Документ:О ВНЕСЕНИИ ИЗМЕНЕНИЙ В ПОСТАНОВЛЕНИЕ АДМИНИСТРАЦИИ ТОМСКОЙ ОБЛАСТИ ОТ 19.05.2011 № 145А

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О ВНЕСЕНИИ ИЗМЕНЕНИЙ В ПОСТАНОВЛЕНИЕ АДМИНИСТРАЦИИ ТОМСКОЙ ОБЛАСТИ ОТ 19.05.2011 № 145А



Юрисдикция:
 Россия
Принявший орган:
Администрация Томской области


Дата принятия:
2021-09-07 00:00:00



Дата публикации:
2021-09-14 19:29:09








Языки:
Русский язык


АДМИНИСТРАЦИЯ ТОМСКОЙ ОБЛАСТИ

 

ПОСТАНОВЛЕНИЕ

от 07.09.2021 № 370 а  

О ВНЕСЕНИИ ИЗМЕНЕНИЙ В ПОСТАНОВЛЕНИЕ АДМИНИСТРАЦИИ ТОМСКОЙ ОБЛАСТИ ОТ 19.05.2011 № 145А

 

В соответствии с пунктами 12, 13 статьи 2 Федерального закона от 14 марта 1995 года №   33-ФЗ Об особо охраняемых природных территориях, в целях совершенствования нормативного правового акта

ПОСТАНОВЛЯЮ:

1.   Внести в постановление Администрации Томской области от 19.05.2011 №   145а

1)   пункт 1 изложить в следующей редакции:

1.   Создать памятник природы областного значения Лиственничное урочище.;

2)   дополнить пунктом 1‒1 следующего содержания:

1‒1.   Утвердить:

1)   Положение о памятнике природы областного значения Лиственничное урочище согласно приложению № 1 к настоящему постановлению;

2)   Описание местоположения границ памятника природы областного значения Лиственничное урочище согласно приложению № 2 к настоящему постановлению.;

3)   в пункте 3 слова Кнорра А. Ф. исключить;

4)   в Положении о памятнике природы областного значения " Лиственничное урочище ", утвержденном указанным постановлением (приложение № 1):

а)   пункт 6 изложить в следующей редакции:

"6.   Региональный государственный контроль (надзор) в области охраны

Управление памятником природы осуществляет областное государственное бюджетное учреждение "Областной комитет охраны окружающей среды б)   пункт 7 признать утратившим силу;

в)   подпункт 20) пункта 12 изложить в следующей редакции:

"20)   устройство объектов размещения отходов производства и потребления, скотомогильников, размещение мест накопления отходов производства

г)   в пункте 16 слова "и областное государственное бюджетное учреждение Областной комитет охраны окружающей среды и природопользования исключить;

5)   границы памятника природы областного значения Лиственничное урочище, утвержденные указанным постановлением (приложение № 2), изложить в новой редакции согласно приложению к настоящему постановлению;

6)   схему памятника природы областного значения Лиственничное урочище, утвержденную указанным постановлением (приложение № 3), признать утратившей силу.

2.   Настоящее постановление вступает в силу через десять дней после дня его официального опубликования. 

 

 

 

И.о.   Губе рнатор а Томской области

А . М .

 

 

 

Приложение

к постановлению Администрации Томской области

от 07.09.2021  № 370а

 

Приложение № 2

 

УТВЕРЖДЕНО

постановлением Администрации

Томской области

от 19.05.2011 № 145а

 

ОПИСАНИЕ МЕСТОПОЛОЖЕНИЯ ГРАНИЦ ПАМЯТНИКА ПРИРОДЫ ОБЛАСТНОГО ЗНАЧЕНИЯ ЛИСТВЕННИЧНОЕ УРОЧИЩЕ (ДАЛЕЕ — ОБЪЕКТ)

 
Сведения об объекте
№п/п Характеристики объекта Описание характеристик
1 2 3
Местоположение объекта

Томская область, Асиновский район,

с. Казанка

Площадь объекта +/- величина погрешности определения площади

(P +/- Дельта P)
2629590 м² ± 28378 м²
Иные характеристики объекта

Объект расположен на землях лесного фонда в границах квартала 8 (частично) Асиновского урочища Асиновского участкового лесничества Асиновского лесничества.

Ограничения установлены Положением
 
Сведения о местоположении границ объекта
1. Система координат МСК 70, зона 5
Обозначе — ние характер — ных точек границ Координаты, м Средняя квадратичес — кая погрешность положения характерной точки (Mt), м
X Y
1 2 3 4 5 6
  1.                
415933,02 5201441,18 Картометрический метод 5 -
  1.                
415580,46 5201843,7 Картометрический метод 5 -
  1.                
415424,73 5201831,94 Картометрический метод 5 -
  1.                
415177,94 5201815,78 Картометрический метод 5 -
  1.                
415020,76 5201789,34 Картометрический метод 5 -
  1.                
414935,55 5201754,08 Картометрический метод 5 -
  1.                
414857,69 5201736,46 Картометрический метод 5 -
  1.                
414563,88 5201769,16 Картометрический метод 5 -
  1.                
414416,99 5201768,78 Картометрический метод 5 -
  1.           
414139,34 5201781,99 Картометрический метод 5 -
  1.           
414007,13 5201770,25 Картометрический метод 5 -
  1.           
413951,31 5201783,46 Картометрический метод 5 -
  1.           
413829,37 5201805,5 Картометрический метод 5 -
  1.           
413694,22 5201805,5 Картометрический метод 5 -
  1.           
413559,07 5201792,28 Картометрический метод 5 -
  1.           
413324,03 5201689,44 Картометрический метод 5 -
  1.           
413237,23 5201678,08 Картометрический метод 5 -
  1.           
413194,76 5201663 Картометрический метод 5 -
  1.           
413143,34 5201614,52 Картометрический метод 5 -
  1.           
413835,25 5200852,1 Картометрический метод 5 -
  1.           
414851,82 5200217,48 Картометрический метод 5 -
  1.           
414891,48 5200199,85 Картометрический метод 5 -
  1.           
414976,69 5200332,07 Картометрический метод 5 -
  1.           
415338,06 5200747,8 Картометрический метод 5 -
1. 415933,02 5201441,18 Картометрический метод 5 -

