv480eS1glnleGSRdzJtLbTkjt9Pyro0mEkayRyBkYZVgcgimop7Mm/cuE1i6prsdpIbeJd03TJOAprQ81/WuQ1mBG1CYoTgjLZP8VRUTjG6Lp2k7HGW0n+k7vl6+vua2dFjdNbhcAKjF42PqpBH9axrCcRsocRhCclhEHYD8cfzrorG7D3UPkPEIY3G5pV2MeeeASK64KN7tmcnK1kjVcYd1wOcjp3z9PQUgcFckL1J5B7n6VDJcxNfKymJgxJdhIuR+HfrVOTUY4ZNgi3YIweMcfhSk0KKZY1jV307T4xE0SyzsVRuuAOp9uwqn4d1d7bU5bS4njnNwVkMifP8wBHXr0AqjrEqanaQwAJE0TM27byc44P+e9Z8b3K6pbTyquIRsygPK9/5msX1VzSxreJ9DkvNbW8ziKeHzJGVQMMp2kAfl+tZkFpBH8ptUZR1Z+Sf8K7HS4LnXoNhjxbo5VSFIGCcnJNOuPDMBZltWlkVW2swHGah6aMuMHY4a60XzF82zQrz90ng/Qmui8Frc2ceo2Uows0QeMhgfmU+3sf0qfUbFgNsfyxqMKB6ViqZraZXiZt6nqKT2sB3cd7th0a8lnCoUAlLOBuypHTvzU1sTPZXqoWcC43LjJ4Kjp+tcmms3SMrz20MsYwscf2VGwfb5etXYfG9xYh0jne3/vReUoCH6EYFS0iYqd9djqra2uUKA20w3fd+Q81t22kzSoGd1TIzjGSPqK811f4iTXGhG3tkeK6LqftSNyy85DZzmues/HGtWLNOt5IW9GbIP4HNaq1tBO57k2lwQLme7VB6sQv86zru70W26a7p4b+41whP6GvCH1qa4mkfy4UySyoFyoP0OasW91q90h8qURICMkYXmo97qx6HtayLIqujBkYAgjoR607dXDeFtW/s6ykj1K7aRWYBCMsqY6j+XSuzhnjmQSRuHQ9CDWl0KxPnigsKbnNIxAGScAd6Vx2Fzmo/tMPmeX50e/8Au7hn8q4u6v7nUJ7maSZ47aIFY0Q8ZzjJ9e9cTqNw5mOx2GDwSeanmY7HtueaD1rzDQ/EF7Bpq3T3bSmG4USxseWQjjn8K7tNbt5olljDFXAYEkDinOcIdQjCctkaZrzrW7a813xFPHp67/LBLkHooxzn8P1rq7vWAtnMyJg7cA7u5riNM1+6sbu/igEe252o5ZfmxnnB7ZFZqpGb02L5HHczZo/tl55DYVZGxn0PaqfiaWSy1VYYZyrJEqnyyVHTjvVu5bYzueiuOtc5qZdtQmaRmZmbJJ60ktSnJx23N3wxqMt5qlvY3DlvMkLeZnkfLwP0r2PSbCK7d5ZSdsZGF7E+9eIeEQT4ms9qM20sxC9cBTXu/h9v3M4Pdh/KtEkk7Cq1qlRJTd7EGuxxBjOSQ/Tp1ritZ8Pzv51xbl7hpH3NHtHGeOMenH9eldj4hceScdAcU6ysmuFLMGMXKtscqf05oteLTMtnc4T7DdWxiTUoDbyAYWMnOF7H059vSrMhjgVXidcqc9a2dStrGLVoLSRpA0gLIHbPTtzzVH/hHxOss15fpZ2cXMk8jcD0A9T7VzuLb5TdJcvMYWl6Zcaz43hiiuZvJUm4DMThNvPT64H416XFozy8XDhYozhTnBbHfjpXP+Db6yS+ubTTQl5IxysynZ8vvnkD88mr1143gsvEH9k3dlJASQI5GYMHJ+706Anv/KumnGHLeXQyc5J2XUztc8MIv2gRSOY5QGJI5Uj+Yrg9TtbzTJkgLh4mJww7gHBr1VoL/U51lBbymIDJuUYHrir7eHbJbP8AfwRzTY5Zxn8uwrNRcpXS0LlKMY2b1OB8IXsOnWNwJFctI3GxdzdBwO9at/fW13ZplJIZlcjLkElPcdjmotK0CeaXVbOB1int5NyEqCDuzgf7PQc1y10dQtb6W2uYtskbYYHPX+v1rejBbs56k3sjrNN8uMP5WMD5uK14Z8tiuGtdbW0iYttfIw3sPb3ras9YF3YJcQjasgzk9fpSlKPM7Aoy5dTqRJxTboldH1C58zy2igdkf0bBwazrS78yFSTnI61oalpE2t+F5rC3n+zyTD/WOmQeen07Zqk9UKxQs47i88N2NxdDZeeT+9MgHzAkkHj2OfxrnNc0QysZrfCjbuYL03Y5/lUGuReJfDWjWEV6bWW0tZVVJImJLkZIDEgEDBx+FZ8vxBjW2aJNJEkjDkyznbn/AHQBx+NYzpyumjeE4qNpFLStNmutbhjUnKuGJA+6B3r1qa1Bt9rXHkSyEYfbu2jqePXHrXkekeOZdLvmnGl2hWQ/OF3A/gSTWvqPjXUdUaK70iNsWreZPARklTxz6jk/pVRXKZvVmnqumWUreXKJleJiAV/i+tX/AAvp8lk14ixbIWVGVu56/wAv6159f+I9Z164kMETRQFsDykJKD0LAV2Pw1vroJcadeQ3IcMZFklVsEYAxzUqOtypSTWiNS/RJxKzHg8Aeh9a4DXdGgS2SSCNzcMSSQeD9P1rv9fQWy3ZVdzLGXQZwM9v1rntZ1C5tNOW9i0mOW1QAGWdiAc8fKAQce5/Kk4S5tC/aRcbHBSW9wpMIjbeqnIIwemTXpnw7muH8L5nYlBOwiz2XAz+Gc1yNlq1rrGqwzXFusMSSKskcb8lG+UkE9gcfnXp6xWljEltaIscacBVHAqob6mU7dC3u4rgvH3iGPS7u2ghQvcmMs53YAXPH9a7cSeteFeKtS/tTxFeXIOUMm1P91eB/KtZ/DqTBtO6NKOQAYNTwzBpFU854qqZo97FoVyTyOeP1p8UyGRQsKr7jP8AU1XUOhp6S5Z5EDkOr9PatSZd0pRce5qnouj3t5qPn20J2I+GOevqPyNb1rpN9bauryWsmI3DsGGCOc55qZJpXZcdXY564tZWuBCEYP6Y5rWgtX0KNplkLPIm0hhwM8/0ro4rJC6zMgZ1JZZMYyDVuzsLO6vm+12sc8QQlg7EY7AjHuayhJuSNpwSiy94Y8QadrGnGytLeKzvYcuYx92TPU575/PpUsl1AFkCDy2LYkQnkNXH61pJ0PVINT0YGMBsiPJOD6fQ1S1HXL7XtdgOlQGJtqgxkj526tk+nXFbVIKautzCE+V2Z1d1pXmrs2NubIBAzz6VktoUhskkEZWQuVbcMV3nh+GR4bF5QyZQrOpHHy8A/XgCti8sbaePYsHybi2T6+tZezk0aSlGL0PK75FtNLeJELMsiOq5+8QQeK4u90y8vtSmuVs/LWVixCnABNevap4Yu7iQG0jDoOQC4B+lc9faZeacjPc2NyEXqyRlwPxGa52qkHsbJU5q7ZwN1pM9tpUhePGGBzntWJOS6MSijCgYUY6cf0rtbjxDpm0ph37EbKxLu80qcEJZSLnqUIWrhOf2kTOlD7LOdgXMq5BxntXtXhTwXBf6Us16ZPspGIY1x8wz1z19RivLYptPhnQCxPLAbnlJx+FfRnhiW0fw9aC2jVI0QK2OhI6n3yea6YWau0c8k47MxP8AhBNEsfKkSOR4lYSSROdytgcCtGIWEcPkRWsMMHOFSMKAfwqzrWoJbWmyMDk847Vxk+ryEsDyOoAOMVnOoouw4RctTVlURyFVbK9jUZIYYPIrHFxI53Zwaimvb98CCRExwxZM5+lYe2S3NOR9DQuNEtJbSV44xFK3IKNgMfpXD6z4XjjtwIi7XMh+Uep9hXZaadRM2J50lib74KhdvoRj3rqbDSoIo1u5FWSRxlTjOARV0k6mq2KlKMVZ7nz41vc6W8kFzC8ZJ53DjI//AFmrK67qFpbJDAY9i5AJXJr1vxd4d0/WrV96bJgu5JYxzn3HevIYLVBqa6fds8S7gu8ryOwOKKkFs9RU5NPQlg8Q3rxyC4PmHIKgDAHrWbDeCCd5GfLkHkf3jVvxBBZ6XdNZW0krypje742nIyMY+tYc7HGO1OnGPLdE1JPmOx8PhLrVraC4iWYFgzIwyGHfjvWx4v8Ah9c3v2O+0iBdzfu7hBxj5jhvpzg49q43wnrSaTqy3E7qPl2q8ilgozzj0Ne3xeI9Ku7KIw39vukUHAcYz3+lVFRs9RSb00PJdO8MatomsrJG8S/IVEpIIz3GDz+legeHNQudNhmS9k8+WRsqV2qAMepxXTWNjYXCtMlusm5t5kdcqSe4J7fTirU+k6dezBFjt9u3JYZDA/hgfrWbjUfUalDsc1fX1rep5coZQeojfc38sfrTdMuIdJtPs1oLuVdxb5hlunTn6VrT+FYraKSUyboxzlWwR7Dg1Q81dMhbdcylOylugrOXPH4jSMYz+Es6tok+paWs8L2lvqLIDHJNa72RTzgH+E+4HFeLa/aa5p0/kayZyckozuWVvXaehr1oa/qTwJKmTZ7hjgO7YI4AzkA+vtXC/EPxPaarpNpaK4+2Q3DGSPaQUABHPHfI/KumDjKN+plOLi7dDF8F6jLp/iKK5gPzKrAg9wRjFJ4p16TUfEC3BtRbyW+FwWLE4YkH071R0bTrsyRXpmFtEDuVyMlvoKualpS387SxXqvOeCrJtLfrWfNrboHLoevWOoBo7d1YDciufbIFa93qMUNi8rt8ijJPtXGeH4ITpts1xeh7yNUPlKDgbR0PrVnxXLKNAmEfzM3GB1xWkHaLYmrtI2vD9/HdRT6ksXlfaGxt4+6ucEn1I/lXnnj3U4m8QtIWK74gFBfCtgkHtXUeHIPs3h63+0kdCW+bAB/HiuE8bwtqQt4LUQsY5ZGaRpFBCnGO9Cq2QOnd6HK3WoSQx7Y2Q+azZ5yQBxXc6Q/l6LbxN1CD9a4ObSChjCuskrE4KPxwMnjr2rskuVgs4QWAU4Az3PpUJrcck9jqPD0U0UZEZ3JG3BK5C+1dja6lM/yOucD73T9K87u/G7aJaRKWgcNwscceD7mtjQvGFrrOnPcgiOSNyrR9wMcH6UqM1Uaa2FKPKrMf8Sr6KLwjJC3zSSzRhfY5Jz+QNeKO57iui8b6tLf61hmby1QFVII/GuWL55OfyronK7sQiUNnOB+Nd18Oov317cuuYiqxc98nJ/kK8/Mhxg8D0r07wjavZ6TEoIbzQJTg5AyP54rJ6lI9C0zSNNtbJ4tPRraNmLMFGfmwOec57VXu767tU224811bbInl8r78dqs2UHnWaFmck/wbipHvxyK53UYIpdamij1JIZo227JXZWzj1PX9aG2o6BG1xl8rajDFHPFOjz3EUOCu0MhcbjyPTP51veJtMsrrSJrS4G2ErjjjbjoRU1hBPBHGbnUftRXDFSM89sH2rhvivrDR2NtZRyFWmk3Ng9l/+uR+VXG9rsmyvoec6rZrpWqPBFKXC4OTweexr0fw9rn2/TUklGZ+Q555PrXkZcliSSSe5NdX4cvJLe1CxIrMxZsk+nas5O2paV3Y6zxR4kuNO0pxbW7lpMoZyPlQHv8AWvPPD2ivruotESywIpaSQDpxx+v9a2fEl5c3dpHE4ym7LlQQoPYVt+D5GXTJYRGiJG+0EDBY4yc+tCk5WTCUVFaGLqUcaajN5TIyFsgqcjntSWdrNdXUUEKF5JGCqqjkk06KzeaQIiszHoAM16V8PtASx36nchTMcpCODtHc/Xt+dd1OKkzFuyudR4d8MR+HtOZTiW5lAMzk8DjoPSr128V3H5M3L8hXHUVZS4ZuTjb6k1BciG7QoofcOjqMYPsTWko6WZmpa3OE1iW60S6iilid7eQ4WVFyuP8AH2rckgGmx+QZFeRjvdgMduB/M/jUt3HdJIj3Ch/KIZMnCnHrWXfXI+ead9zltxjjORj0zXK4xivdWpupSlu9BZ/O1KZNKsYhLdzAlmY/LCuPvMfpniuu8P8AgrRtAjV1i+03ZXDzy859cDoB+tZfhx18+O4SJlhkU7TjAJIzmuih1BpLiSMNjbjAx+daxg3HQzm7M0ZZkjVVCgYHAAqs0hY5duPTqarTS4bJNM3571ahZE3Lb3BRRjjcQAKzNS1OCynIlmAUcYPr1/Go9W1JbKJcDdKfur/U15/q2oyXE7uzeZKfvOeg9q5q1VRdlubU6blqzcuX8I3Vy8t3p8DNIQzyCL5i3v7etR3+keCNXg48q3lxhXtF8tvoVIwa4iS8dGwDwf1qnO8o/eJOfwrmc5M15UjttE+HOj3V44n+0zQlcxP5gXkH0HtXdWUNj9lRLJiYgNilXP8ACcH27V5z4J8YPp+opaX8mYJRtVyx/dn+WK5HUNRvrLWtTt7K6ljWS4kVxG+A4Dn06110kuUyqN3PW9XQKShkzgcn9f61yFzOI3YnO3tn0rS0e/fUfDscs90Li4UsJn4BDZ4BA9sVA9mly5DEYzyRXHWXvu5vSV0kilFeM5BAG3HT1q5CjSbhnBqP7FHvzAGYLwehFXBEY48twTWD1NXGzsWdPKNFhg5lBKkBuv4V1b3du1uvlzBYV+VAASeOKy4jcRWUcVhArYyzgSfM3rxVZpg0KsFESAHK56HvXQp+zjyxM+Tnd2D3ym7lhDBlXBBHoa5Txlof21Ir+0TdOnysF6kZ4x7g1X1bXPsl+PsjKWYYYnmqT+J9Tc488Lz2QVDqq2o1Sb2OE1p5nvx5hbKoow3Ueo/PNU1ZpCBjOa7iRklmeaSKFpHJZnMa5JPvimpcOpwrso9AcVKr2Vki3h23ds46OxvGBKWsxXaSW8s4A+tW9LDi6neJv3iLlCp5yGHStzUr4QQuzljuBUfXFcvpLkTT4PWIf+hCqU3JXJdNQaSZ2tn428RWUIlbU5bhCSpjnw4wAD3+tdDpvxZDWwiubaK2PQOsfA568cfpXnYbGn8jo7H9BWdkGxwzHd0Udh83/wCuhNvqHKkloezLrT3m69hvluXK4XL4UDvwOKxdU1P7RkSyxYHVfM4/HArzGJ54lPlSOm4YO0kZqGQyMcyOx/3mqPZyb1ZaqRSskdrca3FAMJc2y47AE/4VBpWnW2p3Vxq06LJHu/doRhWbHJI9K4xgBwozmu30Fpxo8SxRMwII47HPP86tLlW5m5cztYsXiSysCR7ADoKqSqYmViPnB6+labLeFMNAVPq1ZF8LiFDlgWPXFCsJpmhaavNZTpcRbTIowEfgN7GrkvxDTUbO6sW05ra6WM/OsodQQefp+vWuLmmlZvnyOOKxY7iVbxyj435Vvcf5FVG6TSFZXTZ08d1NcR7pZWbk43Emo5ZUVMmQZOcfWuWknkckGR9ueBnipY5R5UcY3ZUsevrUez6mnteiRs21uGktZBKySNuYkHsOB/OtOeWR2ggUKMNnecnA9cY+lYMDbXjf7RLHtGORwPpxWqqTuisZ/MQjIJQfzFKV0tCNG7lXxQ6m4tgXLSbCWPbrxj9a3/DOmDRLKS9upRFNOgUAkDYp6Zz3PH6VzV9c3EW1ZDC21gy8ZII74qHUNbvdRhWK4m3IpzgKBk/hV4ePLBJ9DOpqyfX7k3WszsXDKpCKQc8CshnIOATQr45xn2NJJIMkqMD0PNbNkII0MsyRqcs7BfzNdCsi6Y7RWu5mUkeZI278h0FYWn3CwahDK6bgjA4Hc9v1rr9CsYrozT3CblVgBnv61lJNuxrFpRuzLi1rVxeYtLuZZGIDEMf19BV+48S6rYzO93cpcOE3AlTknOADn/PFWY7C5vLO5+wRKN9yWOMAhV5VfxOKo+NdFS2jt9Rt8iKb5WXcSA3Xj9apRVrCcnfQfb/Ei/hlMhgUFvvbTgH8MVlaprlvrMrz3huXmIIUnBA+lYGKMUrdEHM+o4GtTRbmWC6aVHIESM2O2TxWUKsWshTzBuIVhhsd6b2FHc9B0+7FzpUl5dRIFkBZkA+XaPr9Kt+H0EOjxEjDSZkP4nP8sVzo1AyaR9hjgmR2CxKShAIPB5+lb09ytjp7yZAWKPj8BwKuOpDLMsiQDyreMRxnjjkt9T3ruoJTZafDCmBsQKeO/f8AWvO3uY/tMUTEAswAJ+tdl5scsYJnAfHKr8x/Cuug7Jsmq7pIuDWRGxE0Ybtu54q/a6vbHDRopY9CzZP61zV2u235CqhPOWwfxNYb38duWEcp9wOa09rbcyUT1KLUEl4eJQp65Gc0RywQKoiVFLE7gigZ59q8ntvGSwaginJtz8vLEEHPU4NbqeM9PjkYmVXBHCkjAP4HJqJVY9DSNNs7aCeaS6UqzMgbJ9AKZb6ksV+GkwA7bevTNcavj2MAILohf7saKo/QZ/WrOg6ja+INfhiBYiIGXac4JHTt64opVNeVIcqVlds9DmbKZzUSSFsDuaihZ2kMJ5PSrps47dFcuxK8ketbTajuYRVzi/EF3jUJlJ+6Ao56cf8A665Od97f7I6D1q54uv44/E1ykQBXCkqD/ERWTFOXy7Hn+VeRK7k2zvh8KSILpCFJPWssSNvwvNdTNoU09qJDJtkf7ke04JxnBPrVOy8PXDzAzKFXrgVN0aOEitp+lS3mXBUL3YjmqepoLKfygg37fv45YV262awReWhCrjnHWuG8QtLe640Fqu8xoq/IM+/9a2w0n7TQyrxSgQ6DqradquHciGb5XGeM9jXpEcyNGpTAU15Tc6NqVrF501uwQclhg4+uOldBB4gmtPD63AjEjKQjZOPbNbVqblFu2qMqVTlfkd7AqQxEIqqCS2B0qtelJWjQsFc5KknGMDOawNF1+7vbfzG09whBIYSLjA6nnBx+dYGuatqGqPLDbW85iI2sUjbD/T0FcPLZnU53Wm7PQrDUZYCZQX8uPJ80ghQB3yelGs+INK1JHBEKSOOZUuTk/lXkH9m65MyxuJxGcDEkuB+RNTnRhlUubuQNjJCnp+NXP3lZMiPuu7RBqdysF89okrOY5CRJnO5ccc/SnHX4s5WGQ/UgVcXQtMiUytLOxHHJHNUrjRoEXdFcbd3QOOafKnoxc8lsOTxAXkUG3CoWGTuycVpPf2yDAiugWBxlMZ/SsO40ie2jEoKunqD0rqhB/aVrp8kzlTGuWGOoIGf5VnUjCNjWnOcrmFeTpceUgimILg4cdR6Cqn2m0WaTyoTE+0qxPA61talbC0v7d0BETu7KD2x/kViSRD7JcytGhLTFQTncOM1UYprQKjaZYjdZNNZlOR81Z7AC2XPHQ1LaJK1nMVLmJPvAdBmmW1nJLCjOjmOVyoKjJOOv8xT5bEc90S/Z5VskuCmIXO1XyPmPtTrDRLrVpGZE/dx8sxPAFWotKvYbxLNmTYeIyWAyCe2a9Cj0+LTtFjtIepwXbuT60N2WhC945ew8O2UIUyRmVhz8x+U/hXQwzRWa7rWJI2HBAHB/CmrCUOwVK8ARN2MZ61O+5SVtieO+tr2MJMoRyOCOxoXSLSRQsqRyPnku+3avr79qySoEnynAx+VaUNzAtvFIy/aLmSRYLeA/dZ2OAWP90enekoXlylKpZXY608MaI1pd3mtNHHbOcRuX2EAfxD3Pp6V5dqdtp9vqlwmnSNJaCQiKR1wxX1r6Mg8MaPFCE1OFNSu2/wBZPPHuXPoo6KPYfjXk3xL8JW+h3SX2mxGOzlba0ec+W3UY9j/Q11unyxsjm525XOLj0m0WSFWMsjSglB0BAq9cwXNwIoBaQRxLgblA3YHueai0Bmm1OJH5WJHI9s4rrRGpHADe2Oa4pycXZnTGzVzFh0u3jcPGm1gO3SodXuJrGxZ4R82QudvT3roljCgnGPYiqd7aLe20sLcb1I6cA9jUxld6jcdNDzeSV3Ys5JJ5JNX4LCOeFGW7VJGGdkiED86qOjQyMjDDo2CPcGtTVUV7FJlzyQfwIrpfSxjG3UhbQ7/GY1SRfVGBqA6Tf5x9nb8xUdnPOs2FkfGM8GteHWb2N2Ak3KpxhualuSKSg9SpBpNzEwlmj2gHge9dCb19K0nyFdRM7cevv+lZk2sm82o6+XtPzFB1Naui2Md5qsU8ylkRN0asPvZ/iI/EYpJyWrCXKlZHU6NpUi20e+6ljAjDkRYAy3POQeeazPEWiTPYX1u88kkIP2qAvjKvzvHGB7/jV+316zjkmSV3jfdhlZCAMVTkuJLi5limmMnmeYwX0DLwB7fIcfjRTTTuzN6nnCWgd9gc7uuNtAsiSQs0Zx15IrW2mKEuIyzAdB1rLWAvGzKfnk6+g56Vo7oasH9m3B+75bfRxSSW7QI6MwDAjI/wpIbW5bDRqX7YB5rdsfBur3/z3AFtF2Mv3sfT/HFTzJbsaXZGroymLT4Uz/CM1oXthcahp00EEDTMy4AHAz257VNp2iQadAESWScn+JzkfgK7fRNKkigD3Y+Qj93FnoPU+n0pqo3pFEyhyq7Z5jrM7vqTggKI8KgHYV0em6m1zp0RmWNpQMF8YPHrnvXN3U0d1dSTqpGSBg9emKntbS7+ULKYhLnaCM5PqRXVz2diVC8bm9dyJ5fmXF4kcQ/2v5YrltQ1uAxvBZxHacgyOcfkKzb+S5a5ZbuRzKhwQ/aqLndx2FJyuSkO3knilDEd6iDYpwYdzU3HYtQSESrn1rrvBmsw6P4kimmx5UoMTNn7obvXEhvSplkOxTnvWkJ8sritdWPpGaeePU7J7WEzxPvE23GVAxg8kdzVjWdYttOspJ5nACrgAnqfp3ryPwn41u9LtPJmtxcqoPlu7HeOgAB9K09ZubzVZIpLkENJjZCvO3/6/wDjTrVVsgp0zKfw7qerPPf2kq3Q37pAhO4E+x64q9o+kFXXzyCR/Djv716Jomkf2RYRxxEbyA0gI6t35p17Z2V9IdymC6HIkAwfx9RWE6btoawmkzmbmJhNBKJGHl4UIBkHnmrbgKNoAyBjNPmkewmEV4oUtwsg+6/4+vtUczoTkGuRxaOvn5jG1JJ2ceXKEzkHNYFlAlqrqF+fOGJ6k+9XfFOsx6daLtYiaRgExjj1NUYX8yPzM5LnOa9DARauzjxTTaRccmRSV5OMEeo9K5WBri01B9MjGRJJx347fpXSYySoJXPBIqOPS0h1WO7+0ie62BpCn3UJH3cY646/WuqtFz0Rz02ou501pbJDCo2jIFc54k0+X7cs1vGzLKPmCgn5q7vQtPGqQPLOWRV+VSnG41qRQ/2WRG6ExueTEztu9mGf6V5MqMoy947o1otaHjEMRidmm3Ky8BCMHNVrlCsnmSdRzitvxWHHiC8JDKwfKgrt46jjtwawLxtjLGwIUpj1/GrjGyM5S5ncpTX8rSFE5A746molSSSYPK54GTVlY0jm2EDhyPzAp5dW3Hbxxz2p2JLSyIUKMxZSK6KHRdS8tdlqqqQMF5R0/CuPidgsmR6Yr3vQNEtrvQbKeZ5vNaJdwDDH3R7VlUpSkvdNadVQ3PNpPCl/d3UEtzPaqkRJ2LuOc9e1Mn8Bw3N1LNLfuBI5by0jxj8Sa9St9FjedvNtLhYivG5xwfwOf0q4dB01WANuxJGRmRsfzrP2Na2jsX7ele7VzhtK+FVhJZAtdlo3GG+cE/Q4HH51v6d8M/D9hsASRmUlhljjJ9iTXRQadbW0bi0QwSMpAO4nB7dag0fVnuk+zajGIL9Mho+gYf3lrojTSS59zCU2/h2Kk/hvw9pkDypp0PnMDiTaC+cdcmuDui27OOMcEdDXofiGGW4tUEBb5Sd2Bk4rnrW1jjYRBBhCpxjgZBz/AIVM1Z6Iumrrc5y32SfKevrUV3J5ETb+1OjiFpcSICWRCR7gVBfFbiBwSMYrPzNGraMwLm8drhBCcqx+b2rqPBdkNT1mF3KiK0dZSCeSR93H44P4VxkUMsV6Ts3R4JznjFeifDjT2KXOou3ys+1VHTA6k/j/ACrSCvJGUtmd5ezhZCgx8q9PeuN8Q2y61oVxYS/MzKRGT2Ycr+orobycLudiAScnNcjrGs2ej6a01zKFY8hepP0HrXVzX0MUjyLQSYtZ8psqxDJj3/yK64LIG6g/UVwtte7tZS6J27p97fQnmvRGjBXnLA+2a8+uveOmk9LEZmIGG4PvUbFSpJBHHapZ/sthHvuZSMjIiHLH8O1Z9vqsN/cSwpGse0fJGvXHck96iJo46XOJ1kINVmMRyGOT7HvVuCOXUdHa3RAZUI254yBXSw6Fb6lrMBlQ7EJLjH3h/wDW61teIdb0r+zksbC3Vp7Y/uyFAX3H411KzjdnO072R58nhrU7W1N/NCEhRtpy3J9+O1VUiDlyScZPArauPEWqXFpJaSgLC/3lCisNDNFw3AJJIYc0Np7DSaRNZ2rSyNsRmQHLhRnC55rqtAsv7P1zzEWQ2txCfKcg4BB6E/QVg6PqA066WR0Yo3DY54zXoNuzyx+db3e1Co2jaGU/UHn8jUtu1iWtSvcaZFfXKSyzeS0RyZggyw9ORXN641xqGqXstivl2kTLGxROWKgnOfbp+NdkkmoMcG2tHH947k/TmrElnHdRBZ0VgQQyrwDmsuez1KjTkzzzRo5b6QosTyHqSB/M1q2HgZy7veXBjQuWWOHrg+p7V2cUMUEYjiRUQdFUYFOZjjjgUpVZNWRqqSW5TsdIstMiCW1uqED7x5Y/jU74IIPOaUtn3phODyKi5djOewkiJNrO8eedpJI/xq5Za1rlvI32maN4EX5Qw3MfqetObnqaZgVcZyWzIcIvVoxY7C1tr2V55EHzFkQnGAeeammu7VbiFxMhCEk4NP1GwiuXSR92QMcHFZj6baI20oTkZ5Y12SlqYQTaKN6ltd3EkzsuWOetUzZ2KkkuPzNamjabDe742hDyK+MnsKTX4tPt7ZobK3Tcn35u7H29qzb1saculzNjtLJ2CIoZj2HJq3p+lQ3cnnLErQL90Y+8f8BSW0zPDbmwitdyxhZSy4bd396TSpdQjtHjt3hVUkYHeDnNDuCsZeq2f2PUZY1GFzkD0yM4quikpj3q9rAuGuUkuJUeR1/gGMAUulWZvbyKAf8ALRgK0htqYyWtjpPC+ltcXCSuubeH5jnuewr07w7pQuLo6jOoO3iIH+dYunWSxxRWcC4B4/xNd7YwiCBI1GFUYq4Lmlzdgl7sbFgQk96gu7RJ0A3kEHqBVhpMjA6dqgkc4xWjVzNGNdQBka2uE82Nh0I6ivPfEurN4Zv0tApuI3TzFBfDKCSMHj2r0S+kcTYDY3rhT6MK8d8YWpbxJJJfXhHnrvB252jOAuPoKwklfU0i2tjmdX1KTVL57mQbQRhUBztA7V1Gk3Al06Eg9FA/EcVk/wDCOJc2vnWd0ZPTcmAasaUktpD5E6lGUnit8PNJ2RNSL3Z0kDMCGYAgetWrdGd1cKA8r4/EniqMEoZCT6YArpdIsDcNFLJ91WyqjqxFdrmoq5z2uzs9Pt1gsIkwyBBgrkde54z1q9GB1XjNU7eBioMhz7VdVAOhxXnN3d2badDzb4naW0UsWpxqMSrskx/eHf8AEfyrzwSQSASTnLkbfpXtXjK2kvNNS2