ly lop 10 phan co hoc

BÀI TẬP TỰ LUẬN MÔN VẬT LÝ LỚP 10 PHẦN TĨNH HỌC 1 pps

BÀI TẬP TỰ LUẬN MÔN VẬT LÝ LỚP 10 PHẦN TĨNH HỌC 1 pps

Ngày tải lên : 13/07/2014, 11:20
... nghiêng trong hai trường hợp: a.  = 45 0 ; b.  = 60 0 . Lấy g = 10m/s 2 Hình 47 Bài 210 Treo một trọng lượng m = 10kg vào giá đỡ nhờ hai dây AB và AC làm với phương nằm ngang góc ... nằm ngang (CB = 2CO) . Một vật A khối lượng m = 5kg được treo vào B bằng dây BD. Hãy tính lực căng của dây OB và lực nén lên thanh BC. Bỏ qua khối lượng của thanh BC. Lấy g = 10m/s 2 . Hình ... = 10m/s 2 và bỏ qua khối lượng thanh AB, các dây nối. Hình 39 Bài 203 Một dây căng ngang giữa hai điểm cố định A, B với AB = 2m. Treo vào trung tâm của dây một vật khối lượng m = 10kg...
  • 10
  • 5.4K
  • 65
BÀI TẬP TỰ LUẬN MÔN VẬT LÝ LỚP 10 PHẦN TĨNH HỌC 2 docx

BÀI TẬP TỰ LUẬN MÔN VẬT LÝ LỚP 10 PHẦN TĨNH HỌC 2 docx

Ngày tải lên : 13/07/2014, 11:20
... khỏi mặt đất. Bỏ qua ma sát. Lấy g = 10m/s 2 . Bài 324 Người ta dùng một mặt phẳng nghiêng chiều dài l = 10m để đưa một kiện hàng khối lượng m = 100 kg lên cao h = 5m (hình). Tính ... Người ta làm cho một con rối chiếc muc hình nõn bằng miếng tôn cức. Mũ cao H = 20cm, góc đỉnh  = 60 0 . Đầu của con rối là một quả cầu nhẵn đường kính D = 15cm. Hỏi con rối giữ được ... v’ 1 = 100 m/s. Xác định độ lớn và hướng vận tốc của 2 mảnh ngay sau khi đạn nổ. Bỏ qua sức cản của không khí. Lấy g = 10m/s 2 . Bài 302 Một lựu đạn ược ném t mặt đất với vận tốc v o = 10m/s...
  • 14
  • 3K
  • 31
GIÁO ÁN VẬT LÝ LỚP 6 PHẦN CƠ HỌC potx

GIÁO ÁN VẬT LÝ LỚP 6 PHẦN CƠ HỌC potx

Ngày tải lên : 13/07/2014, 11:20
... (km) và nhỏ hơn mét là đềximét (dm), centimét (cm), milimét (mm). 1km = 100 0m 1m = 10dm 1m = 100 cm 1m = 100 0mm * Quy tắc đo độ dài: + Ước lượng độ dài cần đo để chọn thước đo thích ... hỏa, biết khối lượng riêng của nước và dầu hỏa lần lượt là: 100 0kg/m 3 và 800kg/m 2 . 2. Tính trọng lượng của thanh sắt thể tích 100 cm 3 ? 11. MÁY ĐƠN GIẢN Stt Chuẩn kiến thức, kĩ ... = 10m. - Đo được lực bằng lực kế. - Tra được bảng khối lượng riêng của các chất. - Vận dụng được các công thức D = V m và d = V P để giải các bài tập đơn giản. Ở Trung học sở, coi...
  • 13
  • 1.3K
  • 2
Giáo án vật lý 10 phần Cơ học pot

Giáo án vật lý 10 phần Cơ học pot

Ngày tải lên : 18/06/2014, 17:20
... = Ph = mgh = 100 0 .10. 30 = 3 .10 5 (J) Thời gian tối thiểu để thực hiện công đó l : Generated by Foxit PDF Creator â Foxit Software http://www.foxitsoftware.com For evaluation only. - Giấy ... Foxit Software http://www.foxitsoftware.com For evaluation only. a = 20 . 2 100 0 2 22    s vv o = - 2,5(m/s 2 ) b) Thời gian hãm phanh : t = 5,2 100     a vv o = 4(s) IV. RÚT KINH ... )10. 1 610. 64(4,6)( 55  hRg h = 7155,4 (m/s) (0,50 điểm) Thời gian vệ tinh quay một vòng chính là chu kì quay của vệ tinh nên ta : v = T hR )(2   (0,25 điểm)  T = 4,7155 )10. 1 610. 64(14,3.2)(2 55    v hR  =...
  • 79
  • 582
  • 1
Giáo án vật lý 10 phần Cơ học ppt

Giáo án vật lý 10 phần Cơ học ppt

Ngày tải lên : 18/06/2014, 17:20
... by Foxit PDF Creator â Foxit Software http://www.foxitsoftware.com For evaluation only. 32 Ngày 20 tháng 10 năm 2008 Đ 22. I. mục tiêu 1. Kiến thức Hiểu đợc rằng ... Software http://www.foxitsoftware.com For evaluation only. 28 - Ghi câu hỏi bài tập về nhà. - Những sự chuẩn bị cho bài sau - Ra bài tập về nhà. Cho bài toán nh hình vÏ. M = 3 kg , g = 10 m/s 2 . Khói ... luật I Niutơn. (10 phút) Hoạt động của học sinh Sự trợ giúp của giáo viên O M Generated by Foxit PDF Creator â Foxit Software http://www.foxitsoftware.com For evaluation only. 8 3...
  • 107
  • 492
  • 0
Giáo án Vật lý 10 phần Cơ học pot

Giáo án Vật lý 10 phần Cơ học pot

Ngày tải lên : 18/06/2014, 17:20
... Software http://www.foxitsoftware.com For evaluation only. Giáo án vật 10 GV: Vũ Hoàng Việt Trửụứng THPT Soõng Maừ 1 Ngày soạn: /./2 010 Ngày giảng : ././2 010 Lớp B ././2 010 Lớp B .…/.…/2 010 Líp B ... thức về hệ quy chiếu Ngày soạn: /./2 010 Ngày giảng : ././2 010 Lớp B .…/.…/2 010 Líp B .…/.…/2 010 Líp B .…/.…/2 010 Lớp B ././2 010 LớpB Tiết 10 tính tơng đối của chuyển động Công thức ... và quy tắc cộng véctơ Ngày soạn: /./2 010 Ngày giảng : .…/.…/2 010 Líp B .…/.…/2 010 Líp B .…/.…/2 010 Líp B .…/.…/2 010 Líp B .…/.…/2 010 LípB TiÕt 9 chuyển động tròn đều ( Tiết...
  • 212
  • 410
  • 0
Tài liệu Đề thi chuyên lý lớp 10 trường quốc học Huế 2006 doc

Tài liệu Đề thi chuyên lý lớp 10 trường quốc học Huế 2006 doc

Ngày tải lên : 26/01/2014, 12:20
... phương con bởi ba mặt phẳng qua O và song song với mặt của (L 1 ) .Phải một hình lập phương con (L 2 ) trong chúng chứa ít nhất hai tâm hình cầu. 0,25 Đường chéo của hình lập phương con (L 2 ) ... B A O O A B B 1 1 2 1 2 1 2 LL I K A 2 L 1 L 2 13 1 2 4 3 SỞ GIÁO DỤC - ĐÀO TẠO KỲ THI TUYỂN SINH VÀO LỚP 10 CHUYÊN QUỐC HỌC THỪA THIÊN HUẾ KHÓA NGÀY 19.6.2006 * * * * * MÔN : TOÁN THANG ĐIỂM - ... 2 1 (a-2r) 3 ≥ 2r hay : 2r ≤ 32 3 + a =( 32 -3)a. 0,25 SỞ GIÁO DỤC - ĐÀO TẠO KỲ THI TUYÊN SINH VÀO LỚP 10 THPT QUỐC HỌC THỪA THIÊN HUẾ KHOÁ NGÀY 19.06.2006 ĐỀ CHÍNH THỨC HƯỚNG DẪN CHẤM MÔN VẬT...
  • 7
  • 882
  • 7
Vật lý đại cương - Phần cơ học pdf

Vật lý đại cương - Phần cơ học pdf

Ngày tải lên : 19/03/2014, 10:20
... 11/15/2011 10 11/15/2011 Hoang Duc Tam 19 Chương 1. ĐỘNG HỌC CHẤT ĐIỂM (tt) 0 0    =      = − +    dx v cos dt dy gt v sin dt α α 0 3 2 0 4 1 2   = +     = − +    x v t cos C y ... ñổi ñều Đây là dạng chuyển ñộng thẳng : =   a const Do chuyển ñộng là thẳng nên: = = = t dv a a const dt 0 0 − = = ⇒ = + v v a const v v at t Mặt khác: 2 0 1 2 = ⇒ = ⇒ = + ds v ds vdt ... y 0 2 0 1 2   =     = −    x v t cos y v t sin gt α α Khử t trong hai phương trình trên ta ñược phương trình quĩ ñạo: 2 2 2 0 1 2 = − + gx y x tan v cos α α b) Chuyển ñộng với gia tốc không...
  • 81
  • 4.2K
  • 46
Chuyên đề luyện thi vào lớp 10 - Phần số học

Chuyên đề luyện thi vào lớp 10 - Phần số học

Ngày tải lên : 02/05/2014, 09:51
... < 100 Suy ra: 101 cd = k 2 - 100 = (k + 10) (k - 10)  (k + 10)  101 hoặc (k - 10)  101 Mà (k - 10, 101 ) = 1  k + 10  101 42  k + 10 < 110 Do đó:         k 1 101 cd ... = 100 ab + cd = (100 + k) ab Vì ab < 100 nên 100 + k không thể là số nguyên tố 101  100 + k  109 k  1, 3, 7, 9 Ta xét lần lƣợt k = 2, 4, 5, 6, 8 Với k = 2. Ta có: A 2 = 102 . ab ... bốn số nguyên tố khác nhau. Giải Ta có: n = ABA = A .10 6 + B .10 3 + A = A .10 6 + 2A .10 3 + A = A (10 6 + 2 .10 3 + 1) = A (10 3 + 1) 2 = (7.11.13) 2 .A Từ đề bài ta suy ra A là bình...
  • 160
  • 798
  • 1
Chuyên đề luyện thi vào lớp 10 phần hình học