 

Географические координаты характерных точек на плане границ объекта

 
№ точки Координаты WGS-84
  Широта Долгота
  1.                
57°4'37,99 85°55'55,85
  1.                
57°4'26,74" 85°56'19,98"
  1.                
57°4'21,7" 85°56'19,39"
  1.                
57°4'13,72" 85°56'18,6"
  1.                
57°4'8,63" 85°56'17,14"
  1.                
57°4'5,86" 85°56'15,11"
  1.                
57°4'3,34" 85°56'14,12"
  1.                
57°3'53,85" 85°56'16,26"
  1.                
57°3'49,1" 85°56'16,34"
  1.           
57°3'40,13" 85°56'17,31"
  1.           
57°3'35,86" 85°56'16,71"
  1.           
57°3'34,06" 85°56'17,53"
  1.           
57°3'30,12" 85°56'18,92"
  1.           
57°3'25,76" 85°56'19,02"
  1.           
57°3'21,38" 85°56'18,33"
  1.           
57°3'13,75" 85°56'12,39"
  1.           
57°3'10,94" 85°56'11,77"
  1.           
57°3'9,56" 85°56'10,91"
  1.           
57°3'7,88" 85°56'8,07"
  1.           
57°3'29,95" 85°55'22,36"
  1.           
57°4'2,57" 85°54'43,98"
  1.           
57°4'3,84" 85°54'42,91"
  1.           
57°4'6,65" 85°54'50,7"
  1.           
57°4'18,49" 85°55'15,11"

 