LYikcBjjPPY14vqmnyWFw8Eq4dGwcdD6GsU1do25GoqRFJGvn788MMhveoW+VFUkYHIqFpHKbN3y+lQEnfgt+dWSWYptzBQO+PrX0F4N1H7VpyRNgBYU2jAGAo2/0FeB6XA0t5DtB4YEnFe36BZXdrb29xbNCzFTmJztNTzNSL5U4Ns6a5kUW7MQHZVLADk5FV0udlxaW6xFRNGzkDOA3Xv+P5iqcd7qTXxtxDaQOepYnB9+OtakXmpI32ibdgcsqbV+mck/yqlLm2M7JaEwR/7pqC+s47kGW4KpHGu7zBw6MO4PpT/t8PAWVW3DK7T15x16VXbUXW4KQRm4UHDBB09eelN26iSluh63UYSPa8k+5ch1XJYe+B/hXP6lPILp5yqxwgBtzccA+nr1rpyYLa1doY1Xv5YGBk1yuqXkXmK5CFy425AOCT1GaVSMrF0pJS1MqK3Q3UkhX97KS5B7jP6VR1jQ0ngZ4tyH0U1JqOq2/haeaa6Vru+lJCgnCj6ew9a5G+8e6vM25WhiU/wJGMfrmiGHuuZuxVSv71khl3atZxwQvc7cEgxY+Yk16fpFkmj6PFbWkrPFJmQSHrzya8tg1afVYvPlS38+FyTK2BtUjHArObxDrGmym2g1G5jgyWWMt8vPXANKKSk0TLWKZ6L4s8Q2eiae0ss3nXDZEUQzktjufQZFeIajqV1ql09xdStI7HueAPQDsK7Cy8V3kV0rXixXsBOJIriNWDr3HI4rc8YeCdGutAbXdCT7MRF55iBJR0xk8H7pHtxxV8ja0Ic1ezPNdM02fUJfkZY4lPzyOcBf8AGu0bVjZ2y21pI8jKNpnkAyfoO1chbStbaejL1Zj/AJ/Stm1SW78tYoy0rj7oFcdTfXY7KaSWgk8rPukkYszckk5JqfwjB5+qXUpxhIyMn1J/+sa6PTfDkEGJr8rJIOQg5Vfr61m+EY/OXULoYzJNgD8z/Ws3L3XYt6st6hp8kysYJ3ibGCV7isBdHurdiytv5yd3f8a7gojjlcH2NQmIK+Qqn9DUKq0DimcVcW83yBoGwGBJHPFWESCQYynuDxXUyRQyDDLtb3FU59KSQZwGH0z/APXFWqi6i5TCfSbeQjK7c+nFdDo8Wl2C4iRo3IwXkOc/0/SnRWcaxhF/h4x/+unG0UcEY9+1TKd9AiktzaDoy7kZW9weKGcdq4jVNZbSpQsC/Nk8g9f8KfYeNoJCEulKHoSen5j/AAo5Ha5d43OxLk9KQg9SapW2q2l2gMcq7T3ByPzq2ADgggj1FK9gsIWwMCmnJ4pSMHtTlx3ouKxHs55NBGOlSHFRM47c0XYmUrqUk7cAAGoYY3nmVUGWPFPmjea68qMEsWIAFF5cppsLWsDBrhhiWQH7vsK7pLuYQ2K9w0OmxS2lm2XkYmaX1/2R7ViXI3QuPUEfpUskh9aqSOXyNyjgkZOKizbKbSRgxzvBKHjYqw7itXTdTWISCUE+Y24kdjVAW4eRVkBRGJGcZ5qB43glKMCGU4ra3c5722L2o3C3F2CpyqrtzW54QiDaqrdwpx7cVy6ksea67wtGY45px6bAfc09kC1kepeGwjzS3BHCkKv05rqy2F4PWua8OIsGmIRnc5LHP5VuRybuAeldMI2ijObvInLcVBMxKMAaezZbGe1Qu3BJPehoEZs7eZGVPDqcrmuJ8QaXp+qBrm4Dh4G5MfVlzjb+ddncqQ/HHNYdxcLCQv2dMSMfnGDjHeuaZaOTe9t7eARwxpDEowEHas5v9PcSROocDABOM/nXd77aX79tC3+8gNSp9mXlLWBT7RiuaM3F3sdLXMrHIWlnPCiT3SOkAcZKDczewAr0bQ7rT3s98EVwu0Y/ewlCfpnis83xiXO4Ko/CqU/iOKNW/fqcdga3eInJWsZexR0dzey7t4l8pV5wDU+n6nNco0zqotgSFk7sfQDvXnqalf6vIVigkZM4ChT+p7/Sut06HU4liWaIqAgVA4HAzzwKy5pRuy5Riom1eSC5t2WYbYiDhe/1Jri9a8MNqsbSb186PCr7r712ws2uIgJE3DoOMfiKWDTzbhmKyvGoz5eQc/gKilTqynd9TP2qUWjxtvAuqyTbEtXIwcMBkfpUcPgLXZGJbTplUHB3DH4jNe/JLEI1LHZu6BuD9KZMQcgZ/wC+TXoex8zH2nked+DfDQ0y+K39uqKUKqJAGDEnGP1r0DyjHtCoAqcLgdB7VnzW/mvkKR7kYqs9hfvIzNqUgUkkAMx/rU+zsHPc0b60+2xBkOy4j5Q/0qLTtYEm6zvCUkAKknrQqTwxAJdOzjqXAIP+FZl7a32oTho7NVmX70iyjB9+eawmnB3RcUpbm3HodlCd6Kz8kgO3yjPoBxVtQAuAAqjtjAFZenG7ELW1xcGKeM5KqATt7YzUssSm282RZfN/23yQfbHFaU4p203IlKVtehaaRWfAIb9RXk3xDSay11WimlWGaMMAHOAwJyP5fnXpUMrrCjMNpA5Gc4riviZAJ9Ht70D54Zdp/wB1h/iBXf7O0TmU7y1PL55s8uxP1OaoSSljxwBUkzbjzVdgB0rlkzpRp6NPGJ3hljMiSgAgexzUWug/2p5mWZCoCs3BIHfHao9JIXU7cFiFMgBx154qTxDIRqCDc7DZnLrtPJ9K538ZqvhKQbaM5616B4U1L7f4ZudLkcDaGjyeyuD/AFJrznfmt3wrdGK8ulAJUxBiB6BgP61rzWM7XMjUbGbTrtNMnC+dEcHacg55BB9DmvTNN062sYVjiTDYAZyeT+NRXWmWOqRwySwjfHgpIPvDB/UVawUOf1ry6005WR6FODSuR6q72+l3UoIysTHnr0rG8LWhGgRuMZkdmx+OP6VW8T+IIksZdPhJkeUbWbsoz+tdDotssWh2SA4IhViPcjP9amV1Ad9RFUg4dj+Ip21u2Hq1IoVCWGVHtmq2QRlDj8azHuMO08EbfUHpTdm0fIAPdelS5MnySKCPeo/s4jOYmKj0pgNJwPmwafkFDzgDmmM3zbZFBPqOtQXb+VayOrcbTTSuxWOC8QTeZqGM/dH8+axOvNX9SffeSt7nFUgMLXdHRGE3qTWi3O93tpChjUuxD7eB/P6Vq2fiu+tW2yYlUd+h/wAKzbK387zmeRY40jZiWOMnsB75qtCiySgMcLnnHpTcU9yVNrY9E0zxbb3rLEwPmH+EjB/wrcjvIJR8r4b0biuDsL2ysUxFGV9WPJP41Yk8RwjhY2Y+pwKy9hKT91GvtUl7x27Envn1pmCeBXEw+LWhkw0beX7HJFb1j4msroBQ67vTOD+RqZUpx3Q1OMtmaV1qNvaRObRg9xLnMn9weg9652RixJJzk0gfIyO9MLEmuqW5itiOQ574qgMNegSkhegIGce9dVZ6ZC1h9plUO2eAaxdVZUvraVbYRKoxtA4ODnv9aaViXK7sQlogOULsw+cHjkdwauw2dg0cRedmmIyEVM4PpjnNdD9p09lVIriBS/ClMcH8KHureCLyTMssrfekRcBOeOeuc4rS5kcTcaRMsuYkdlJ4O3GQfauq061Fpa29uPvMct9TUDahFJKqI3LkcDtnnH4HI/GtTTkE2pxL0Vcn8qi92kaQXU7+yCxWUSDsoqVZ9kgOaqrJtUKwyAO3UUjMh/jx9RiuyLOdmysmWz7VG53J+JNVINRtoY9s0yqRx0zn8qbJ4g0+MH53b/dQ/wBaUmluxpSeyEmViMkGuZvLKbzY2t0kkDZ3KP4T/wDX/pWlc+JIW3+VbucAkFyB0+lS+GpDcWc88pyzSn8AAOP1rkm1J2ubKLirszrbSr5yMxBP99v8Kvr4bupR82oCIekcQz+ZP9K15LqCIYzub0WqVzqLsMZ2L6A8/nWbUIjXPIrRaHZWE3mG6ubqUgqVkZSuD1GMVX/suzSfMdjbBe5wePw5B/SpI7rexAqR5dsbE8ACp1kbLTc0tLcmJYI4MbTzJCAmB78Vvoiu6M2TsUjnvnH+Fc94d1zT9QWS2tC4MQGQ4xu9x+NbvAOQ2PavRhQsveOKdS70LygdhS4C89KgRztBzTmJI61diLiM+7IOD9ahkkO3aGwvoDUmDnAx6VG6hjjIp6CIWb5ckZxRsO0Ekc81L5aleScU19nXk/jSaArzSKqnnpWbLdtGN5cqcggg+9XbnyyrA4GRxn1rFu7uKMfvIQMHjIrGRaNgyHULRLlD5V5F91ugPsfY04ait/ZsBmO5iPzRnqCP6Vzk2v8Al28jKoSJFLPj0FUNM1G617QW1m1i8m6tpTHIqnO9QAQfwBx9BWesXzIq19GbY1K4mvDCduAM9MVleO48eD7tnfcwMZAHT74oiuYdYXcj+ReKCCoOA3riuQ8W3V3puijSgmYJ3DeZvzjaclcfXB/Ou6NWLgc7g1Kxw7tk1CxPShmIqPzD6VxNnSh6NtdWJPBB4q5rzia+SQjBMa5y+4/iaz92aua0QJoVGSoiXHT0rOW6LWzKPIrU8PqrX7yu+1FTkk4HNYp9iakjmMByyttboe1TN6aBFanqMviW3kjiSSWNvKUIixR8gDtnv+dN+33N3GVg02V0YYJk+UEVwGhSvPr9t8zFTMpAzxgc16tHJ7159VWkd0JaaFT7DDcafFDdWsHA/wBXtBVfpT/MeHClRsUYAAxgVbldVTdtYn2FVllSTgfKfRqy1GPWcOMBuT+BqB4ucgZz6dfyps0R3ZC4+lNV5UGT8y0C2F3AnBH40pcr7j2przB8ZUH3zzSHcOVOfr1p2GI3kysQylT2IrP1o/ZrAkPuDHH5c1baRSx3DB/WsXXvNnhSKFGcnONo7mtILUTdjiJyWkPuamtNNuL99sKYXu54ArR0jTY59Xkhu0ysIJZd3cHGK7DyYkjCRKqovAUDGK3lUtojHlvucPqOlJYtbwJIZJZOWPb0HFULrT5ba7ZH/dqDwQCRiuiuALnxTFGQNkWM/gM/zq9qVjDeRY8zaw+63cU1NqyYpRvscW8bJykqP7LkfzFNIkAAKEcZq3d6Ze25YhN6j+JTmqIlniVwHZQ4AZT3Gc10Qm1sYyQjN2qPJJ4BJ9qtQWslwN2CF9aupZhVAUVU6iFGLOgibKAehxWjaWIkQyS8Aj5f8az4FEeqCCT7nmbTW0Y/nZct5eQSCevt9KbWtwctNCK71hFubaxtipUD5ivIHHSqCPJ4i1iGBsi0VicjAOAOeffFVLK087UnbcRuMgJx0XkZ/Wt/w7pv9nPc3Lyb1RNq5GMdz/IfnUydlccFeSEt9G04ahMI4ifJYAbmJ59fzq0NGsEXYLcYzk5Y9fzqppk7DUHJIxKCT9c5/wAa2c1zykzoUV2KTafZwQvIluisoJBx0NaHhpraSZ0aUC4wMJnnFRSqJIXjzwwIrhL69ZdQkkidkYN8rKcEY9DWlF+9dkVdFoe1bWUYxSZOeRXltj4+1e0QJM0d0g/56j5vzH9a1R8S0K4fTDu/2ZuP5V23Xc5bM626fcc7VAB6jqaqOAeorkz49jnlRDZFFZgGdpc4HrjFdQsqsobOQelclZa3R00dhptvOOzoDwavxRpbwiJCdg5254zVVZAG4NWI0aRgoBZj0VRk1hytvQ1dluS+ecYAoignvZdkSliOpxwPrWrZaC74e6O1f7gPJ+preht44IwkaBFHQAV0U8P1ZzzrpaIw7Xw6iDdLO7seuBgCrUuj2ohYO8hXGDk1r7R6VBcIWiZQO2MV1KnHsYOcu55Z4ZvTpHiVEmG0MTDJntk/4gV6srLtyOvvXJy6FaT6xDeyofkOWAGAxHTP0rplKuoKmuy90jEtxsx60/cfWqoUKckn86mDZFS0CJC5xx0qIydhSlhjGKgJKscCpsMkaXC4Jqs82OKc5Jqsck4C0DK16pf5h1rJutzJgvjHrW60LsuMVjaw0FpGRcuEyMg5wa56i6mkXfQ5DxbePaaLIiLjzGEZb2PX+VS+DPEdpoHhdku5NryTNIq5wcEAf0qprlxHqNo1lHKuxiCZCucYOeKwDoNlBE0txLNKqjJAwM1zyqpaGqptlrV/F9kNRNxYjylJztAJ59qwdX8UvrDeW6bU3blGAADWZrqW8WqSR2gxCFUrznOVBz+tZo65pJ9gkk2rrVF8sDTcntTFIIyaXOTV3JLFjcRW17FNcRCeFT88Z/iGK0PEZjlFndwQ7EkiBIUcD0FU4tMmkkVtuYz0btiui1OyD28UEJGwRjGfWsp1EtDqpyl7Nwtozjcq3fBrs9A8Mo9rFd3m2UModIuoAPOT6/SsuDw/ADmeV39lGK6GG6a3t44Ih+7RQqhjngVz1anMrRKp0WndlZNNgtvGdobW32QiNpJNinaGOR9B0FdXI6INxdVHucCuce+uGGPNIHovFV2csdxJJ9zmsGnLc2UUjpX1ezhB3T7yOyDNUZ/EFuMmO0B95G/oKws8Ek9TWbqUmCqg9ATVRpq4PyO7tZppLVJmC4cbsDoBTmnXdwNp96qaNvh0e2SQktszz6HmrMgVwSD+FYvcla7iOVbqMH1FVy7xnKHI9KU5U4Runak3A/eG0+tUhieerjDAY9+RTH2ohdWAwM8n+tSPGG5xz6is/U2Fvply5Y52EDHvxVxWtiWZfh072u7hx/rHxz+JP862nyB8pxWfoUTQaTG23IcliPxx/SrV7KsVhPKhK7UPHviqesiU9DntOJuNSu7kgnkgH6n/AOtV+Ug8B8Unh+Dbp7SEY8xyc47Dj/Grc9mj5JHPqKqT1EZc6y+WwU546iqMWkSTn7TON69lHIH1rd8pFXBH4g81VlMkBLwSEH8v/wBdVGTtYhxV7srrb4AAGB6VLHaEnJFR/wBqENi8tg/P34/lb8u9aEF3aXAAgmBY/wADcN/9ehplaDNXU2+rFxxuw4q7qOpJawbl5Z/uD681V19/M8mULgjKn+lVLh4ri3tUlkCKyAZxk7gcfyxXdJanItUaGmvClw0D5N3LtKgDK7cZ/D1rfvdtnobIp+aQ7c+uf/rCqml6ctsTKwzNIAo46KAAB+lL4im+aCAHhQWP8hXPOV9DopxsrmXbSFbiNh13AV0QY5rnLEb7yIehzXQgngYFZSZqjO13UDZ2flof3suQDnoO5riZQck9c10HixJEa3uQN0eCh9j1/wA/SuYeWRvmBzXRRS5TmqtuQEnNMYnkU0zvnBUUhuCeAua00MxefQ10Nj4purWzS3MavsGAxPb0rndzv2xing4XB645osmNSa2O00fVrvV7l4y4iVV3fJ1617NoVjFbaTalUG9olZmPJJIz1rwPw1fw2V7IXK/NHgZbA6ivoyxAXT7YEgYiT/0EU6cdWOpK8ESFR1owacZIhwZFH400OnbcfoprezOYdt9R2pGjBGKinv4LZczusQ9ZHVB+prNn8W6Lbrl9VsB9LgMfyFNRYyRoSkgz0zimPEwOUJUg54rMl8c+HWcIurwO5OAI4XJz9SMVXn8X6WgJEly4HPCKBWqny7sXI3sjeiuysnlTISdpYOPYgf1FW1dTyrA1ynh7xPba/cTNbwzLFCNrNI2S270H/Aa6JMKvzFWTsfStbX1I2LRJY1GX2k7gKrm6tkOBcAE9s5ppv4wQCykfQipaGWw0bHqKSaSC3iaSRgqL1Jqi11bkZLBffNUby7t2Ta88bKDnBYVnJWVykmyO/wDEmxGWzi3N2dulcBrFzcz3ji6kLvx1P8q7BpbEHcHX6A5rmNaspLy/eW2XKMByTjBxXBWqaas66VN30RzwlaJiD8y1K0v7s4+ZD1FWW0O5YDzJ4I/q3NYF081uZoEcFlJAYdCa5VJS2N5RcVqc9qiqupTKn3cjH5VWXG4CieR3uGaU5cnk0gxuBFdCOZ7k4bjHf0p6qWYA9ziozIo6DJqWzVpr2BSeDIvH41TegJanW3d+lsyxOHKqowAOAKsx3SXEKkdAODXM6nKXvZORjdj6CtOzkEcCAc4FcTjod93expEikJqs1yFXLFVHqTVOXV7VDgz7jn+EZFSosbkluaTMB1NRmUAECnWkSXP3nIB6Y71Ld6arQlUd1/21NGlyXIqr5knCIT9Bmsm+SVr7yHU+YSq4PXmtbTYdUsryOMTeZbMw3bhniqlsP7Q8VAryvnMw+i9P5VSe4lK53CJ5cCR4GFUKPwpjLu5ByaRZccHnHapBtfoea5rAmRx27OpIx7Z61G6MDhv5VYAYHINOcHvyKpBdlRFO7huPSsXxRIE05Y8fNJIB+A5/wrbljXIKuFYnABPWuc10tNrFjankA7iPYn/61aQWtxNmpBA9rawop5VAP0rL1+5xpxjKYd2AyPTrW2CkvsfSuf14GXULO0znJyfxOP8AGqjuI0tNjMOnQIpGQgJ+p5NPdwM7uD7VIhiRcAc+9QT5xwc5otckgkZXHH41SmBGcHNPmdl4ABqu0u7rz/OrSE2V5csMH9RVWSFc4xirxIPHX2PWqssYHzBvwNUiGbuvz28Xm2YRzPE+GJ4AI4NZ+lTWqTrNdsSIjmNcZGfWt7x5pvla6tygxHdLuJA/iHB/p+dc2unK27LNwM4zg121o2k0c9BtrY7LSdQi1G9ZYtx2DdyMYrL1e487UZmzwDtH0HFT+Gkt9M0u6u2kAZjgbjydo/xNc9LdMxYnqTk5rlktbHWnoOk1EWF3DLjcAxJGeoxVo+MUB4tR+Mn/ANaud1AMxRyc7sgc9KrRhZVVSmNuckd6OVWuyFJt2Rt6p4hbVbdYTGqKrbuCT2NYfmlTx3qeRAoUYCgjjjGaiwIxkfM3atYqy0M6l+azHZUod3yn3pFZPujc38qaIg5y5JPeiU+TGAoG5ulXtqZjmmEfI69KrtOzHj9KjCtIeeanZUhizkFuwpasewkblHU9WzXeyfFfX8KkSWce1QPlgB6f7xNefr8o3k5Y1IoCLlvvGqjKSVkDSe519z8SvFEijOptGD2ijVP5Csy58W61dJ+/1S7fPYzN/jWBOxKqahLHAGabqSXUEkaUl/LKcvIzE9yc1F9oZmwCST0qkGp8MhSdH7qwNZubGkjorXQtakljdLCdQGByy7f511NxpGpz2UkaoqMwx87jGO/SibWZgV827ZdwyBuxmhJ2mG7zC4PQ7s1zSqzb1O2NKC0Nnwih8OWM8d1JG8skgYbG4AA9/wAa2ZfEsQJChRn/AGs1xpIB5I/Ojeo/irVYupayYvq1K97HUyeKXIwm36hKpS+IbqTgSsPpgVheag6H9KYZ8fw1DxFR9SlSgtkac1/LMfnZm+rE1CJSDkKg/wCA1SM59qQzvjIIrN1JPdlpJbGj9qm6ebj6ACo3mkYfNK5+pqiZSR1pjMT1JrN6lXG3OoLbzKpikZSQC4HygnoM/hWVcsJZmkQ/eJNVtTfN2ykE8dc9KA+1V+grWMUtUc9Ru9jD1Jdt4/uAelVVNbGoWy3H7xOJAPzFY5Uq2CMEdq2i9DmktSQMBU1vci3uY5iNwRgcVXGD1pOWbjpViW9zQnnD75QOpLYNRnVLp12hwg/2RTJ+INv0FV1AArNJM2nJ3Hs7yHLuzH3OamtLc3NzHEP4jyfQd6gzV/RgTqK47KactEZrV6nYQQrEiqnCgACtCMkryelULcsMAjIrUjiI2npXFI6kiCeQQ2ssynBRC36VzvhmMG/llY/dTGfcn/8AXW1rzGHSZicAuQg98n/9dV/C8AGnyysM+ZJgcdh/+s1W0GwNoHjn86eNwXOc1E8DgbojkelTQQuVyW2n0NZ6DuPWUgfNyPWnbyRlT+FMdNrYYbT2PY0iL82GOD2xRYWhm6zp0mpeVJBM0UsWcAjg59awT9psdYjudSQlVXaGHI6Y612jRsRkVRZA5ZJRuQ8EEZq1JpWZLinqitHPbXKboJB9M1hhjP4nZmO4QjH5D/E1oXWhBWMunS+U/Xyz90/4Vk2LS6dqMv22Ih5e5789vWtIpWdhN9zbeQP/AJ5qCR2HIO4VIzRS/wCqP1B6iqku5aEBHK4cnIqlLFu6NkVabk8j8aieM9Rz7iqRLKZd04Y5A9ab58cnGeR2