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rY88KKKKACiiigAooooAKKKKACiiigBCAwIPQ1SbRdLeS1kfT7Zns1C27GJSYgOgXjjGBir1FAHm/wAVAYb3Rrpe3mZz04KEfzNejgggEcg15n8adRtbCw0rzixkeWTYqjkgBdx/VfzrpbDxWHi+1XKxR6aNNiu45snfJu46dueAOSTWMItVJPo7HpYmrCeDoRT96PNf5vQ6iisnw1q0utaU11OIFlW4miZIH3qu2RlAz3O0DnvnI4rWrY80KKKKACiiobifyVAVd8rnCIO59/Qep/8ArCgBLidlIhhAaZx8oPRR/ePt/P8AUOggWCPapLEnLM3Vj3JpLeDyQzM2+V+XfGM/h2A7D+uTU1ABRRSEhQWYgADJJoACcDJqpk6h0ytr695v/sf5/TqBTfnc4Itf4VPHm+5/2fbv9KuUAIAFAAAAHAApaKKACiiigAqlBMsFmzsCf3sgVRyW+dsAVdqvDZQwFWG9mX7pdydv0HQfhQAtvAybpZSGmk+8R2HZR7D/ABPep6KKACiiigAooooAK5+X/kolr/2CZv8A0bFXQVz8v/JRLX/sEzf+jYqAFk/5KJB/2CZf/RqVv1gSf8lEg/7BMv8A6NSt+gAooooAKKKKACmySLFG0jnCoCzH0Ap1Vro+Y0duOrtub2Ucn8zgfjQA60jaO3XeMSNl3HoTyR+GcU2f9/KLYfcxul/3ey/if0B9almlWCJpGyQOgHUnsB7k8Uy3iMURMhBkc7pCOmf8AMD6CgBn/HxfeqW/6uR/RT/497VPLEs0TRuMqwwcHFQacP8AQIHP3pEDt7s3J/U1apsmO1ykTI8ZVvmubYhh239ef+BDI9jn0p9rIokKKcxyjzYj7H7w/Mg/8C9qdcowKzxLmSLPyj+Ne6/4e4FVwu8hYGXJ/f25PQ5+8D7fN/497UiixcRPuFxCMyoMFc/fX+7/AIHsfYmkF/CQDsuB/wBu8n/xNSwTLPEHAI7FT1U9wakoAqyRLOFubaQCTb8jg/K46gH1H8s8VNDKJolkAIyOQeoPcH3B4qB42tHM0Klo2OZYlGf+BKPX1Hf69USSNbhJIJFaG5YggHI3gE5H4A5+n1yAPteZrhmOZBJtPsAAVH5HP1JqzUEtqsknmo7wy4wXjxkj0OQQfx6Uwfbo/wDnhOPXmMj+ef0oAtUVDBceczo0bRyJjcjDsehyOCODU1ABRTJJo4V3SyLGvqzACqU9+8hCWO2TdwHA3Bj6DkD6nOBwOTxQBYuvkaGYdVkC49Qxxj8yD+FT5Ax71VnMix2zyru2uDKI1LfwnoByRux2pnki9kedvMj24WFipVl7lgD0yeOeoHoaAL1U7vYtzFJcDMCjg/wq+erf0Pb8qltJnmjbzAu5HKbl+62O49PTHqD161MRkY60ALVVwYLsTdUmwj5/hPO0/TnGPUj3psE8VrA0M0ip9nwvzHqv8J98jj6g0OZ70BUj8mIMG3yD5jggjC9unf8AI0ASy2kUsvmN5gbAXKSsuQM+hHqab/Z9sfvo0o9JXaQD8GJqzRQAUUUUAJXE+J/AK3Mp1TQSLS/Rt/lqdqufUH+Fv0+nWu3oqJwjNWZ04bFVcNPnpu35PyZwfhvx663H9k+JF+y3cZ2CdxtBPo4/hPv0Pt37sEEZHIrD8SeE9P8AEkH79fKuVGI7hB8y+x9R7fliuNsNc1rwFeJpmtxNc6eTiKRTnaB3QnqP9k9PbvipypaT1Xf/ADPRlh6OOXPhvdn1h384/wCR6fRVaw1C11O0S7sp0mhkGVZT+h9D7VZrpTueM04uz3CiiigQUUUUAFFFFABRRRQAUUUUAee/GGztLvQbD7REjut18hP3gNpzg+nAz+FdVoml2i6RYSNbLv8AsEULKw42gA429Otcx8Wf+QXp/wD13b/0Gust9U0+z0aKe6v7aCKBI0lklmVVjYqpAYk8H5hwfUetYRb9rJeh6leEY4CjJLVuWvpYtWOn2umwvDZwrFG8rysq92ZixP5mrNRwTw3UEdxbypNDIoZJI2DKwPQgjqKkrc8sKKKQkAEk4A6mgBk8ywJuYFiThVUcsfQVHbwMpM0xDTOOcdFH90e38z+Qbbj7RJ9qYcYxCD2X1+p/lj3q1QAUUUhIUEk4A6k0ABIUEsQAOpNVADfkOwIthyqn/lr7n/Z9u9ABvyGYEWw5VT/y19z/ALPt3q5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVBLdwwyeWxZnxkqiM5A98A4pYbqGdyiFg4GSroUOPXBA496AJq5+X/AJKJa/8AYJm/9GxV0Fc/L/yUS1/7BM3/AKNioAWT/kokH/YJl/8ARqVv1gSf8lEg/wCwTL/6NSt+gAooooAKrNPNJIyW0akIdrSO2AD7Adf0+tOuZWVVjiI82Q4TPOPVvw/wHepIolhiWNM7VHfkn3PvQBXJvYfmIS5HdUXYwPtk4x/nmpLeFk3SSkGaTG4r0AHRR7D+pPep6bI6xRtI5wqjJPoKAIP+Pi8OfuW56erkdfwB/X2p95J5VnPIDgpGzZ+gpLRGS2XeMO2XcehJyR+tMvP3hhtx/wAtHBb2VeT+HAH/AAKmtyZbCwywwmKzzhxGML6YHTPrwfyNWaoXUZjaR3DGGQhi8f34mA4bHccf/WIJw5ftlxEF8yJEI/10RJLj1Udvrk/1pFLQS4iN8ZdrcRDERH/PT+9+HA+uaWCEytHOjAQk+cq45BYcj6ck/U0B5sGKxijWOL5cv0Yj+EY/InsexpITKql7aMSRSZIR32mNs8joeM5+hz+ABJMGtpTcoCY24mUD8mHuO/t9MVYjkSVA8bq6NyGU5BqsGuYZIzPIjrI20qq4Kntg55HHp79OKWe2WMm5t0xMPmIXjzPUH1OOhPSgC1UQtoVnM4iQSnq+Of8APA/IU9HWSNZEO5WAII7inUAMlmigTfNIka5xl2AFKrqwBVgQRkEHqKgk51CBTyBG7D65Uf1NMmghtSLqGJIyrfvCqgblPXP06/hQBJBzd3LH7wKqP93GR+pam3kM0pQxncgzvj8wpu6YOQCfXjoc0syyQzfao1LgqFkQdSASQR7jJ471NHKkqK8bBlYZBHegCnEqQvuTSmRu7qI/55zTvMMlyJYIyXVdrxyZUgHkEfiCPf8AAVdqsjLJqMu0g+XGqnHqSSR9cAfnQAx5byMpJL5KRl1UxqCx5OAd3HcjtU13I0VpKyHDhTtJ9e361Hc2rzTxyq6ARjhZELDPY9RzR9mmlx9ouNygglI02q2PXJJ/WgCeKNYYkjQYVFCgewp9FFADGijaRZGRS6Z2sRyM9cU+iigAqBby3ebyVmQv0wD39M+vt1qvNa3U0zeZJHJD/DFyo/4FjO7+XtSmRFi+z3dn8gGAEiMiMPYAcfQj86AL1FUrRmE/lx+cbfaSPNRgUORwCeSDz16Y9MAXaACiiigArMl0201mykF/As8dwOFYfdX+HHoe+euT9KvS3MEBAlmRC33QxwT9B3qvZSrEkdvuDR4xBJnhgP4T/tDHTvjPrgauOMnF3Tszz2+0XW/AN42paPK9zppOZY2GcD0cD/0Ifp37Pw54r0/xJb7rdvKuEH7y3c/MvuPUe/8AKtsgEYIyDXB+I/AUkdx/a3hlza3SHeYEO0E+qHsfbofbvzOEqWsNV2/yPZjiKOOXJiXyz6T7+Uv8zvKWuJ8L+PkvJBpmuKLS/U7N7jYrt6EH7re3T6dK7WtoTjNXiedicLVw0+Sorfk/NC0UUVZzBRRRQAUUUUAFFFJQB5L8Z7W81rVNF0mwnPm5YmItgEuwVDx34P510tl4budK0mS0NlcXKx30coNnOsMkgFtGjSLkjJLhsglT1bJOM5Ogn/hJviZdaofntrMloz1GB8ifny34V6XWNKbnd9Lno4/Dww7hTXxcqcvV62+4p6Ol7HpFsuoMWuhGPMJIJz7kcE+pHGc4q7RRWx5wVVm/0qb7OOY15mPr6J+PU+31qS5mMSAIA0rnainuff2HU/SnQQiGIJkserMerE9TQBJTJZVhiaRzhV9Bn8ven1VX/Srjf/yxhOF/2n7n6Dp9c+goAYsF1j7QJiszcmJjlMdl9seo7889KlVkvIZIZoiv8EkZPt6jtg9f5GrFVpf3V5C4/wCWuY298AsD+GD/AN9UALbyurm3nOZFGVfGPMX1+o7/AP16sVDPCJ0ADbHU7kcDlT6/57E0tvMZYzuXbIh2uvof8O49iKAJaKKKACiiigBsiLJG0bZ2sCDgkHH1FcLdadd2umrLGmrAXSXEsMUMk7PFOdgtw3JKgKGzu+XcTnHGO8ooARc4GevfFLRRQAUUUUAFFFFAFayUIJ0wA4mcufXJ3D/x0rUk9vHcKA4IKnKspwyn1BpktuxlM0EpjkIAORuVvqP6jFNF55ZCXcfkMTgPnKH6N2/HHtmgB8DzBzDMpYqMrKBw49/Q/wD6x6DGl/5KJa/9gmb/ANGxV0Fc/L/yUS1/7BM3/o2KgBZP+SiQf9gmX/0alb9YEn/JRIP+wTL/AOjUrfoAKZJIkUbSSMFVRkk0+qt8VRIppDiOKUM+Txg8ZP0JB/CgB1ujOzXMqlXcYVT1RfT69z+XOBVimo6yIGRgynoQcg06gAqtefOscH/PZwp/3RyfzAI/GrNVl/eX7t2hTYPqeT+gX86ALNVYf3t9NL1EQES/X7zfzUf8BqaaVYIXlfO1FLHHtTLOJobZFf8A1hyz4/vE5P6k0+hL1aRPVaIi3uGgPCyZeL0z/EPz5/H2qzUc0KTpskBIzkYJBB9iORSKII47u3DRxJDIm4lSzlSATnGMHOM+tTW8Rhh2MwZtzMSBjkkk/wA6i8m7jH7q5WQekyZP0yMcfgTSNdySr5cMEizEYPmIQsfuT0P4Zz+tADk/f3Rk/wCWcPyr7t3P4dP++qs0yKJYYljTooxz1PufeoZrhjIYLcBpf4ifuxj1Pv7dT7daAFtPl86IfdjkIX6EBv0zj8KnZgqlmIAAySe1RwQiCPbuLsTlmbqx9ajvhmOMtkoJV3r/AHgTjn2yQfwoAjMv2uaFrdGKI2fOPCkY5A7nOfTHvVi5iM9tJEGCl0K5IzjIqWopriOAL5jHLHCqAWLfQDk0AJbzNKrCRNkiHDrnI+oPcVDc20cX+kwQhZlYMxjUbnGRuB9cjP44p0Raa7MyxvGnl7SXXaX54468c9f71WqAKUhuJInkmf7LCoLEJy+B6noPoM+xpYWniiCxWSpGPuqZPm/EYxz16mrM0SzwvE+dsilWwccGoDaSyr5c9yZIu67AN49GPf8ADGfpQBNBKJ7eOZVKiRQwDdRkZ5qSkHApaACimSypDGZJGCqOpNV/OvH/AHkduqp2SR8O35ZA/wA5xQBbqK4n8iMEDc7HaiZ+83p/nsCai+2OV+SzuC/dSAMfiTg/gTToLdg/nzkNMRgY+6g9B/U9T+QABWCrZXazXDkboyHmP3SxI4P90DHA6c+vWx/aFj/z+Qf9/V/xqzRQBDHeWsz7IriJ2P8ACrgmpGZUUszBVHUk4ApssMc6bZF3AHI5wQfUHsfeo1sbZWDmPzGHRpWLkfQtnFAEscscyB43V1PRlOQafVJnS2v5G8qXDxgkxxswZsn0GM4x19qeb9M7Filab/nkFw3154x75x+PFABZoA07NzL5rBmPJxnKj6AEcf4mmXFvH9oUchLglWA/vgZDD0I29fp6Ui3CLP5wzGrkJMrjaUb+En69M9/lxTp7rTpVMU11BwenmgEH25yDQBNayM8OJDl0Yox9cHr+IwfxqaooIo4o/wB2SwY7ixbcWPrmpaAOc8UeDbDxHEZMCC9A+S4UdfZh3H6iuX0vxPq/g28TR/EcTy2o4inHzFV9VP8AEvt1H6V6XVLVNIsdZs2tb+BZYz0zwVPqD2NYzpa80NGenhsclD2GIXNT/Feaf6bE9rd299bJc2syTQyDKuhyDU1eXXFjrvw5vGurF2vdJdvnVug/3h/Ce24cfyrutA8Saf4itPOs5MSKP3kL/fjPuPT3ohV5nyy0ZOKwLpR9tSfNTfXt5NdGa9FFFbHnBRRRQAVieL9T/snwxe3KttkZPLj9dzcDH0zn8K2685+Jd1JqGqaZ4ftjl5HDsP8AaY7U/L5vzrKtLlg2jvy6gq+KhGW279FqzU+GWl/YvDZu3XEl7IX/AOALwo/9CP412VQWVrHY2MFpCMRwRrGv0AxU9VTjyRUTHF13iK86r6sKRmVFLMQqgZJJ4Apaqyf6VP5PWKI5l/2j1C/1P4epqzmFtlaRzdSAgsMRqR91f8T1P4DtVmio5pVgiaRskDoB1J6AD3J4oAjuXZmFvExDuMsw/gXufr2Hv9DUyIsaLGihVUYAHYVFbQtGrPKQZpDlyOg9APYf/X71PQAUySKOZdssauvowyKfSEhQSeg60AVpNOtWRhHCkTkEB41CsPxFRRzgpDejG2VQswH8J7H8DkH689KcHupIvtaswX7ywAD5k9+M7iOeuOg9aSUQ7ReRBHilAE2Bw6Hufp/LNAF6iq9qzLut5CWeLGGPVlPQ/Xgj6g0wPcXeTE3kQ5wHwC7e47AfXJ9hQBboqC3ldjJFMVMsZ5KjAIPIOP0+oNJJeRrIY0V5pB1WNc4PoT0B+pFAFiiqv2xkZfOtpIlchVYkNgk4AOCcfypGRrq5kVpZFijwpRG25bGTkjnoR3oAseYnmeXvXfjO3POPXFVVa7lLzxuuA7IIWGFIUkZ3YyCcZ9McY70rQQwzwRwRLG28uSoxxjBJ9eoH457VJbcS3S9lm4/FVP8AMmgB0FysxZMFJV+9G3Ue/uPcVNVVP396ZgPkhVowf7xJG78toH1z6VJcStGFSPBlkO1c8gepPsB/h3oAmoqqrzW8yrPL5iS8BtoUK3p9D2z378ip5JI4YzJI6oi9WY4AoAfVW4uNzNbwhXkxhywysY9W/Dt1PsOQmZ7zpvt4PU8SP/8AEj9fpWfd32n2UNubuQQ2lxOsNtCilmuHY8cDkg8nHpyfQAFmwu7WO4TTYHB/dNKm4/M6hgCwA/hy2M8D04qjL/yUS1/7BM3/AKNird8mLzhN5a+aF2h9vzBeuM+nArCl/wCSiWv/AGCZv/RsVACyf8lEg/7BMv8A6NSt+sCT/kokH/YJl/8ARqVv0AFFFRXMxghLqu5iQqgnAJJAGT6ZNAEKRRrqZaONUIizIVGNxY8Z9cbT+dW6ht4fJQ7m3yOdzv6n2HYe1TUAMlkWGJpHOFUZNMtY2SHMgxI5Lt7E9vfAwPwpj/6RdCP/AJZwkM3u3Yfh1/75qwSACTwBQBWuf31xDbjoCJX+gPA/FsfgDVqqtkDIr3TdZzuXPZP4R+XP1Jq1TZMe4UUUUigoqhDbmeMz+dIlxub5txITk/Lt6EdvfGeuDUq3you25VopF4PyHaT/ALJxzn06/jQBYdlRGd2CqoySTgAVDZKfI3spBkZn5GDgnIz74wPwpgWS8ZWljMcKnKxt1c9iR2Ht+eMYq3QAUyWJZoXibO11KnHvT6KAKojvvu+fEAP4/LJYj6ZwD+f0FSQ2yQsXy0krfekflj/gPYcVNRQAUUUUAFFFFABTJJY4ULyuqKOrMcCiWVII2kkOFH+cfWoYYGkkFzcL+8/gQnPlj09M+p/DpQBHPcWFyqhpw+xty+U5znGONvPc0+zDbpGAlWI42CUksfU88jsMe3vVqigAooooAKKKKACiimSypDGZHJCjrgE/oKAH0VVF3J1+xXG3s3y/y3Z/Sp4pUmjWSNtysODQBDcwsWE8Sh3UYZD0kX0+vp/9c1LBJHLCrxY2HoMYx7Y7EelSVXks4ncyJuhlPWSM4J+vY/iDQBHLBHaH7TbxBNpzIqLjevc4HUjr68Y71bBDAFSCD0Iqt/p0XyhYrgdmJKEemeD+Y/KpbaJoLdImYMVGOBgD2HsOlAEtJS1Xvj/ojoCQZMRgjtuO3P60AVZY1mtzdyDdvcEBjkCIkAjHuuSR7+wrjtf8DXWmXX9s+FZHhmj+Y2yHkeuz1H+yfw9K7u9Qtp9wijkxMAPwqZSHUMOhGRWc6cZrU68Li6uGlzQ2e6ez9Ucj4V8eW+sMthqSi01AHaAeFlPtno3sfw9uvrl/FXgez8QKbiHbbX4HEoHyyezD+vX61gaN4x1Lw3ejRvFMcmxeEuD8zKOxJ/iX36/Xtkqkqb5am3f/ADO6eEpYuLqYTR9Ydf8At3uvxPSKKjgniuYEngkWWKQZV0OQw9jVLXtUfRtGudQjtHujBGz+WjBeACSST0GB7n0BNdJ47VtDQrxDwzqfiHVPiJq2qahYLNNp8UsghyEjRlwijdzkAEnPJOMjJr1i51PUYfEFtpyWVrJBcBn8wXLCRI1A3MU2Y+8VUDdzuHvjh/hzJa6p4i8QeVMksTqyttbnDOf6ZrKb96Ktc7cLH91VqKfK0vvu7NHTHxVcHU7S3WOJImS2Nw7xSEbpjgAOoITtjdncTj5fvV1VZT+HNNe4gmKygwrEu1ZmCuIzmPcoOG2nkZrTd1ijZ3YKqjJJ7CtThIrmVkURxYM0hwgPQepPsP8AAd6fDEsESxrkgdSepPcn3JqO2R2ZriUYdxhVP8C9h9e5/LsKsUAFVY/9Kn84/wCqjJEf+0ehb+g/E9xS3LNK4tYyQWGZGB+6v+J5A/E9qsKqooVQAoGAAOlAC0UUUAFFFFAFPEtiMAGW2HQKPnjH0H3h+o96VrJJlfZcSLDMCWjQrtbPU9M8+xqS4uRGRHHh52+5Hn9T6D1NPt4vs9tFCGLCNAuT3wMUAR3UUrbZbfb5yZA3dCD1B/Q/hUsMQhhSNSSFGMnqafRQBDLbJM6uSysoxuRsEjuM+lPiiSGMRxrhR/n8T70+igCtdMomtlZgAZCSCeuFP9cGkt5FWOa6dgkUjbwTx8oAGfxxn8ankjSVSkiK6nqGGRUV3E7+U6rv8t9xjJwG9/qOv/18EACW4J33MuUL9A3G1B0z+p/HHai1VjbtKfleYmTkdM/dyPYYH4U1o7m6BSURxQn7yD5mcehPAHp3+tWqAIbLH2GAgYBjU9c9RTbf99I10eh+WP8A3fX8Tz9AKghF0bVLUQmIIojaVnAOBxlQM8/XFXSY4IckrHHGv0CgUAR3gQ2snmNsGOGAyVPYgeucYqGAfaJ/NuI9rxKuEJzsYjJP15x+HvVD+2rW48RQ6Y0c8s+zzRGkRKwLg4klPRSdpCjr3xzxLr3hqx8RW6295JcpFuBkWCYxiYDPyvj7y85xQBYtNT0vW0u4LO8hu1hbyZ/JfcFJHTI9jWenhuf/AISR9bub9LqWOPybNJrfi1Qj5tuGGWY9Wx044FX7LSItOtUtbGVraCMYWOKOJVH4BKn+yzf8/wBcf98x/wDxNAD4luAx86WN1xwEjK/+zGsWX/kolr/2CZv/AEbFW1FB5TbjLLIxGCXb+g4/SsWX/kolr/2CZv8A0bFQAsn/ACUSD/sEy/8Ao1K36wJP+SiQf9gmX/0alb9ABVa4+ae2j6/vCzD2Cn+pWrNVov310838MeY09+fmP5gD/gJ9aALNRXE3kRFgNzk7UXP3mPQVIzBVLMQABkk9qrQBriT7TIML0hU9h/ePuf0H1NAEsEPkxBc7m6s2PvE9TUN3mZ1tF6Scy+ydx+PT8/SrMjrHG0jsFVQSSewqjFJMjg+TuuLkGQhm2hFGAFJ5PG4fiTTXcmWuhfFLVX7Y0XF1A0X+2vzp+Y5H1IFK2oW+MROJ3PRIiGJ/w+p4pFFmiqgvGhOL1UhB5Vw2UPsScYP8+3cANy9z8ln909ZyMqP93+8f0/LBAFRguoyRqQd6B2A/hI4yfqMY/wB01aqOCBIE2pnk5Yk5LH1J71JQAUUUUAFFFFABRRRQAUUUUAFFFFAFWNfPvJXk5EDhY17D5QSfr82Pp9Tm1VaL5L+dOzKr/U8g/ooqzQAUUUUAFJS0UAVI57q5QSRRxxxuMoZCSxHbIHT8/wD6zvKvG4a6jUescOD+pP8AKg2SBy8MkkDMct5ZGCe