bqKsOoP31BH0qrNaqw/dsOP4W/zxVKxLueveI7EX+mg8B4W3An07/wCfavPb1o7aGQx5Z+hKnGK9SkCyxNG4yrAqRXkOp2rQahPbuTH5JKgAZMh9fpXZib8ykjCjNxTiQW0/moy4xg9Mk/zprDcSAc+tVbVyk5U96tMdoc5xgZrme5v0MaWQtO2TkZwK3PDVrFcNM8qBguAMiueKlHIPUGux8MIU08vt/wBY5P4DiiWwobmb4lhEN3EEUKhTjH1NYgcqeRmu21ywN9afuwPNjOV9/UVxU0ckTlZFIYdQRg1UHoRNaiic+1RyN5kikngdabkd6MjrVtk2Hr87hVGFFNlIeTAOVWlDBEJz8xpoX5SB07k0AKjfNuwMAcA0Fy1GM/KOnr60oAFFwBhlMGq7dfpU7tgc/hUJ70pAiexjtJJdt1K8YPQgcfjW5Fp1lEwdU8wdixyK5oip7a9mtT8pyndD0qGrlppHR6vcorW5fG4j5cjNWdNlbyhknms68mEsNu69SgP0qa1uEt7fMmRgZPFZNaWOlaO5uhyec08NjnNc+fElunCRyN9cCtHRNX0/UpWiu5jaPn5N2CG/HtSVOTdkhurFdS8SPWgkYrp4PDtm6K3mtIDz98D+VXE0XTI+sWT7ndWyws+pm8THocVnrTlWRj8sTH6KTXc/ZrGIfJDj/dTFU7y4tbaB5nCxRIMs8jYx+A5p/VWt2T9ZvsjjLy5TT4lkucxqTgZHJP0qnFrNtcqxiDnaccjFYPiHWDq2oNIhIgXiNT6euPU1FpQILE/dPFZOnFFe2ky7dzefeMwHfHWnGQ8DFVs5uGx/eNK5Oe9NIJu9iRie1VrqASQs/R0Gc+oqeNxnDGm3WBbuQe1NOzIaujKZHUZIO31xxQhy4FaFm23G7lCcfSrF7axRRB1KEswxgYIpuVtBKF9UZl0eFA+tQqM1oLZC5G4tjHFQS2axvsWYMfTOMURa2Cad7kJGAAK1dACJesXOAEP8xWbEsJciWRlUf3Rkmr9veR2vFrbZc/xyncfyFE9rChvc6v8AtK3hIUDLE4GTjNWVuL6YbVKQofbJFclYma91+A3H3y4yNuMAc9K7cwbcFCM+lcs0kzpU7nKa9HdxXSrPKZI2+aN88EfTsa6zRIjbaTbIR1Tcfx5/rSNbw3Kqs8SvtOQrjPNaMZTaAAFwMY7VMpXSQtRwQH7tLgd+CKQsI+f0qZQsq5BzUWAZkFdrAMKhaBuSmSPQ1OYyvuPWjHGORTQXKYbtkhh1B60oVH6H5v1qSYKcbgc9jVWTC9efcdaYCyoUXI5A7isueeOdTHPEJEPqKvG5OOfmHqOtRSQxzLuBAPqKpaB6mTJproPMspN6DpGxwR9D2+h4qFL1wDDNF+87qww35d/w/KtJonhbIOPcVHOsV0my6jDD+8O3+FaX7kOPYo5icDa4OePx9KUoR0rP1TRLt5BLbS+cg4GW+Yf41LG1zaIolBXAAJYlkJ+vUfjn8KpLsyb9yO6adXyBhR+VQGVWGHG0+vatLzkchXUox5APRvoeh/CqlzboEZhxgE00M9iDYrg/GtksN4t2HESyjLNjJLAYwPwxXbhqw/FdiL7Rm/vRMHzjt0P6GvQmrxaOFaNM8tlxDcBkcMucgip7mQNCwB+9gHn3qvdKqqoRtyrlcgYqDzQItvv1rk3OtPQWRfk5+8vHTqK7XRIxFpduuAPlz+fNcSXMuwAckha720wsaxgcKMVM2XHULuTy0Zgelcn4o/dagkSn/VRqpPqxGT/OulvpUjZTIcJuySewFcZqU76lqM06gkMxI9h2oiZz7FQHIBIyDQTHjkH86mFrKqgbCacNPnl/5Zke54rTmRFmVgyjO0D6mgtnjNaUeiP1dvwFXodIiBwRUuaKUGzAyTTS4HSupGlW4GdgNTLp1uBgwp+VT7RFeyZxpJJyaQmuxTTrQsSbeM891rjp1MVxJGf4WK/kacZ8xMoOO4maM0gpM1ZJuSDba2x9YxVqWIyWzKDyVwPyqvMCtlZ5HJjrSVP3a9OgrFs6bXRybqySFWBBHBFKOK27/T/P+dcBx39axZEaJyjggjtWidzCUWmaVhr+p6au22u3Cf3G+ZfyNbEHj/VYSS0cDnAAJUj8eDXJZozWqqSXUix1Unj3Wpn3NJFt/uCPisXUNYvdSbddXDSY6L0UfQDis/JpyRvKcIpJ9hSdST3Y0hoBdsAZJrodPtgkarj61W0/S33h3Xmukt7QhcDA98ZrmnPob04PdnNKuLplBzhjzU7Qlh15qDk3L4POTViOTPBPzVSCe5D5YX73FR3Mqm2dO/AB/GrkiCQcj8az7tCkRyO45oJEilRIsOwGSeKa9wZmUZyq9Dio0hVvmdgq+pqwi2xZVj3McckjAP0q3qhJ2ZD51wTsjOAOOBzTv7PuHUyOCT7nk1ejjI6Dj1q7AeMY+oNZ3tsVa5Q0u0tJM+erMw6KDgGt608q2kzHbxqvoF5/OsZDtuHiOFfO5GHGa3LNxcQM4GHj4dcd6ma6hF62ZQ0gC68UzSqDhWdh9OldksZA45rivDG8380ynBxz+Jz/AEruLeYSABhtasqm5a2FWIPweD2NLsZWw4x6HsasCPPT8alAVlwwqB3KuwZ55p6R7TlWqUwbRlenpUYBU5B+tAXJUcbsNwf0pzIGye9RfLIMdG9PWmGRozg54osIqXJlST58j09KiDhhzgfyq1PMsqlMYHvVIxFec5FFi0MkiXeCAQfQU8EHAA59qchBGDSFNoyR+NFwGMATnrVWeONVMmdpHp3q4Qy8jnNQywpNweDVJkmcrgchsGnM4Iw4xn24NJcWssXzKNyiolkbOCPwNWIhm09Tk277M8lCNyN+FZd8Lm3RkeIqjDBOdy/gev55reVlzxkH0p+VKFXAKnggjg1Sk1uS0f/ZAA==)
19 апреля 2017 г. в КИРО прошло конкурсное испытание "Методический семинар", где педагоги представляли демонстрацию методической грамотности, соотнесения педагогической теории с практикой, способность к анализу, осмыслению и представлению своей ледагогической деятельности в соответствии с требованиями ФГОС и профессионального стандарта «Педагог».
Желаю творческих успехов, здоровья, удачи всем финалистам!
|