5wQRn3xmmlbq3+YSG5jz8ysAHH0IwD9Mfj2oAX+z7d/8AXqbg/wDTY7h+XQfgKZ9kkRPLNxGtsr7tvl4IGd2M5xjt06fnTzfx44iuC3ZfIcZPpkjH45xSLamdvMvAHOcrEeVT/E+/5UAKb+Jhi3zcseB5XK/i3QfnUltE0MCo2C5JZsdNxOTj8SamooAKoazrFtodibu6yyltqqrKpY4JxlyFHAJySBgVfqjqumLqcMS+c0EsEomhlVVYo4BGcMCDwSPx4wcGgCtbeJLW6vorVbe4USlUWZ1UIJDH5vlnnO7Z82cbe2c8Vr1gWXhCxstTtL5ZGdrOJY4g0UYbIQpksFDHgnjOMn0AA36ACq837y7gjH8BMjfgMAfmc/hViqzfur4OfuzKEz6EZI/ME/l70ASzqWgkVRklSAPwpLZg9tEynIKAg/hUtVrT5fOh7RSkD6EBv03Y/CgCzWdrOh6fr1mbW/h3r/A44eM+qnt/KtGik0mrMqE5QkpRdmjy0jX/AIb3eV/03SJH+i//AGDfofft3FtqGl+MtBuYbe4byriJoZlUgSRbgQeDnB64PI+ta00MVxC8M0aSRuNrI6ghh6EV55rfg3UPDt5/bXhaSQBMl7cHLKO4A/iX2PP17c/LKl8Ose3Y9n2tDMFataFX+bpL17PzOn8TXNhoGmap4hvfNdRZrA0a9MbmAC+hZpACc9h6V5T8MdGi/sDUdcs7y7ikW7gt9iELlfMQkE9SDuHQjpg8Eg24/Fd/8V9Sg0GO1FrbxrvuMHcjY4Ln068Lzyevp61oeg6b4d01NP0y3WCBOT3LHuxPcmtotuT0PNqU406a95Nv8Lf5nOWs1wfiBJm4c7p5Ea28yQukYiG12UnZ5ZYcYAO5h8x+YV1R/wBKuNvWGFst/tOOg/Dr9cehp9zKy7YYv9bJnacfdHdvw/mQKkiiWGJY0+6o7nJ/H3qzmH1HPMIYi+Cx6Ko6sT0FSVVh/wBJm+0nmNMiEevq349B7fWgCS3hMSEuQ0rnc7Dufb2HQVNRRQAVUWa6m3GGOJUDMod3JPBI+7j29amuJhBFuxuYnCIOrN2H+enWi3i8mFUJ3NyWPqSck/mTQBH5V43DXUYH/TOHB/Vj/Kj7JIchr24YHt8g/koNWaKAI4YIrdSsSBcnLHqWPqT1J9zUlFFABRRRQAUUUUAFFFFABRRSE4GT0oAimnMbLHGnmSvkhc4AA6kn06fnUawSSyq906ErykSZ2qfU/wB4+nAx6VXv/wC0At5/ZS27Xpij8r7SSIwckc45wBk4Hf61W0Hw4ulTS395dyahqtyoWe8l4+UchEXoiA9h+OaALel6LbaVLezRNJJPfXDTzyykFmJ4C5x91QAAOw/GtCiigAooooAK5+X/AJKJa/8AYJm/9GxV0Fc/L/yUS1/7BM3/AKNioAWT/kokH/YJl/8ARqVv1gSf8lEg/wCwTL/6NSt6gCC5kdmFvCcSOMlh/Avr9fT3+hqaONYo1jQYVRgDOagQR2cTS3Eih3OZHPAJ7Ae3YD+tN33N1/qwbeI/xsvzn6Ken4/lQAP/AKZMYusEZ+c9nb+79B3/AC9RVumRRrDGsaDCqMCobm4ZCIYQGnkHyjqFH94+w/XpRuJuyGSn7Xc+QOYoiDL/ALR6hf6n8PU1LcQuxSaEgSxg7Qx4YHqp+uBz2x+BdbwLbwrGpJx1J6se5PuTzUtNiS6siguEnBwCrqcOjfeU+9S1BPb+YyyRt5cy/dcDPHoR3H+eKLaSVmljmZGaNgNyKVB4B6En1pFE9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFa9G1UnHDxOvP8AskgN+GP5D0qzVe/Utp9yo6mJgPyNTqdygjoaAFooooAKKKKACoJLyCNym4u46pGpcj6gdPxpl5M6ERo4iBRneUjOxRjOB68//r6GOC2n8oFJTbL1WNVBP/Ayckk9T0+p60AS+fdSf6u12D1mcD8guf1xQUvj/wAt7dfbyWP67h/KkE80DKt0ilWYKJYwcZPABXqOT6n8KtUAVmjlRS8t8yAdSFUKPzBqCF3luY/Ju5pogSXLIuxhjgBgozzg8HsalvkJ8mTbCwifcRK+0dCBzg85IpQ183Hl28fvvZ/0wP50AWqKreRdvxJdqq/9MYtpP4kmltCV86EszeVIVDMckggMPy3Y/CgCxRRRQAVXuf3jwwDqzhz7BSDn89o/GrFVJJFtr1pJjsikjVRIfuggtwT26igC3VWQSQXBmjiMiOoDqpGQRnkA9evPfgdakivLWZ9kVzFI3orgmpqAGRSpPGJIySp9QQffIPSn1WtvkuLmI8YcOq/7JA5/76DVOzKilmYKB1JOKAHUlMiuIZywimSQr97YwOPrUlAHnxhi0afU7/TtP0/RLlNSW3kuCCYVjaJH3TYxwS2MAgAsOeM10/h/xDHq+jrdzqIZ0DCaMA9VYqSoPJUlTj8utW59Fs7gXO4So1zMszvFM6NvVVUEFSCOFA468+ppRpFnHaQW0Uflrbf6lgcsh9cnOTnk5zk8nNAE1tG/zTzDEsmMj+6Oy/h/MmrFVPtEtvxdJlP+e0Y+X8R1X9R7ipZbhY4RImJC+BGAfvk9Of6+nNADLg/aJPsq52kZlI7L6fU/yz04qwAAAAMAVHbw+THhjukY7nbH3m/zwPYCpaAEbO07QCccAnFZ9uIbld01y/nn78azsmw/3doPb9a0aY8MUgxJGrj/AGhmgCtELVLpV+1eZKAQiPICV7nA69u9XKokC4IhtUVIY3BaUDAyDnCjv7np9eRV6gAooooAKKKKACiiigAoqjJrekxXsdi+p2i3UrbUgMy+Yx9Auc0/VNQXS7B7trW6ughA8q1hMsjZOOFFAFukrG0fVNa1O7d7rQjplgEzG1xcK08jZGMouQoxnOWz0qXWfDtjr7QjUGuXhizm3S4dIpc4++qkbsY7+poAu2d/Z6hG8lldRXKRyGN2icMFYdRkdxmsK/8ACU2u38z65q09zpxb91psH7mLb/00IO6Q9+oHtXQW1rb2VultawRwQxjCRxIFVR6ADgVLQBWg5urlu6sqfgFBx/49+tWarWXzQtL3ldnz6jOF/wDHQKs0AFFFFABRRRQAVz8v/JRLX/sEzf8Ao2Kugrn5f+SiWv8A2CZv/RsVACyf8lEg/wCwTL/6NSt6sGT/AJKJB/2CZf8A0alb9AGStnIf+JhKZZJ0IMat1Vc/MAvTJGR+XfJNwajZd7mNW6bGbawPptPOfapJ7gQY/dySM3AVEJz+PQfjioD9tuGCufsqEZwo3OR/vfdX9fY07EuXQjn1eMMYYI5pJiOF8l/lHqeM4/n2pYJFhB8uKeeeQ5d3iKZPuWAAA9B+Rp0W+3ysFpshV8OSSXc9C3v65JycGnPJdh5ZBgxxPgRhDl1wCTnueeMdxj6F+wJO92K0t5CpeSGOVQMkRMdy+wB+99ePpVpWDqGUggjII70E/LnnGPSobJGjsbdHBDLEoIPY4pFE9V4/+QhOP+mcZ/Vv8KdPK8YCxRGSRvu8fKPcnsP19KIIPJDMzGSV/vue/sPQe3/1zQBNRRRQAUUUUAFFFFABRRRQAUUUx5VjKhgx3HA2oW/PA4oAfRRRQAUUUUAIyhlKkZBGCKr2Mu6BYnyJolCyK3XPr7g4PNWaimtoZ8GWMMy/dboy/Q9R+FAEtFVvskgGEvLhV7D5Wx+LKSfxNH2aYdL6c/VU/wDiaALNFV/In/5/JP8Avhf8KimiaNf3l5dsp4IRAT/46uR+FAEU7i4uGRcmOTEG89P4i4H4Lj6/Q1YE81ySbXYsQ6SupYP9ACOPfP09ajYiWJYYtP3Rrjb5oCIPwPI/KnizaT/j5mMg/wCeaDYn5dT+JI9qAIGkZ5QjTG6dGBMUCAKCDkbiScYODjOeOhqz512o+e0Uk9PLlBH45AqdEWNAiKFVRgKBgCnUAVUtmkcS3e13H3UAysfrjPU+/wDLJyv9n2w/1cZi/wCuLmPP12kZqzRQBWNtIvK3k6gdvlP81z+tV4085rRySJmRZJWRioIAHXHHJx17A1auQ8gWBNwEn33H8K9+fU9Pxz2pLWP5pZSmzc21VxjCrwB+eT+NAFiiiigAooooAZLDHOmyVFdc5wRnB9arMslkPMWV5IF++r/Myj1B6nHU5zx+VXKKAIpbe3uNplhjl2/dLKDj6UxbGzRty2sIb1EYzUUbyWu62S3kkCnMeBhQp6ZJ4GDkYHOAOKeIbqQ75LoxHskQUqPqWGT+n0oAfNbs7LJDJ5UijAO0EEehHp+R96IZpPNMM6KrgblZTw49fbtx7jk03yrsjH2pB7iLn+eP0qKd7fSoWu5luZ26M0cDzSH2CopIH0AFAF6iqem6lHqlu08VvdQqrlMXVu8LHHcK4Bxz1xWdqfin+zb6S0/sHWrvYB++tbPzI2yM8HPPXFAG7VCF7AXAljjdC5wGKMqFj9eMn179KnsLv7fZRXX2ee28wZ8q4TZIvsR2rn316/h8+0Xwjqt1BDI8cko8lVkAJ5QNICwI5HAoA6iq8d9byyCNWYMSQu5GUNjrgkc9O1ReZPZod0clxCFyCozIvsR/F9Rz9etYtt4ks7mUWLaPrRSafCPJpc6Ku4g5Zio2gEnnsBmgDp6rXP710thnD8yY/ujt+JwPpmq15c3WlWcsyxSXsUa5CorNL9MKCW/LPr61Q0fxHHf34gbTdXjmn/5a3GmSwxKACQNzDA79TyTQB0CqqKFUBVAwABgClqhrFzqVrY7tJ09b26dgio8ojRM/xsTzgegyTUGi2muwPNNrWq2920oXZDb2vlJCec4JJZs5HX0oA0bi5t7SIy3M8cMY6vI4UD8TUVhqdhqsLT6dewXkSuUMkEgdQwAJGRxnkVX1Dw5ourXkd5qOl2t5PEuxGniD7RnOMHjrV23toLSEQ20McMS9EjUKo/AUAYuo6r4jF/JZ6T4dSVFw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