Chuyên đề luyện thi vào lớp 10 phần hình học

Ngày tải lên : 05/05/2014, 17:19
... ON và BC. Dễ chứng minh được: IN = BN =  a BT a 2 AA cosNBC cos 2cos 22  IN a a sinA A ID sin A A a A AM 2 IA 2.2R.cos 2cos . 2cos 2 2 sinA 2       Mặt khác, ta có:      DIN ... src="data:image/png;base64,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 4cO8 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 9lY6 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 /ly5 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 /Ly8 kQiMXv27NatW6f8nygrKxsyZEj4JxYtWpSOf6L5Ovfcc5cvX7 5ly5 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 ... src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA80AAAXgCAIAAADkNjxwAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uy9e1yUZf7/f5XUFkPrqcHxmyggtmTLeEDXA5Sn0RJdTckMKA+lfiB10PhurYcF8VembqaCp10yXXUGhBT1IwcVl8jBw4coGBKpCMbAFpkg2QD96mi/P97y/tw7A+PA3Pc998y8nw//uGYc5nDf133dr+t9fKi5udloNDKCIAiCIAiCIHhCJpMxjUZDB4IgCIIgCIIgeCQiIsJjwIABERERdCwIgiAIgiAIgi/Gjh370K+//koHgiAIgiAIgiD4xaOwsHDnzp10IAiCIAiCIAiCL8aOHetx9erV1NRUOhYEQRAEQRAEwSMP0yEgCIIgCIIgCNLZBEEQBEEQBEE6myAIgiAIgiBIZxMEQRAEQRAEwQtU148gCIIgCIIg+Ifs2QRBEARBEARBOpsgCIIgCIIgSGcTBEEQBEEQBOlsgiAIgiAIgiBIZxMEQRAEQRAE6WyCIAiCIAiCIJ1NEARBEARBEATpbIIgCIIgCIIgnU0QBEEQBEEQpLMJgiAIgiAIgiCdTRAEQRAEQRCkswmCIAiCIAiCdDZBEARBEARBEKSzCYIgCIIgCIJ0NkEQBEEQBEGQziYIgiAIgiAIgnQ2QRAEQRAEQZDOJgiCIAiCIAjS2QRBEARBEARBkM4mCIIgCIIgCNLZBEEQBEEQBEE6myAIgiAIgiBIZxMEQRAEQRAEQTqbIAiCIAiCIEhnEwRBEARBEATpbIIgCIIgCIIgSGcTBEEQBEEQBOlsgiAIgiAIgiCdTRAEQRAEQRAE6WyCIAiCIAiCIJ1NEARBEARBEKSzCYIgCIIgCIIgnU0QBEEQBEEQpLMJgiAIgiAIgnQ2QRAEQRAEQRCkswmCIAiCIAiCdDZBEIS70NLSYjAY6DgQBEG4Kh50CAiCIHgX0Eajsby8/MaNG5WVlRUVFYyx/Pz8uro6W/5cqVQ+++yzjLGxY8f26tVrwIABTz31VL9+/Tw8aMUmCIJwJh769ddf6SgQBEF0GZPJVFtbe/78eZDUqampwn1WREREYGDgiBEjBg8e7OvrSwefcBbQdQP7zwe+fuzYsTCgeU6QziaIrugSxtj58+fhmZMnT9qy7Pbq1YsxBuY9mUwml8vpYBIOoaWlpaSk5OzZs+fOncvLy7P+YrRPy+XyUaNGWX8xXgu22L8jIiLGjh07bty4Z555hqzdhHQk9bVr165evXry5Emj0fjAC8QW4CKCu8DYsWPlcrlMJqNDTZDOJghmNBrr6urKysp4XHMRhUIxYcKEwMDAgICAsWPHkm+dEJSysrKCgoKUlBS9Xt/uC1Qq1eDBg0eNGhUUFPTEE0/YPyEhBAVVy+XLl6189MKFCydPnkz7T0J8YX3+/PlLly599tlnHc1P3oHFf/r06UFBQbTPJEhnE26EyWS6cuVKQUHB+fPnbfeho82vXaVuuzpXKpXjx49/4YUXRo4cSYKD4GU+X7p0KT09PT093dLArFQqw8PDJ02a9NRTT4nm4DYYDOXl5adOnWpX1igUipiYmFmzZgUFBdHpIwTV1idPnrSyyIMURjcObD4ZY9a9kbC3hDH4PCEiy8omE/aZM2fOJN8OQTqbcFnA1Hf8+HErmjgiIgLWXIj9YJ2PvTMajS0tLb/88ktZWVljY+P58+etLL4KheKVV1554YUXxo0bR05GogtTOjMzc/fu3WbyGrT1rFmzpHBHxwgWy++pUCjWrFkzd+5c2nASIuw52X/mDwjkXeQGpXQUWxUREfHaa6/Rsk+QziZcZ9lNSkqy/F8wLY8aNUqEcDpYfL/66quOhL5SqVy8eDFpDsIW5Xr8+PFNmzaZ7d9UKtXKlSul7CcxGo2HDx+2DGtRKpUffPDBlClTyM5H8LvOoy3DUYm5RqPx22+/PXv27JEjRywNLnDNkuAmHMmvBNF57ty5o9PpIiIi2pWziYmJOp2uubnZgd+wurpao9F09A2Tk5Pr6+vpPBKW00atVlveqrOyshw7nztLc3NzcnKyUqk0+y2JiYk084lOXRGJiYmWq6hKpdJoNFKbS83NzVlZWZaXMFi4dTrdnTt36JwSIkM6m+Bn2VWr1ZLVInq9PjEx0VJzKJXKrKwsWnmJX3/9VafTmc0Q2I85l7y2pL6+PjExUaFQmGmO6upqOumEFUtKVlaW5ZqpVqudRa3Csm828xUKBW01CdLZBC27AmqOjox8JDvck6ysrIKCArMpAaYvF7t+291IuNjPJOynubnZ0pICLh0nNUno9XpLC3dERIRer6fTTZDOJqSy7JpZBVQqlVP74No18sGPojPuPkRFRblbWEV1dbVZMJVKpaJNJtHu3FAoFC7g0sGtpqWpiLaaBOlswpHy2tKwAU4311h2AZ1Op1KpaOV1Q0kxcOBA7nkfN27cpUuX3GrzbGbeI2e6e3Lnzp3x48cPGTLETZZByxwMWvMJ0tmE2KxatcqtQpktg85p5XVhidludqwbhuxbqu3ExERKV3Ar6uvre/bs6Yax+5aTn9Z8gnQ2IdLqExkZyV19pk6d6iarD5Ro4AaT0MrrSty5cyc5Obldef1bT0+3Ddmvr6/nbjwUCoVGo6HZ4g6XQ7sZ7W6+1aQUYYJ0NiHgsqvRaMxClnHl1Wg0rhQu0qnjQCuvC6DX67mhmREREcXFxdxJnrRkSdT48d3/U3C7j+aorq7mHh+VSkVhJC5MR0u9e9blaNex4yb3O4J0NuEYFdIRarXaTRSnpbGHVl7nPZXccEz0UVRXV3PPb9T48ftXrNi7fPnqOXMG9+/vnprDTH4lJydTGIlrb6iUSuXo0aPxYXR0tFkPJmdPee+U2jZz7GRlZdGEIUhnE/wvLp988gk+DAgI+POf/9y7d2/3NPLRyusCG8iOhKNGo4EnAwMDGWPdPT33r1iB/5KWLJk1erSZedsdNEdzczN3W0KGbVfacHLjpjBAiDvDV65cWVlZmZGRAReFSxYe6dQ+hOY/QTqbsIusrCxLFZKVlcVdYbOzs0tKSvbv3//iiy+6Zwyr2cobERFBhm2nUxVKpdJsruL/4uD/i4riSm0wb6+cObPfk0+6m+Yw259QxLaLnVC1Wg3bxebmZnimb9++jDG5XG5oQ6fTrVy5st2uiu52Z6T5T9jDw9R53j1paWmZPHnytGnT6urqcNe+bNkyDw+PGzducF954sQJxtjQoUM3btz4z3/+Mzo6Gs3bCQkJfn5+kydPLiwsNJlMrnqsfH19S0tL0fyZmprq5eWVnZ1Ns0iyGI3GqVOnLl++HJV0aWmpr68v9zXnz58H/b1w4UJ4puDyZbP36dat2xA/v4SIiHEhIfjndXV1y5cv9/LyioyMLCwsdMkDGBQUVFNTg4btqKioyMhIF77GXRiTybRjxw6lUglLPWw4t2/f7uHhAVcKvGzOnDnwsKioCJ7p169fbGxsZWXlvn370LydmpoaGhrat2/fHTt2tLS0uOpBCwsLq6ysRGdmVFTU5MmTXfj3EoJCOtsdKSwsDAgIyMvLw1iIM2fOYFjeyZMn4XkoLL1nz567d+/Cf/Xq1Ss6Ovr06dP79+8fNWoUPJmXlxcaGurj47N+/XpctV2PyMhIbhjJtGnTIiMjaeWV5vRWKpU4vaurq5ctW2b5svz8fMbYs88+K5PJ4LTmlZT8vzt3LF/55b/+9dAjj/j6+m6Ljl4bHu7fp4+Z5tBqta43Ezw8PLZv367T6cCwl5qa6uPjYzAYaII59YazuLiYu+EsLy+HwR//+EcYHDx40GwaTJgwITc3Nzc3d8GCBWZbzdjY2LKyMpc8dDKZTKvVoh8gLy8vICDAVffVBOlsgk/bRmxsbGhoKNg2IiIiKisrw8LCuK+5fPkyY2zChAnr1q2DZ8xW0m7dug0dOvRvf/tbXl7e7373O1x5ExISvL29XdjIBysvuhRTU1MDAgJc9TbjpOzYsQOnt1qtrqmpMTNjI/CasWPHMsaWLl0KT1bU1pq9rKap6cpPPzHG/Hr2HKpQqIKCPomJ2RsTM7ttn1lXVxcVFeWqmiMkJKSyshK23HV1dX5+fuTJcaINp7e3t9mGE8zYSFVVFQwGDRoEMvrEiROtra2W7xYYGLhu3bry8vJt27aheTspKUmpVA4ZMsQlt5qMsaCgIDRs19XVhYaGrl+/nhw7BOlsokPbRnBwcFJSEjzUaDRarVYmk5m9TK/Xw6qKFuvdu3e3+4aff/553759n3/++Z07d2IEs8s7FsGliMpDqVTu2LGDZpcU9pCTJ09G051Go0HnuCVol+3VqxdjbNSoUbB3yvjPLeL15uazbWVJXn7mGXx+YJ8+6qlTc1av5pq3XVVzyGSyM2fOYPmdadOmrV+/nuabxK+F9evXh4aGwkMrG06IngJn5rRp0+DJ06dPd/TOnp6eL730Um5ubkZGxowZM/CWAVvN9evXu57HA80r8DAhIWHq1Kku7LklSGcTXbdtKJVK0NAQjW3Wjwa1OAwCAgI8PDzg5nrp0qXGxkazV1ZXV3/++efwyrfeequ0tJTbVdG1Y1hBeWDE9vLlyydPnkxGDsfuIadOnco13bU7vZFffvkFBmDP9vDwiImJYYzV/vSTsakJ/qumqSmnshLGC4cNkz36qNmbPP7oo2DeTn7jjYlBQa6tOeLj4zGGJCEhgSa8ZGlpaZk6dWpCQgI8zMrKsrLhBO/lmDFjGGMjR44Ewb1nz54HfsrIkSOTkpLKy8sTExMx5hAydoYMGZKdne1i0yMsLKy+vh7MSXl5eUqlkjyZBOls4n8B2wY4yhMTE3NycsyKpHLXaBgEBQUxxubNm9euhaO5uRnL/73//vsw8PX1jY+Pb25u1mg0ZuZtl3QsRkZGVldXY/Sej48PGTkcJbIxIFulUlVWVnYUK4LgPRIvBNDZjLHzV67cuXu34OpVtGQvHDZsQPfuVt4tqH//+PDwnNWr1WFhvby8XFVzhISEcMNVyaonzWuBm3tTX19vFhZoBlheBg4cCA8hk6GioqKiosKWj/P09Jw/f35RUZGZeXvatGmPPPKIi2015XJ5cXExxpAolUqKoSJIZxPMZDJFRkZybRvx8fEd2TZYmxsR1miQzqCYU1JS8DU//vjjpk2bwCK4du1as75iMpksMjKytLRUr9djvQI08rlYDKuvry83hsTb25sSZUQGglAx3yAnJ8cyFMqSyjZDNb5YLpfDeTxVUnKwtLT6558ZY16PPPJAkY08/uijs//wh6P/9/8mv/HGcH9/S83hAqpULpfX1NTAgQKrHkltSV0LWFdEpVLV1NR0ZE9BUQ6DAQMGwGD69OkwOHXqVKc+GszbxcXFK1euNDNvu1JBKg8PD61Wi55MiqEiSGe7O+BATE1NZW3OdOu2Da7+wLXy3XffZYw1NDSUlJQwxs6dO7d582YQ2QsXLpw0aVJHbxUUFLR9+/bm5ubk5GTU4hjD6jJGPrPo1dDQUDJyiCksMAg1MTFRq9Va2UNyAXMd6EUEqgW33roF0/v33t4xI0faKLL/Y+b37//RvHmZf/rTwgkTuOZtb29vF9AcHh4eOTk5XKseSW0pkJ2dzXVanjlz5oHXAjoYR4wYAYPevXuHhIQwxrZu3dqFWdq7d+/Y2NgLFy5kZGTA+zBXLEgVGRmp0+nwuqaSl4R1HjJrB0W4DOBMR9uGVqu1btvAFSQ1NVWpVJaWluJa7OXlBXv37t27//jjj/D82rVrrYjsdiXRzp07QfQjiYmJ8+bNe6CX31nuc5hIlJiYGB8fT5NQNJGdlZX1wD3kfyx8Dz3EGIuIiNBqtfikyWR65JFHGGN9nnxy8+uvd0FhW3L33r3y2tqtWVlV16/jkwqFIiYmJi4uzhbTu2RZv349OMoUCsWFCxdc4yp29nPBGNNoNNaTExCtVhsVFcUYKy4uxq4IRUVFUEt73759EyZMsOdb1dbWHjlyZOvWrdwnIyIili5diircZe6wOTk5Nm7yCXeD7NluIbKtBGSbgUWF8RmZTAbhH1lZWTU1NYyxXr167d27t1MimzEWEhKi1WrNzNsYw+oCjsWwsDBuohj5E0UT2TqdrlMiG2caeskBTPy9/tNP3o8/zsv37Pbww0H9+38SE5O2YsXCNtUCRTCdPUs4Pj4eDhfU+6OIKSmIbJ1OZ6PIZhzvJYpsxtiwYcNg8PHHH9v5xVy7041cLtfr9RhDNXXqVLJqE6Sz3VFk2+hARLhFhZFXXnkFBj/99JNarU5PT/dvCz/tLDKZbNmyZTU1NTqdDr32er3eNRyL3EQxkNq08oogsjtrG6ttK5Ldo0cPs/+aNWsWDHJKSvj9zooePeaPG3c2Pn5jVJRlpxsn1RwotRljL7/8MgWQOFBkQ2Rgp64FiJ5CBYy7TQigKiwsbGhosP8bYqcbnU5n2ekmMjLSeTN25HJ5Tk4OSW2CdLbbSRBMC+ts9IJZUWGufATt2K1bt1mzZnXr1s3+lTckJOTMmTP19fWJiYnw5tjpxqljWMHIgVKbVl6piWzG2LVr12AwePBgs/8KCgqCxN9Dn38uxJfv9vDDowcNAvM2t9ON82oOrlWbYrUdKLL1en1nQ3fAe/n000+bPR8eHg6DQ 4cO8 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 9lY6 C02EymXx8fECC2FNI2EzTgCfR+pRoaWnx8vJijKnV6u3bt0vngFy6dOmtt97CSGjQUjExMXFxcbzYQfn6nhhPn5ycDG5Zol127NgBESMRERFarZavtx0yZIher7flPU0m0yOPPMIYG+7v/5FU90U3b98u/OYbrU5Xxemqo1Qq33333ZkzZzp25ptMpuDgYLgk+Vqm3BCj0ejt7Q3j+vr6LhcYMRPuYKbR6XTWDStFRUVz5sxhjO3bt29C275OIlRUVKSlpe3fv5/7pFqtXrRoEV/bch4XfI1GY2ehJMJJIXu2UzJv3jwM1OPr7mW9qDAik8mg1l5SUpJ0jAfQyN2y001CQoKkjHzcLLHly5c7Xecz0TAYDBiWzW9rJJB9lh1P2z1ZMJe+rKoSrZB2Z+F2usFG7hLprufh4ZHXVrDl5ZdfdsberlIQahgdp9PpeBHZjOO9fKBjZ9iwYTD4+OOPpXZwsNPNtm3bLDvdaLVah9vguQt+VFSUs9QCJ0hnuztarRbLL9gfqIc8sKgw8sorr8Dg+PHjUjs42OmG28gdHYtSiGGVyWSYIjNlyhSK22tXW2BTxtOnT9sfE2W2mWQd1Ay2ZNasWTDIKSmR+EEb2KcPNHI363TjWM0hl8sxUHvx4sU0tzvLhg0bYGeoVqt5dAhAS1S5XP7Ai8vDwwMCqAoLCxsaGiR4iKCRu2Wnm6ioKClUnecu+DNnzqQFn3Q2IXWMRmNUVBRrK7/Au/6wUlQYwerCmzZtkuZR4jZy53a6wRhWxxqSg4KCkpOT4StR6Kole/bsAW2RnJzMr/8XvEDMNns2nCnYrR36/HOnOHQddbpxoOYICwsDL1lqamp2djZNb9spKyvDsOwtW7bwex9hjI0ZM8aWF4eHh8Pg0KFDUj5c2OmG28hdCgWpgoKCKFfBnaH4bGdCuHhHg8Hg5+cHC4EtygZjZ6urq+3plSAOLS0tx48f37RpEzd62+ExrJMnTwYfQlZWlv1VulwGnIpKpbK4uJhHYzZjTKvVwjbV9jhX/JO9MTED26p8OAs3b9/OKSk59Pnnjc3N3Jn/wQcfTJkyhd9ja/0CDAgIqKurUygUlZWV0smXkPhqj0k4vC+zDz30EGNs5cqVsbGxtrz+xRdfrKiokMvlRUVFznL0vvrqq23btnEjBiFjJyYmhq/wm059HwzUtvEmS7gMZM92JtDOx68PkbUVYWAPKiqMzJ07Fwb8xs4KBHa6gQQ4eJIbw+oQx6JWqwW3wJtvvkmhq3g3woiR48eP8y4EKysrYWD7jRa/T9aXXzrd8QTztlmnGyiCKWanG5lMtnfvXkbRI50hLi4Oi+3wK7LxpFtplWBGdHQ0/KGz6GyzTjdwvZtVnRfTvO3h4YGJ1xQuSDqbkChGoxEzw/j1ITLGGhsbYWDjgo7VhRMSEpxoyQgKCrLsdJOUlOQQx6JcLifxYUZ6ejruJIXwk0C7DQzct1Ejwt7s6KVLks2GtI5ZpxuI3hZZc4SFhWE/dkr/fSAGgyEpKQnmKubD8AXu6rE03gPBMvYHDx50riMJnW6gkbtZpxvYaopm45DL5RguuGHDBprkpLMJyYElgfjNDANsLyqMrFu3DgaXLl1yriPJ7XTDNW9jpxvRzNskPsxu/xC8KMROEsjPz2eMPfvss536q6VLl8Kg9OpVpz7C2MjdstONj4+P0FnCaM977bXXyJ5nBaG9Oui99GrLl30gnp6eCxYsYIydOHGitbXV6Q4pmLctO92IXJAqOjoaNvkJCQlUe4R0NiEttFothHap1WohQrsuX77MGOtUeVTMmETB7XRAI3fLTjd+fn6iORbJmYhs2bIFHOV79+4VInTYZDLB+2OXO9vnCUyPv7dVqXNqHNXpBu15er0+PT2dVvWOQK9OcnKyEF4d9F5ar5xtBtTbZoxh9QxnBDvdcBu5i1aQysPDA4t0kQ+TdDYhLfMG2vkE8jfZXlSYu2RADnVeXp40W53bfvuPj4+vqanhNnLnOhYF/XVyuVyj0YDQ2bNnj9tOcoPBgKUVBMoKxR54PXr06OzfxsTEMMaqrl+vays87AIoevSARu5rw8PRvC2o5oiOjoYdS1xcHOUktAvXqwNR0bwD9mzbg0aAkSNHQpSzCyxT2Mg9NzcX7PTcraagVed9fX3xvknld0hnE1Jhw4YNYIfbsmWLEKn66MCysagwgs3DDx8+7AIrL7eRO6683BhWgT76lVdeAWfi8uXL3VZ8rF69GgbCFWW/du0aDAYPHtw1nc0YO1Va6mJHvtvDD1t2uhFIc3h4eGBOgkChQS5wIQjq1WFt0VNPP/10Z/8Q+tdWVFRAnoMLwO10gxsPbtV5IRbkuLg4zICnACrS2YTj4dr5BOra+ssvv8CgU/Zs2JqDQHz//fdd5oCDedus0w2YtwUy8nl4eOzatQvG7ulMNBgM0HopIiJCuDKRV9uiq7tQ1QsTf48XFd29d88lzwJ2uuGat3nXHGFhYRiiSiZtywsB0h9VKpVwtT5BxwcHB3f2DzHg6tSpU6502KHTTW5urmWnGyEKUslkMthkurkPk3Q2ISHzBgyEs/OhvaoLxvJ3330X1guJNDbnUftipxuueVugGNaQkBDs5eGG+TGY9bV9+3bhPgUTdrvmFIL0qcbm5vK2+INEF+UAACAASURBVBOXBBu5W3a68fLy4iVLGHeVZNLuaLVPSUkRTsrDoHv37p392969e0M92a1bt7qkIbbdTjdCFKQiHybpbEJC5g0R7HxdKCpsqZBcNbEJGrk3NzdrNBqzRu78OhYx8t7dTNplZWWQHsC9twkBxNljhZnOgqXN9n32mTucl6D+/ePDw80aufPSXS8kJIRM2o5a7dF7OWLEiC78+YoVK2Bw7tw5Vz0Rnp6e8+fPt2zkzmNBKq4Pk3abpLMJR4KSS1A7HwTbYQpgp5DJZNDYPCkpyYVvmdxON9jInetYtD+GlZsf42LOAet88MEHMBC6IzGImC5LeUz8/bKqykkLaXcBbiN3s043oDm6liVMIsMSNGYLutrjStXZbBxg2LBhcAV9/PHHLn9GwLzN7XTD+CtIRbtN0tmEJMwbUMtPaDufnfoD2ygIF9kiHYKCgrZv327Z6QZiWO10LKLQfOutt9xnksP0S0xMFLQdN97JsB5lF5g1axYMckpK3G05sux0AxKha51uSGRYuRAEXe3Re+np6dm13eZrr73GGCssLGxoaHCHU8PtdINtmHkpSEW7TdLZhFTMG4La+fDu2NmiwtxbJijOTZs2ucmpEajTjUwmA4upXq93E5M2TnKsXSMQXeg13e4uC9Thoc8/d89FCTvdJL/xhmWnm05pDhQZ+/bto9VenNWetXkvUS92gfDwcBgcOnTIfU4QNnK37HTj7e3dtYwd2m2SziakYt4Q1M5nT1FhZM2aNaAO3S2HDzrdmJm37Ylhxbvszp07Xf7otbS0iBCQCpSXl8Pgqaeesud9IPG3sbn5++vX3XZ1gkbulp1uOqU5UGS8//77bl7djBuZLehqz9q8l7179+7yO/Tr1w9K4LmVzub+fB473dBuk3Q24XjzBhbuFQh7igojc+fOhcGBAwfc8GSBedus0w2Ytztr5EOTtjsUHkFv6apVq4T+rBtt/WU61QPPEkz8zfryS1qmsNMNt5G77ZoDQvPr6uqcusWg/eCyKVAbMgT3MxMnTrR/t2k0GouKitzzlGGnG51OZ9npxnbzNu02SWcTjoFr5xM0Vo/ZV1QYwerCCQkJbrtYmHW6AfO2WacbWw4ORlBs3brVhQ+XyWTavXs3Y0ypVAa11Y8TjpMnTzLGFAqFnb0/ZDIZRAodvXTJfbIhrcNt5G7Z6SYyMrKjLOEpU6bAZSLCRkvKqz10SFCpVEJ7ddB7aadXB5McDh486OaTv1+/fpadbjpVkIp2m6SzCQeAdj6hzRuoP1hXiwoj69atgwFWKXZbsJG7ZacbHx+fBxr5fH19Qcm5dgmXS5cuQb8MrDciKJcvX2aMTWgLcrCHpUuXwqC0bY9KAIoePSw73aSmpnbU6cbDwwP8dW4YcoZg+jguocKB3su+ffva8z6enp5gxD1x4kRrayvNfOx0w23kbmNBKtptks4mxIZr5xPavMHsLipsaeEQ4W7hFNjT6QYXXBcO2sN5gnWpBQVKdKPByR4w8ffveXk0zy2BTjcfvP76iBEjvL29LTUHV1JjXJx7hpyxtpQMhUJhT26ijaD3EpNJusyrr74KA7LCcsFG7madbqwUpKLdJulsQmxOnz4tpp0PSgfaH52C1YXz8vK6XOfIJYFON3fu3LHsdNNRDCvWtXClhvZcWlpaYOKp1Wo7Azls30wyxgICAnh5Q7gvVl2/XtcW9k2YYWhq8vLyGjx48I7o6Kjx47u3VZEz664nl8thqu/evdsNQ84KCwthtRensht6L+2/6AIDA+GuQZ3DLeF2usECR1YKUtFuk3Q2ISoQlatQKESw8/FSVBjBwOLDhw/TebTch0CnmyNHjmBwJJq3LR2LrtrQHkA7/aJFi8SR9biB4VFnM8ZOlZbS3G6XmqYmxliPxx7zeuyxyUOHbl+yZPWcOaN/9ztLzQEtBuvq6tww5Azb6GJ+rQgbTuxxaCfLli1jjFVUVECtQMKS3/3ud35+fs8999ykSZN69uwJT2JBKszYoQQn0tmEeBiNRrDzxcTEiGnns6eoMOLr6+vaVlheaG5uHjRo0HPPPffee+89/fTT8CQ6FjGG1bUb2qekpMBmUoQMSMbY+fPnYWC/uxzA++LxoqK79+7RrLbE8PPPjLGejz+Ozzz91FPRU6cmLVkya/RoNG8nJCS88cYbMHa3+FSTyZSUlMREKecHwM2la50gLZkzZ8793eapUzTh26W6upox1q1bt8WLFx88eHDLli1Dhw7FrSa36jwlOJHOJkQCLcFCt+0A+CoqjLi2FZYXCgoKGGPPPPPM9OnT09PT9+/f/+KLL+LKCzGssPK6akN7o9EI0dJC16xEsAcej9V7oFdFY3NzeVsNBzfn5u3bdTdu/O+/n3++fv16zbVrFyoq4N+enJw9OTnagoJ//fzz7/r1kz32mNk7nDt3zrVr7JiBkc2YWSsouIyg1LMTT09PiCnfunUrWWE7Wutg8Nvf/tbDw+PZZ5/duHHj4cOHX3/9dXgeC1JBzRnG2F/+8hc6bi6GBx0CSQF2PnEyIBljVVVVMODr49AKu3PnThHSepwROOYDBw7Ee97QoUMTEhKOHz+ekpICrYwTEhISEhLwNSdOnLA/UVWCm0lsYy404NfG4HhewLCufZ999pEou2KhuXvvnvHf/+Y+83VNzX9sy2trb3CKSxjq66se1KznCmOdyhVNT0/HZnsuD24qeAnbs13z8ZINDKxYsQJMKufOneOlmI+L8d1338Hg4Yf/w6Y5adKk8ePHX758OT09HYotnj17Fv4rPz//6tWrvHiYCdLZRDvrINj5Fi9eLM4ngj+dL2c6Y0wmk6nV6qSkpNTU1JSUFHGcoU7Kjz/+iOPvv//+t7/9bVxc3NWrV/Py8r7//nt4Ev739ddfV6lUQldSFw0oZCZa0Ajcuhhjzz77LJ9Lp4dHYmJiQkLCl1VVN2/ffvzRR6VwbM3yMg1GY/OtW/jwWmPj1Z9+6pRQ5heFQoFqzGQy/c///M/V/6yNOGLECDe5/EVOBWac6CkvLy++3nPYsGFyudxoNH788cfuo7NbW1sbGxvx4b/+9S8smMgYa2pqKi4uRp3d0NBQX1//2Wef2f7+gwcPbmpqEmdWEKSz3Qu082F7RaHhsagw8sorr0DQ4fHjxyMjI114U8QN57h27RpXMTQ2NuJdjXHC7pFOLbt379794IMPPvroI1eSF6IFjTDGoKTD2LFj+X3bWbNmgbc3p6Rk9h/+wMt7/tzS8v/u3PnfmfPvf19vaupIKN9oafmyzSUlGmaulenTp3MfBgUFPfHEE/hQLpe3u9nWarVRUVHcZx599NHbt29/+umnycnJ7rDaQ/wYLJjifCJKQztboprtNl977bWtW7cWFhY2NDTY087dgUK5ubnZLJXzn//8J/fhhQsXxCyi5ePjQyKbdDYhCBg0IprlkseiwghUF66rq9u0aZOUdXZLSwt36fzll1+4FT/MhDJjDDp0OoqXXnrJNSZ5SUkJilRxPhFLaPn7+/P7zlB+Ua/X/z0vD3X2zdu3mzjBFWZC+d83b5oFY/yz4wYW4gjlsWPHchPjBgwYwM3WkMlk/C5HBoNh5syZsPIwxgL6BlT+q5Ixtnjx4p07d9bV1RkMBnGi5hwL5g6KEzTC2uzZvN9cwsPDIQDm0KFDsbGx4vwWk8kEm2fkiy++MFtnuEr622+/FbkoSq9evQYPHtzQ0AChgM8884zZrIbl6Ntvvz127JhZBs4333xjMplIapPOJnhG/KAR3osKI2vWrFm+fLlery8rKxMuNsBkMtVyUtDMhDLjFIsF8vPzzZZmoYFgj5s3b8Idbv78+UOHDn3vvfcYY0OHDh07dixGYAP/5//8nx9//HHFihXffvut2VsdOXLk+eefd4F5juVTnnnmGXE+8ZdffoHB4MGDeX/zyMhIvV5/6/bt8SK2ZzILIgoMDORewj169OD+Ut6Fsj0XbFxcHDi7GGPdPbsveXHJX4/+lTGmUCjWrFmzc+dOuGyhYJxrg5VGRJNT4L0cM2YMv2/br1+/wMDAioqKAwcOdEpn1/5nAvF3333XxNmRXr16FQPnHCKUe/To8fvf/x4fdu/eHctDtbuC9erVC05ldnb2t99+279//9mzZ1dUVOTm5jLG/vjHP/7mN78xW5f279//zTff3JdiHh4mk6lnz54///wzY+zKlSuihdURpLPdhaKiIhiMGzdOnE9E0cm7P33u3LnLly8HC8emTZtsFMqME0EIXLp0iWtyvnz5MprBxEGpVHKDeuVyuZnxyezQ9evXz/KueePGDbDdvvDCC5MmTTp79mxVVdUTTzzx3HPPcV928+bNzZs3a7VaeOjl5dXc3Awfcf78+aSkpO3bt7uMzlapVKLJC9x9CSE3v/76a6GFMuMvTdmBZGdnv/nmm7jmzBo9a/rI6SeL7u+EP/300759+4If7Pjx4y6vs3FOvvbaa6J9KCyewcHBvL/zu+++u3DhwoaGhri4OFzWzIRyQ0ODyEWozIQyY2zkyJHchwMGDPBsqy/JGPvtb3/7mEUNnC4A7/nDDz8wxp588kl4srGxEXvd3717V6fTZWRkwMOePXuGhISAVWjLli1Q5jIzM5N0NulsgmcOHToEA9GuLlzrec9WlMvlzz///Oeff7558+bvvvsOFy/LMGWh4eZddVko27/cw6C8vHzSpEnjxo2rqqr69ttv7927h0no586dW7duHXgYGWNvv/32/v374fv/+c9/hr4SgjoHxMFoNILSWrhwoWgfivVohcjK3bdvX3Z2NnioP/nkEzRZiTCvnOikR0ZG4oXf78l+sX+MlXeXG5uMmRczYTcLtYkgtSPPDbrZY3C2mfIT9CzAoHv37ry/OUbkHzly5MiRIzy+c2hoKPfhM888w03i9Pb25kaE8yWU7WTAgAEQHdfU1IQRWT/88APo7B9//HHHjh3/bivsM3PmzIiICGhir1AoXn/9da1Wm5eXd+TIkfj4eNJFpLMJPoHwXyiZLA5CFBVGvvrqKxhkZmbyKJRZV/OuHEtwcHBxcfFnn322fPny4cOHQzfEq1ev+vn5NTY2rlq1CrXgqFGjEhISTpw4AdLt008/RWdlQUGBs+tsdNrw7kJ5oMKAtjL8L6AeHpmZmeCD6tOnT1hYGC1liMlk2rNnD7i2GGPdPbu/+vyrYwLvxy0cOX9fkEH9GcbYCy+8ANEULh+iDT9ZzFQc9CQIUdHFSgGTTgnl3/zmN0JsA0SmT58+aFgZM2bM0KFDS0pKampqfv/732dkZGAcuZ+f3zvvvOPn56fRaOCZTz/91MPDY+bMmXl5eXq9vqWlhQp2kc4meANTtV544QXRPlSIosLcG8nEiRNh3Km8K2kKZTsJCQkpLi5ubGysqqrCqL7Dhw/7+vpu3LgRHvbu3TsuLi4sLKyxsXHPnj2MY+dzGX863mN4rHhg4w5WOEHz/PPPwwlatWoV6WykrKzstddew0Avpb9y6dSlv3nkvr3f2GS8+M1FWBxQUqNx9/z58y6ss00mE9jsw8PDxTwdMHic06GTLwIDA7ds2RIXF8cYW7lypWihj9LE09Ozd+/eDQ0NZWVlY8aM+f3vf19SUnL9+vV169bdvHkTXhMTEzNt2jQPD4+6urqDBw9yV3s8eiUlJdSDgnQ2wRsYlyyaG5EJU1QYmTBhwhtvvPHJJ58wxrZv3+4ytZ+7fDTAUKfT6fz9/RcuXJicnHz06NHbt2/DCyIjI5cvXw63wM2bN8OTGErkMv508CmLGZyNberM3CD8EhMTk5CQoNfr3aRWhnVaWloWL16M9XlkMhlYMX9lv+Jrtv/3/WSDDRs2cPfYMLh06ZILlwTFpBQxi4Wj91Kg0nvh4eEbN240Go1Hjx51c50N9/Hc3NzW1tZr16498sgjJSUlN9oK248fPz4mJgbN9hAfyDheHTTEnD17lnS2a0B91yUB5EAoFArR9CjWRRLOg4/9Y3fv3u3m57dHjx6QfrRv376GhoasrKwvvvgCRPagQYMyMjLeeecdENk//vgj5KdHRERglAh6OdDv4YyYTCawbpolgIqjaQTtr4a1wA8cOODmU12r1QYEBKDIVoepk99MhlCB498cv3XnFmPs22vf1v5UyxhLTEw025aA7wuL0pBVhS/Ae8lvCVczwNt29epVp16meAEKSd27d2/nzp1LliwBkf3oo4+OGDHinXfeQZFdV1cHjRS4Xh0PDw9wMp87d46kEelsgjfAtCxmPy3UH7wXFUZ8fX1hvSCdzRhbsGABY+z69etPPvkkyoiAgIBx48YNGjQIX7ZixQoYcO18WH3CrB6Lc+EQM155eTkMuLFJvCOXyyH+e/fu3WhBdzcMBsPkyZOjoqJgAz/cf3jmnzJn/2G2fy//8b7jGWM3TTfTLqddvXF1Z9ZO+BOINOAC2/66ujoXPoxYb1RMLx/cYswq0/HLnDlzYHDx4kU3X+0feeQRuVx+8eJFXH8mTZo0evRoLy+v9PT0e/fuwZOJiYkwMKslBQFF7pAQTDqbEAkswiCoa9sM7BMrRFFh5N1334W7psgVnSSIl5dXaWnplStX4GFERERMTEy/fv0qKyuxY0VJSQlUzjaz8+EY0yWdEbzlCDrlzEB3rdAR4StXroSp7tTnqGuYTKb169f7+fmBMujl1Wtj1MaP5n3UU9YTXjDedzxIbcZY2qW0ptYmxphGo7HMxBg2bJjZrsxVrSpmWStCnyC4xWDOjBB4enpCnENaWprb7jYZY01NTR9++GFGRgZ4LGUyWW5u7t69e6HIoMFgSE9Pv3379uXLl6urq2G1N9txoSWCPAOkswl+wKYkYlaTwCbhgtpUZs6cCQPoQOGeoAqBBgSPPvrolClTDh48mJycDPmgOTk5u3btun37NtqwLe18cFfuVLd2qVHV1iFczAhmtB0KHRE+ZcoUGKwTsWGNFCgsLPTx8YH+84yx2aNmZ7ydMXrQaLOXjfcdv3DYQk8PT6iprFAo2u03jm4Hp3bd2CJ5xSy5g5sWoat5oDsO276621JfUFAwf/58nU4HzzzzzDMjR448dOjQ3bt34+LiwMRgMBh2796NC4Xlao+WCLRNEKSzCX4kr3AhHJYIWlQYkclkUKkwNTXVrLWsm5Cdnc1VIXPnzh09evTt27fffffdbt267d27F6T2t99+Gx0dDTuudu18cFfW6/XOaygC5SRQfZuOgKJ+ItgOPTw8wAucl5fnJlMdCmOHhoaCcPTv45+2Ik09Vd3t4W7tvn5A9wFP3nkSjHx79+5td+eDezBu02xXAiUvWu5FAL2X3BA1IRg2bBgYbk6cOOFuS73BYIiLi4MW9IyxGTNmlJeXR0dHw0nfsmULSGpo4GAwGKBPbburPV4FaJsgSGcTdoEmNzHr2QlaVJgLWq0wn9pNABUybdo0UCFKpbK6ulqj0UDyU3Fx8YEDB3r06KHRaIKDg+/duwedBTuy8+EezHn96YLWt+kIiGQQNP0Lga6fjDGoj+7CmEwmrVbr7e2N+Y5rw9d+EvOJoofCyl/dvH3zQMEBuBasFECEnZir2rPFSRjoyJTDLagq0G4TOlzq9XpuE3XX5tatWykpKStWrIDjLJfLc3Nzk5KSPD09p0+fDsbp8vLyLVu23LlzJyYmZsGCBda9Oi5/FZDOJsTm8uXLTNxwPdZWVFiESNmQkBCFQsEYs9KA3fVUyI4dO7gqRKPRlJaW+vr6duvW7b333oO73b59+957771HHnnkww8/9PX1BTvfli1b2rXz4ZlC05TTIb67HHvgcbuaC0dQUBDcHd9//30Xnt4GgyE4ODgqKgoeTgyamLM6RxX04B37X//7rzDYtWuXlZfBTgxWRdfDIdFT6L3kthkXCCwKnpOT4w6rfUFBQXR0dFZWFjxMTEy8cOECbuy7deuG4SLl5eXvvvuu0WgsLS217tXBqwBsEwTpbMJeoNiZOCY3AP3aZk3IBWLNmjXwM7FXggtTVlYWHByMPfAiIiKam5u5xYAfe+wxDBc5e/bskiVLqqqqoB6cUqnsqGwwpvGhacq5QMkrtEWt3XkuWuYDJv665FRvaWmJjY318/ODJauXV6/kN5Ljw+Mff/TBrU/qbtT9s+yfcEVYrwoMKyE2uHExwEIJpgfRACP6jBkzRPisfv36wRmE+qQuTH19fXx8/NatWyHZOiQkRKfTzZ8/30w6c6V2U1PT22+/DbEl1r06WHiHBBLpbII3/SGOyc3sQwUtKozMnTsXBnb2YHcKFaJUKkEiKBQKvV6v1Wotw4EwXIQxVlVVNWbM/U7UVux8uHZjlJHTHRyRJS/jeF2feOIJcT4RE38//vhjF5ve2dnZAQEB0G6JMaYOU2e8nRHU39azufnE/e5L3IKV7YIroUuGucPaK2YJV9YWPSXaFhd2mzdu3MDySi6GyWTKyspasmQJLPVyuXzfvn0ajaajokbdunV75513IKLmm2++gSexDVm74MmikiOkswmn1B8ixwhideGEhARXrfcE7TlQhSQnJ9fU1Fg5p4899timTZsWLlx48+bN+vp6ZoOdT+TIIn7BcBfRJC/j5NKJ5qOXyWRwmpKSklxGJkJhbMw0GO4/PG1F2uw/zO4o39GSsh/Kvqz6kjGmVqsfeC569OhhZg5wJUDyilk5G+fh0KFDxflEdJNiNIUrceXKlUWLFqWkpMDDBQsWFBQU2LJxUqlUK1euxNXe+h1fzPg6gnS2i4OSV0z9IVpRYQRrGJ0+fdrFzqBZew6VSlVfX79s2bIHFpLr1q3bvHnz+vbtCw8faOcDMObbucBwFzGTfR1S4WTp0qUwKCgocPa5DZkG3MLYa8PXfjTvI+v5jpZszdpq+yQXs7y6oxAnYM9suyJa5qWnpye05dLpdLdu3XKZs3br1q0PP/xw1apVcAMNDAzU6XTr1q2zPep98+bNtl8IZgqBIJ1NOI3kZZw270IXFba8r2DZIxfArD2HQqHIyso6c+aM7caqwsLCY8eOsf/su+vaFg4xLXmQSydyhRNM/F21apVTn6mysjIfHx/MNJg9arZGrbEl39GMvLK8qutVjLHk5ORO7bJcT2E4JAYADyNu6UXg1VdfhYHLtG0qKCh49dVXsTD2tm3bTp482am7dlFREfRrs8Wrg++MCoEgnU10EXRtiyZ5UX+IGSPIrS7sGu5gs/YcarW6srLSSl5Lu7z11lswQC+kFTBizxkDEhxSDhmiJ8Xfn8TExMCnO2lsZUtLS2RkpFKpxMLYe2P2qqeqbcl3NOPuvbu7Tu2CXSjUEn4gqMVdWGGIGSXoEFNOYGAg7KiPHj3q7Cervr4+NjaWWxi7uLj4pZde6tQt22Qy/eUvf4GxLcZsMfUAQTrbxXFIgUzxK5wwxubNmweD3bt3O/UpAxWC7TmgMPb27ds7GxGh1WrhRCQmJtryt04dtyr+PEeNK2aFE67OZoxBGRnnQqvVenl5cQtjp/xXysA+A7v2bse/ON7Y3Mg6LlhpiZgeD0chZpQgeC/FP6rLli1jjF29etV5M/lMJlNKSsqSJUuwMHZGRkZSUlLv3r27cBYqKipY5706Tpr4TpDOlhxiprg5pMIJY8zX1xciZZ1XZ0N7Dq4K0Wg0xcXFXUizM5lM0G5XoVCsXr3alj9xgbhVMUOlod0ac4Q9GxN/d+/e7USJvwaDYciQIdzC2Jl/ylQFqWzPdzTj5u2bSdlJcN476sfhVjgkEga8l1jUSDTmzJkDg4sXLzrjyfriiy8WLVqEqZwrV668cOECdBnrwmoPNfVt9+ow0RNLCNLZBG84pMIJgNWFIUzNuTBrz4GFsbvm4EtPTwdzuO12PhdAzFBprGAtZuYlsnLlSpjqThGfajKZzApjb4zaGB8e31PW0563TTl7Pxpq165d5AdnnBAOMecknNOBAweK/GM9PT2hgFJaWppzlZlqamqKj49/7733uIWxY2NjuzyHNRoNmLc6tdqLnFhCkM52WcSPARC/qDCC1YV37tzpROfITIUoFAqdTtduYWzbtzqg17tm56NmvLZQWVkJA4fEIUyZMgUGWGlHsmRnZ/v4+GBJyoUTFma8nTF60Gg737buRt3RS0cZYyqVynrByo5wYY+5aHNS5FYJZqxYsQIGJSUlzrLUZ2VlzZ8/Hwtjb9u2zUphbFtobW2FNB4rbcgI0tmEgECpCjERv6gwIpPJ1Go1Yyw1NdVZkvnMVEhiYmJNTU3XdAOyZcsWGJCdTzggGhLiN8THKRJ/jUZjZGQkFsb27+OftiJt/rj5XQ4U4fL3s3+HgS05voRA4DIrcjYOMGzYMNhRnDhxQvrHymAwxMXF4XSdMWNGQUHBSy+9ZOfbYi0/K23ICNLZhEvhkKLCCJpvjx8/LvEDZTQaue05VCpVdXV1fHy8ncrYYDCgeaNTet0d8sN4BGLoHXjQZs2aBYPDhw9L7eBAYWxvb284SlAY+5OYTzpbGLsjvr/+PXZZF38/T5it9o66EDw8PKAJol6vb2pqkuxRgsLYK1asgHzHwMDA3NzcpKQk2wtjd0Rtbe3+/fuZHV4dJ22YQJDOlhzTp08X7bPy8/OZ42K/sLrwpk2bJHs6UIVgYWyNRnPmzBleFANmPXZ2p+GQOGMnBeNBxbyyzAgKCoLdLKRASYeysrLg4GAsjD0xaGLXCmNb4f2j938yGbMdC0ZPdaFEBi+Eh4fDICcnR5qHqKCgIDo6GgtjJyYmnjx5ki/zPxqz6UIgnU24EWCddWDTkzVr1oCFAzPVpKZCuO05IiIiKisr+YqrKysrA/sE2fkEpba2FgZYDNEhSC3xt6WlJTY2VqlUYr7j3pi98eHxXSiMbYWL312ExjQ2FqwkhAOipxwSNAL069cPPj03N1dqBwcLY2O+Y3Fx8fz58/mK5auoqICAGVrtSWcTboQDiwojc+fOhUFmZqakDo5Zew6QL06UxAAAIABJREFUI/bkO1oCXlTG2Pbt22k2Cse1a9dg4NhiiJj4m56e7vBjotVqAwICMNNAHabOeDujy4WxO+Luvbubj29mjCkUCqhc2WVcowGqYwHv5dNPP+3w3eaNGzeuXLkikcNiMpnS0tK4hbH37dun0Wj4tfpjGigZs0lnE26EA4sKI1hdOCEhQTr1nkCFYDBccnJycXExv6UPCwsLsTENBVsLCtw+mbg98CyRyWRQGj8pKcmBib8Gg2Hy5MlRUVGwgRzuPzzzT5mz/zCbl3xHc2F3OR8b09i5QXWgLcBlgDMeHBzswO8watQoGGAtasdy5cqVRYsWpaWlwcMFCxZcuHCB9+7I+fn54Eyw06vjqExugnS2qyFakV0M1XCszsNiZ6dPn3b4wcf2HHBPioiIqK+vX7ZsGb+VQEwm08svv8zssPM5Y7t1y3uPOB+EJeEcXs5l6dKlMHBI4q/JZFq/fr2fnx9kGkBh7I/mfWRnYeyOuHn7JnZZp8Y0UljZYNC/f38Hfg1PT88FCxYwxnQ63a1btxz4TZqamj788MNVq1ZBoEhgYKBOp1u3bh3vq4TJZHrnnXcYH14dssiQzib4QbTKXyjoHRs3iRaOrVu3OvBroArBwthZWVlarVaIpY3bmKZrB98Z262b3S3gCIh2QYnZZrUjHJj4W1hY6OPjA8VtGGOzR83mpTC2tUl+IR2M2Z9++mmXtYsL7CclAkZPDRo0yLHf5NVXXzW7AYm/1BcUFMyfPx/zHbdt25abmyuQv+vkyZPYmIZSFAjS2Q5G5Pp6cPE73BUlherCUBgbVYhara6pqQkLCxPis1paWrDLunva+XBnJQ5gvpWIKSgmJoYxptfr0b4oNJBpEBoayi2MrZ6qFiJQBPm55ed9+ftY5wtWutJ+0kbEmQkYPeXwCJzAwEC4GI8ePeqQox0XF4c2nRkzZpSXl9tfGLsjWltbITKbvDoE6WxJIHJ9PYcXFUbmzZsHg927d4v80WbtOZRKZXV19fbt24WLMdiyZQt81t69e+3/FKfODxMhIh8NoiKLe+s6mzF24MABEQ6vVqv18vLCTIO14WtT/iuFr8LYVkjOTYbBoUOHeHlD18uDFLkpIxqP7a8DbT/Lli0D6S/abpMxduvWrZSUFCyMLZfLMzIyeCmMbQXMerTHq8OocjbpbMKpJY4Diwojvr6+YMsXU2eDCsH2HIwxjUZTWloqaNElo9GIjWkEspc7EVhxT9ADDgN+01i7jGiJvwaDITg4OCoqCh5ODJqYszpHFaQS1IwN1N2ow8Y0dh52zNV2PZ566imRDQqMMTub1/LFnDlzYHDx4kVxPvGLL76Ijo7G5MvExMQLFy6MHDlS0A9taGgAw7mdXh3EgTUZCdLZLoU4O1eUOCKbVTpC5OrC0J4DVUhERERzczNfhbGtEBsbCwM77Xzl5eXOO8PFtE3igXriiSck8vNXrlwJA4HiU6EwNmYa9PLqlfxGMu+Fsa2wOvV+96UNGzbYf53CwIUDWzFyWoTbisODswFPT0/QnWlpaUI7terr6+Pj49977z0sjK3T6XgsjG0FiIdk/OU9BwQEkEAinU04n/4Q2azSEVhdeOfOnYJ+kFl7DoVCwXth7I4wGAzYmMZOOx/cM5iTZ6CLsFuoqqqCgXR6Q0yZMgUGWGmHR7Kzs7mFsRdOWJjxdkZQf/Fs+WU/lGFjGh6PuetVWsBfhJHTwoFadujQoRL5+VhPuqSkRLhfnZWVtWTJEljqsTC2OPU9a2tr+WpM4w5ZCqSzCZHADBUR4lZRqDm2qDAik8nUajVjLDU1VbgiA2btOZKTk2tqakSLKFi8eDEM7LfzNTY24nFzunmOUw4noXCcP38edlPS+fkCJf4ajcbJkydjpsFw/+FpK9Lmj5svQqAIcvfe3a1Z9zPM7CxhBmBNRtcDr1y8lgXVfJKyqjDGhg0bBjsNEKNCGDUWLVqE4dELFiwoKCjgvTC2FRYtWsTXao83RIkEvxGks50Y7AstQtyqdIoKI5iOLUR1YbP2HCqVqrq6mvfC2FYoLCyEwhe82PlAPjopeMxFKOx1+fJlxpiY91dbmDVrFgwOHz5s/7uZTKYdO3Z4e3tjYey14Ws/mveRCPmOZuRfzgdjtkaj4WUHKJ2ajEIA2z8RrmV0HPXt21c6iwA0xNXr9U1NTTy+861btz788MMVK1ZgYezc3Nx169aJmQBaVFSEjWnsX+0xskg6wW8E6WxnBftCi5D9I8EbmEDVhUGFYHsOKIx95swZMQMJTCbTW2+9BWNe7HyA8+oP+OYi+EPBZSy1/KGgoCBI/H3//fftfKuysjIfH5 /ly5 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 /Ly8 kQiMXv27NatW6f8nygrKxsyZEj4JxYtWpSOf6L5Ovfcc5cvX7 5ly5 b169efe+65p556am0fef3110dRdNVVV+31GRE/7GPHjv3Xf/3X8vLyKIoyOmRMHzu9b9e+Lb7StAYd2hze5ncbf/fJ7k/Oyjirw1FpOdQ/2f3J9/7v90JazZgxo0WL1D8Cd95558MPPxza4p/+6Z8c2PXXoUOHDz/8cNWqVVu2bDnuuOPOPffcOj542bJlTz31VHjihNWl/vznP7/88subNm3q2bNnt27dunfvHiY6v/HGG507dw4DFuF/v/3tbxcVFYX/zc3Nffrpp9O6o+Q+/cqbN2/ee++999Zbb333u99Nx/EZn+2vv/76Xbt2JRKJefPmpeMfKi0tveSSS8Jz7dlnn03f90IT5IfdnIwbNy7ey2OvU1fDQGnv3r179+4d3rNly5YJEyb86Ec/+vjjj6+77rq77747vH/ChAlbtmyJKyR5e47s7OytW7emb2HsfRWv9zRv3ry0/kNz5syJN6ZJ34yR8E/MmDHDOF91hYWFoQa+/e1v1za1NJ6p36VLl/r8Nr333nuPO+648NRod0S720bc9vD4h/fPwtj76oLTv7y+sfj1xek6yFd+uRnK3Llz0/EEX758ebwZR7z7HfU3bdq08BSYMGFC3Sf8+Orl9773vdzc3L59+4ZTyoYNG3Jzczdt2nTaaaf99Kc/DR/zq1/9atOmTWFh7MGDB8cLY69bty7dC2Pvq7vuuiv8VnrttdfS968sWLAgrRvTVFZWnn/++eFt9wEfgszPbmaSp67WMdkxXh9t6tSpl1566e7du0tKSubPn//xxx9HUdSuXbu8vLwzzzxz/fr14baMdu3aPfDAA7Nnz45XDk4kEtOmTds/06D3STxP/bPPPkvTCasBq8vtq3vvvTc81OlbQOogEC/mmJmZuWbNmuo/iPjpsNebFkpKSkaPHh3faTCwx8Bbv3Pr11p/rSl/+/cU3xP2jimeVJzyL3X7R9uv/j9Xh8f2D3/4Q8q/+LKysszMzPrPMGavJ/w6zkXhLoX+/ftPnDgxvGf37t1Lly5ds2ZN+N/Ro0dnZ2dv2rQprKTx8ccfb9u27f333w9/mp+fP27cuCbYf/Gp+LLLLotneaXWrl27wg2jtZ1kGu+mm24KX3x+fv6NN97oqD7UGM9uZjp16hQvfFbHRgbx+N/xxx8fRVHr1q3POuus22+/PYxt79y5c8KECevXrz/zzDPDIh5//OMfTz755Diyw7a6TTCyo6T1nuL5i+kYRgpvpGmcL77rPJFIPPLII47q2lx66aV5eXkho2ucqL1ixYrwxpFHHlnHr+qwqXuI7IwOGTPGz5g8YnITj+woigacMSC8sfz/LU/5J483pknHjnSVlZXZ2dnx+mUiuzEn/PhehSFDhtT2YeESzVFHHRW/p3Xr1hdffHE8M3vWrFlhVHvEiBGrV69es2ZNiOycnJy0buXbSPEyU88888yuXbvS8U/ENz6laRuyhQsXhsjOzs62opTOpnmIFz577LHH7r333ho/Jl5UOHnidevWra+77rprr702/O+ECRO2b98+aNCgDz744L//+7/DWaxpXj1MFq/3FHbHTbmysrL4Ync67k2sqKhwDbH+Jk2aVMfRvnPnzjhHavzrhYWFXbp0iZekzL009wAujL2vepzUo90R7aIoKlyW4ise2z/a/lLJS1HaljC75ZZb4lu+mubL9WbkxhtvDE+BRYsW1XjCj2dPde3atcofnXjiiXFq33nnnXfdddeECRPCx4etfAsLC5v4mv3/+I//GN544oknUv7J33nnnXiX9XSc7UtLS8MVuUQiUVhY6Gyvs2k25s+fH8/bi1diShYvKlz9ZsGzzjrrpptuCm9fdtllRxxxRDzzLz8/f82aNU18gdtWrVqNHz8+/Napz4qw+yp+cNI0znf55ZeHcb78/HxrCdfnx13H0R7Gs8NNC9V/w1188cWjRo0Kj3bbtm0nj548/NzhB3Bh7AYY/a3RURRteW/L9o+2p/LVy2Nf7r70n//5nyn/mqdMmRIP4JmWvR9O+PFpsMrt7Mmp/cEHH7zyyisPPPBAeGdYGHufdhc+YK82/7rMVPxqOYXijWnScbZPHlKZO3fuIb4Hmc6mmWnTps3KlSvD21deeWX13FywYEF4o2XLGqqic+fOWVlZq1evXr16dXhPE796WEU8hWD69OkpH35I68Y0U6dODZPLs7OzTdRrwNHet2/f5BvCXn/99SiKzjjjjCovZqZMmdK5c+fwUB/19aPOP+v8nj17/v6933/+xefN63uPp44894fnUvU5S/5YEm9Mk/Lf/fG9jwbw9tsJP756WeMi03/6059mzZpVUlKye/fu6K9b+U6ePLkZ/Wj+7d/+LYqiN954I94HPiXeeOON9G1MU2VIxbKtOpvmJ3midnZ2dpUFVkN/DB48uPpf3LNnz/333/+zn/0sXD1s3br1rFmzmv7VwyrfexjCTHlnDxs2LA7ilH/ZyQlSXFzsGN6nn/iyZcvC24MGDYo7I0xO6NOnT/KD3LFjx/A4R1GU3Sv7lzf88tLMS6MoKv+s/O0/v928vvG2bdr2zugdRdHMxTP3fL6n8Z9wz+d7fjLnywen/pvL1v8I79u3b/yjMYCX2qdAWH1v+/btmZmZyXvixlcv49X64tRbvHjx3//93y9ZsiS8p6Cg4A9/+EOzmy4fLzM1e/bsFH7am2++ObyRjqs6t9xyiyEVdHazd80114R7RNatWzdkyJDk1A79Uf18+vLLLw8aNCjey7dTp07nnXdePMm1GQnrPW3fvr3GaTMNroR4Y5qU/yqqkiDG+fbVBRdcEN8QlpmZWVZWVlpaGv6oXbt2URSVlZVdc801ffv2DWNIJx574s/H/Hx0/9EtW7Y84cgTwkdu2LGh2X3jY/p/GRkb3knBFx9vTFNQUJDaezDKysquvPLK8PayZctEdsrFtwVv37798ssvj0/44epl27Ztkz9469atEyZMiLf0ysnJKS8vb6Zz5du0aRNmqP/617+uzx5t9bF69ep4Y5qUH6vJU6cMqaCzm7dp06bFt8jEo1PxaN9JJ50Uf+TOnTsnTpw4YcKEDz74IIqi0047beHChcOHD2/RosVTTz0VtjZoRuJNSf7rv/4rJZ+wsrLy+9//fjwUkdqvVoKkxI033hh3RmZm5o4dO8L7s7KyCgsL44Wxoyj63uDv3Tn6zvZHffk4t2jRonPbzlEUvb7j9Wb3XXc/sXt4Y+aSmY38VJ/s/uS+5+6LoiiRSIwcOTK1R3i8il9BQYGr5GkyefLksPXpokWL4rGVcPWyZ8+e4WM+/fTT6dOnjx8/fuvWreFnvW7dugO7lW/jxctMhd12UnW2TyQSKT/bL1y40NQpdPbBo1WrVsXFxWESxT333DNlypQo6fbzsIvenj17Zs+ePXDgwGeffTa8f+rUqXPmzDn++ONDo0dRlI4FdNM9whHG8h977LHkS6gNNmfOnDCYnY5xvjhBioqKJEgjOyNO7RtuuCG887LLLhs1alR4+7zTz3vgBw+c3/X8Kn+x4991jKKo/LPyZjdFu2WLlmMGjImi6Pdbfv9hxYeNOshXzgmD2TNmzEjhr//kIzwvL88CI2n1yCOPxGMrYXpbOHF17NgxiqJXX311zJgx8V19+fn5b7/99kFwv3W8zFQ8Qt8YyRvTpPZsv3z58rDASGTqFDr7YErtRYsWhXPQT37ykylTpsSLCrdp0+bNN9/MycmJt34cPHjwypUr49vM4/l8r776arP7xuP1nhp/q3hlZWUY1UjrOF9eXl6zuMG/iYtX+lu/fn14T7gP7KivHzXpqknjhow77KuHVf9bX23x1fDGn/7yp2b3LV/S85LwRmP2hvxk9yczF8+MoigzMzOFx2GVI3zy5MkO0XSf8OPlR37yk5/8+Mc/js/2EydOnDx58ocffhg1va18G/9dh2Wm3njjjXBJtsF27dr17//+7+k42ydPDnTdEp19UGnfvv26deviM+/8+fPD+2fNmnXVVVdt2rQpiqJjjjnmiSeeuPvuu7/2tb9tz9GiRYuwc83atWub3Xcdr/fU+BGOqVOnxrusp/DXUvJuHRIkhb9xi4uLs7Kykt+Z2Slz/KXjTz7u5Nr+1tGHH918v+XE0YmMDhlRFM363awGf5Kf//bn8WlBZDdrbdq0iU/48cp0999/fziNh4WxX3jhhYNse6B4malGHsAPPvhgGMxO7VWdKpHtuiUx+64fPMrKypLXT23ZsuWePV8uUDBx4sSrrrqqxjX+Xn755SeffDKKosWLFze7bznevXyv227XId7aN7UbUFdWVg4ZMiTccm5z9ZRbu3btN7/5zervP/HYE/ud2a/rCV2Pb3d88gH/8V8+fnLjk1EU3XTeTW0Pb9vsvt9FJYvufPLOKIryv5vf46R9PtTjXdZTeCiK7AN+wo8f/1hubu7UqVOb9VTsOvTs2TNMxli5cmXDEjl5l/UUnu1FNnUwnn3waN++fbz2WRRFIbJ79Ojx0ksvXX311TVGdhRFX//615vvtxyv9zRv3rwGf5J4+/r77rsvhb8C48jOzs62uXrK9erVa+nSpdV74p333ylYUnB7we035N/wH0/9xwtrXyj7U1kURWW7ypr193vB6V/+5m7Y1JH/eObLUc9ULVi5fPny4447TmQf2BN+WOkv2ZIlS6ZNm7Z8+fKU3LXS1IRlpsrKyl577bWGfYaJEyeGN1J4VUdkUzfj2Qeb4cOHV4/OwYMHf+tb3+rVq9fxxx9f5Y/WrFnz6KOPRs1zPDuKoosvvjjk7GeffdaAEY7S0tLOnTtHaRvnC+s6ueU8faZMmRLu7j/22GOHDRu2evXqcFtYFd1O7tbq71odeeSRUwdNbabf6T3F9zy16qkoioonFX+t9dfq/xdL/lgy4eEJURTl5uamZKnghQsXxjd7iewDKzc3N6x3WV12dvawYcP69evXrVu3g+MUFF97vOyyy8LCefvknXfeCUGcwrO9yEZnH3IqKyvPOeec2uZbH3PMMZdccsn5559/xhlnhFWHm3tnx6e5oqKiBtzddc0114TF4LZu3ZqS6Ywi+wCmdjgM+vXrt3bt2hdffHH69OlVrqpHUdTuiHb9z+g/4IwBXRJd9qlWD7g4l28bcVt2j+z6/8XvTv9u2ACyvLy88TMKqjzabu094B577LGbb745LHPZrl27GvdDyM7OHjNmTJ8+fZr7pO2bbropFPaGDRuqX4z99NNPDz/88Nr+7qhRo8J+C6k62yc/F0Q2OvvQSu3NmzcPGDAgRMZpp5325z//uXpwnHbaaQMHDvzLX/6yefPmli1bNtPOrqys7NixY9gU84UXXgjv/Oijj6qsCH744YcfffTRtTV6qsb5SkpKBg0a5GL6/ldlhHXSpEnh5U1ZWdnq1aufe+65Gke/Mjpk9Over3fn3t1P7N6yRcum/20O/8XwneU7MzpkPDz+4Xr+lb9N7M7Pb+S+dJWVldddd114XZpIJObOnSssmoiKiorLL788XNlLJBIPPfTQmjVrnnzyyRqv7eTm5l5yySXnnHNOc1wQo6SkJKxje9ttt51zzjnr16/fuHHjO++8U+XDunfvfvrpp3fr1u2kk04K5b169eqrrroqVWfmsERVfFYR2ejsQ1GVgdVHHnlk8eLFCxYsiPfySHbKKafcfPPNzfQKYzyoMHfu3I0bN7744ou1feRFF110xhlnDBgwIDR3uKsmStE4X/IFRJG9/yU//tnZ2fPnz6/yMy0tLV2xYsXMmTNDjlTRO6N33659e57c85QOpzTZ7/GpV5+6Z+E9URTNvnl24ujEXj9+z+d7rvrlVTvLdyYSibfffrsxT+3k80nY+sSyZU1txCG+JySRSDz//PM9evSoqKhYu3btnDlz5syZU32oJSxsN3LkyF69ejWjWye/8Y1vbN++vU2bNuecc059Pj4rK6t///4//OEPwwaQjT/bV3lV47mAzj6kU/uaa66pfjooKSlZunTp008/XWNwNLsrjPEc606dOtXza87IyDj99NPD0rMpaeLkC4gFBQW26jjgry3j1KixSDZu3FjHU2Bgj4F9TutzVsZZbds0rZVJPqz48IqfXxFF0ZgBY67vd339u7yRx+ReX8PQRFJ76tSptZ2IwrWdWbNm1TjUkpmZOWLEiCuuuKLpD7XEy0ydffbZRxxxRFZW1vHHH5+81taWLVvefffdsKx+8N57723cuDFKxVWd0tLS888/P5xkMjMzFy1aJLLR2QY5hsQxUeXyVmVl5apVq1588cXmfoUxjEy3bt166NCh/fv37969e+fOnePZe7t27dq6deuGDRuWLFkSJi9+/vnnr7zyyu7duxs/zlf3I8z+P+DjuQ3h1+q4cePq+PmGAb/angJhMve5Xc49/fjTm0hz//Mj//z7Lb+PoujFyS/WPdflk92fDJk6JNTAmjVrGnaQV7k+njwnhyaeoeEEXuOeAHVf2wk3UA4dOrRpDrXEd0NeeeWVv/jFL2r7sD179rz11lth2liqzvbJ89PcfoPO5m+SR1tr+03ZrK8wxqe/vWbu9u3bn3/++Z/+9KebN2+OGj3OV2UAdeXKlQfZ3hAHQWpkZ2cXFhbW54ViPJm7xqdAPJn7wN5AGd8NudeFtOP1SRr82i956M5ryGZk+fLlV155ZX3GXONrOw8++GCNQy05OTlDhw69+OKLm9RQS7zM1OLFi7dv3179vv9evXp16dIlfM0PPfTQnXfe2cizffUXnGYGorOp64V43eXR7K4wxiMcQ4YMufrqq9etW7dmzZr/FUkZGf369evdu3e3bt0+/fTTeGOaBo/zRVFUWFg4atSo+CF1Mb1JSb4ntQG/YsOAX233M8STuTu177Sfb6Dc8/mei6ZcFL6GX173y1pfT/51Y5rk+4P3qSruv//+BrxWoYlInjRYz+M/vrZT40I9Yajlkksu6dev3wE/0cUTmXr06HHMMcfU9mFHHXXUBRdc8C//8i9R4zamKS0tHTZsWHgd4g5gdDZ1nXmTB19nzJhRnzW5mssVxni9pwsvvLC2TXmCtm3bhiXGGzw+V1FRMXbs2LjAjG00TVWGoBoci3XfzxAmc5/Z8cz63JiYEr9Z+puZi2dGUTTv1nm1zWaZ8uSUl0peihq0hFlyVUT1mHtDszj+c3JyHnzwwXomct3XdsJQy0UXXZSVlXVADox4malwN2SbNm1OPvnk+E+TZ2a/+eab7777bmPO9g27OAY6+9A98ybPXs3JyXnkkUfqeaJs4lcY4/WeunXrduGFF55yyinHHnts+KP333//rbfe2rRpUxRFn3zyyapVq6KGjvNF/3ug1NhG07dw4cIbbrghboXGVONe72cYnjV8P0zmjseqcy/NHX7u8Oof8NZ7b90w/YZo3/fjqFJmddxLSnORPIek/sMr1Ydaaru2c6B2w4knQz766KPVf+Ps2rXrf/7nf4qKihYuXNjgs31paenYsWPjV9decKKzaUh5NOzM2zSvMIb1nrp06TJ37tzqf/r5559v27bt5ptv3rZtW9Sgcb4qw9jmijQXFRUVkyZNivMxMzPzvvvua+Sro4qKiqVLl9Y24NfuiHbDzhmWvsncYeuZdke0e+pHT9X2p9E+LmFWWFh4yy23pOQFCU3t+K9y4mrYoOxeF+oJQy37Z62qeJmpa6+9Np6/V8Xdd9+9ZMmSBpztq8yb8oITnc0+qzJ7b58uKVb/VE3kCmN8ge+JJ5449dRTq3/Am2++GbYqaMC+u1WGRS3e1+xUmbGdk5MzderUVG0CWsf9DOEGyr5d+6ZwMvffdp+pdjfkK2++MrFgYrQv05lKSkpGjx4dj9BnZmY+/fTT7ug9iIdXwhls5MiRDT4n171QTzzUkta1qsIyU23btn300UerfyOvv/76Lbfc0oCz/fLly7///e/H31Rta7aAzmbvku/ka/yZNzrQVxjjuyHHjRs3bty46h8wcuTIMHtkx44d9T/7V7l6aIpe81VZWTlnzpzkY74xrzBrO1oWLFhQ24BfuIGyz2l9GjmZO16zb3jW8NwhufH7kzem2bx5816/r9LS0kmTJsXP1kQiMW3aNC8gD1ZVBrZTNe2t7ms7iURi/PjxF110UcrXqopv7p82bdoZZ5xR5U/Hjx+/devWaF+u6lR5OnjBic6m6Z55D9QVxni9pzVr1lS5G3Lt2rX/8A//EO3LOF+V+QYNm2NDEzzmk3+s4ZC45ZZbUhsBe72fYWCPgYMyBzV4Mne8bF/xpOJ4ako8zr3X6y1VkiKyNvYhI3nGdhg4ePDBB1N1Hi4rK3vhhRdqG2rJzMwcO3ZsqoZa4oGV/v37T5w4MfmPXn311XCSr+fZvqKiYtq0afHqt5F5U+hsmtGZd39eYYzXe8rPz7/wwgvj9+/Zs2fQoEEffPBBPcf5qg985ubmTp061Wzsg0b10MzNzf3hD3+YjuGruu9niHfD6Xlyz/pP5o4X0r5txG3ZPbKjpEHuuvfjKCkpueuuu5K/8ZQP6tPE1XhhJ1XTqJKfYnVc20nJxsPxMlPz588//PDD4+/u2muv/fDDD+uzMU31wvZ0QGfTjM+8dV9hjCdzN/gKY7zeU1ZW1gMPPBC/f+HChZMmTYrqMc4XHofkG8JS+6qDJl7bOTk5P/jBD9K3hkx8P0PygHos3g2n+4nd9zqZe/gvhu8s35nRIePh8Q9HSev91biEWVgsJXniaZqe4zQXNSZmOo6HcG1n3rx5tS3Uk5OTM3r06AYMtcTLTI0fP37YsGHhnYsXL/7Zz36217N99W/fRBHS4gtIUl5enpeXV+UMuG7dunT8Wzt27CgoKMjJyanxyMzMzMzPz1+3bt1nn322T582/vpfeumltWvXrl27duXKlWEvg0QiUcdn++yzzwoKChKJRPLXsGzZMkfFQW/r1q1VjsNEIlFQUFBeXp7uf7eOp0DvjN65l+bOGD9jyR1Lavwv99IvZ2bPvnn2vFvnxQdt9SdaXl5e8oEdRVFubu7WrVv96Kl+8GdnZ6fvvFdeXr5s2bLc3NwqB2T8vMvNzV22bFn9n3rh83Tu3PnZZ5999tln58+fH3+q2s724RlR5deNUz1porOp+TRU5cwbTkP7mrz7dK7Pz8/Pzs6uMTiys7MLCgrqmQXh3pcoisaNGxc6O74nsrYzafVXFyGz0vf90jSDo8phEF5npvXIj1/jrVu3ro6nwMAeA28bcdvsm2cnd3bc1mMGjBnYY2B4O36alJeXFxUVVfmEiUQiLy8v3a8fOAhqOzMzM90vNXfs2FFUVJSbm1vbUEteXt5eh1ry8/PDx0+fPv3ZZ5+99tpr6zjbL1u2rMZfbQ4AdDYH5sxb5QyYSCTy8/PTeuYNwZGXlxeuBtZ4hbGoqGjHjh11fJLwd4855pi1a9e+9NJLtY3z1XbaVdiHsvLy8oKCguqHXxhm2w8HRhjwq+0p0O6IdsOzht896u55t85bcseS3hm9qzw7aszrcGAXFRU5sKk7fKu/1MzNzU3TJc0qv24KCgrqGGoJlzdrfL6Ejxk2bNjjjz9e49l+x44d+fn5VUbQ0zpsDzqbffitf6AG+Rp8hbGoqCh8zK9//evBgweHt5PP0TWedg1skGzdunU1jrRlZ2fv9ZVeCrsnDPjV+BTI6JBxae//tfpN9WnZYQDbFBH29aVmlUMuHEj74bCPr+3UMdRSUFCQ/JXEYyX9+vVLvqpT22tOk6bQ2TQ5Ye7yARzk26crjPEIR//+/eNTc/xJavwunHap7cgPL/Zqe6VXVFS0fw6euu9nqC48N/0EabDql/vi4N4PI9xf7O3aTvwErLKeyfDhw2scGt8PM2GgOuuNsG9KSkoeeuih6ksl5Obmjhw5MuU7EdS2RsSKFStmzpxZ23JRw4YNe+WVVwoKCuJ35uXlVb/VPTMz88c//vGwYcMs4UR91kxYtWrVnDlzalwqJxx4F1544dlnn929e/cTTzwx5SvvVlRUlJWVrYthB/AAACAASURBVFixYvPmzcXFxa+88kqN5TF+/PgrrrgiTVtBcWguSzJz5swal4HPzc1N96aPsbo3Hm7VqlVlZWWNfzE8Ka677joLiXBA6Gwa2BzPP//8r371q+qlm9qdCPb6ZdS9FYjTLul7pVfbZhyxMBY4dOjQKIpOPvnkE044Iby/ffv2Nb60Kysrq6ioCG9v2LDho48+2rlz54oVK8rKymp8SZns1FNPXbp06Te+8Q0/HdJXuo8//niNJ9tEIjFgwIChQ4f26NEjIyMj3SMX4Qn4+OOPP/PMM3Wf56+44ooePXr42aGzacZDHUuXLp01a1Ztu3/1798/KyurT58+6RjhS7Zt27bi4uLf/va3K1as+Oijj2r8YkaMGOG0S8p/5W/YsOG5555bsmRJ/V/sNVI8dh6GEsvKytq2bWsAm/152q9tDfg4u/v06dOuXbs+ffpEUdTIQY1wMSe8+FywYMHrr79e23PtpJNOuvXWW4cOHWoYBZ3NQWWvOxHEJ9+uXbt26dKlR48eRx55ZJs2bfb1gmNlZeU777wT/XXAb8GCBXWP9rVt2/Y3v/nNeeedtx+ubEJpaem77767bdu2VatWlZWV1T3gXR/hWdO+ffusrKzwrBEQNKkDPlzbWbx4cY3zqaq8Pgzn4XA81/ZhmzdvfuONN8Lb9XkGZWdnf+c733nmmWcGDhwY9iMDnc1BPtqxdu3a1157rbYdd2tU9w1edQxgVO+SkSNHZmVlZWVlzZw584477jDOxwF/RpSVlUVR9PHHH5eUlNT9wWH8L4qidF8CgtQqKyvbtGnTtm3b6h5ybrycnJyuXbuGeyG87ERnc6iLR/jSdPIN59wuXbr06dOntpmvAOz/k38URStWrIiiKFzhieo9aBKPvIQ7HMLFHC8+0dmwd+F+rxDfURSFm73q8xfDCTf665ifcy4AoLMBAOAQ0sJDAAAAOhsAAHQ2AADobAAAQGcDAIDOBgAAnQ0AAOhsAADQ2QAAoLMBAACdDQAAOhsAAHQ2AACgswEAQGcDAIDOBgAAdDYAAOhsAADQ2QAAgM4GAACdDQAAOhsAAHQ2AACgswEAQGcDAIDOBgAAdDYAAOhsAADQ2QAAgM4GAACdDQAAOhsAANDZAACgswEAQGcDAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAQGcDAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAA0NkAAKCzAQBAZwMAADobAAB0NgAA6GwAAEBnAwCAzgYAAJ0NAADobAAA0NkAAKCzAQBAZwMAADobAAB0NgAA6GwAAEBnAwCAzgYAAJ0NAADobAAA0NkAAKCzAQAAnQ0AADobAAB0NgAAoLMBAEBnAwCAzgYAAHQ2AADobAAA0NkAAIDOBgAAnQ0AADobAAB0NgAAoLMBAEBnAwCAzgYAAHQ2AADobAAA0NkAAIDOBgAAnQ0AADobAADQ2QAAoLMBAEBnAwAAOhsAAHQ2AADobAAAQGcDAIDOBgAAnQ0AADrbQwAAADobAAB0NgAA6GwAAEBnAwCAzgYAAJ0NAADobAAA0NkAAKCzAQAAnQ0AADobAAB0NgAAoLMBAEBnAwCAzgYAAHQ2AADobAAA0NkAAIDOBgAAnQ0AADobAAB0NgAAoLMBAEBnAwCAzgYAAHQ2AADobAAA0NkAAIDOBgAAnQ0AADobAADQ2QAAoLMBAEBnAwAAOhsAAHQ2AADobAAAQGcDAIDOBgAAnQ0AAOhsAADQ2QAAoLMBAEBnAwAAOhsAAHQ2AADobAAAQGcDAIDOBgAAnQ0AAOhsAADQ2QAAoLMBAACdDQAAOhsAAHQ2AACgswEAQGcDAIDOBgAAdDYAAOhsAADQ2QAAgM4GAACdDQAAOhsAAHQ2AACgswEAQGcDAIDOBgAAdDYAAOhsAADQ2QAAgM4GAACdDQAAOhsAANDZAACgswEAQGcDAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAQGcDAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAA0NkAAKCzAQBAZwMAADobAAB0NgAA6GwAAEBnAwCAzgYAAJ0NAAA620MAAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAA0NkAAKCzAQBAZwMAADobAAB0NgAA6GwAAEBnAwCAzgYAAJ0NAADobAAA0NkAAKCzAQBAZwMAADobAAB0NgAA6OyDWmFh4Vf2u+XLl6f2u5gyZUqz/vobb/ny5fv5h1hZWZnCr7+iouIgOA4BgLp95YsvvvAoAABAapk3AgAAOhsAAHQ2AADobAAAQGcDAIDOBgAAnQ0AAOhsAADQ2QAAoLMBAACdDQAAOhsAAHQ2AACgswEAQGcDAIDOBgAAdDYAAOhsAADQ2QAAgM4GAACdDQAAOhsAAHQ2AACgswEAQGcDAIDOBgAAdDYAAOhsAADQ2QAAgM4GAACdDQAAOhsAANDZAACgswEAQGcDAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAQGcDAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAA0NkAAKCzAQBAZwMAADobAAB0NgAA6GwAAEBnAwCAzgYAAJ0NAADobAAA0NkAAKCzAQBAZwMAADobAAB0NgAA6GwAAEBnAwCAzgYAAJ0NAADobAAA0NkAAKCzAQAAnQ0AADobAAB0NgAAoLMBAEBnAwCAzgYAAHQ2AADobAAA0NkAAIDOBgAAnQ0AADobAAB0NgAAoLMBAEBnAwCAzgYAAHQ2AADobAAA0NkAAIDOBgAAnQ0AADobAADQ2QAAoLMBAEBnAwAAOhsAAHQ2AADobAAAQGcDAIDOBgAAnQ0AAOhsAADQ2QAAoLMBAEBnAwAAOhsAAHQ2AADobAAAQGcDAIDOBgAAnQ0AAOhsAADQ2QAAoLMBAACdDQAAOhsAAHQ2AACgswEAQGcDAIDOBgAAdDYAAOhsAADQ2QAAoLMBAACdDQAAOhsAAHQ2AACgswEAQGcDAIDOBgAAdDYAAOhsAADQ2QAAgM4GAACdDQAAOhsAANDZAACgswEAQGcDAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAAOhsAANDZAACgswEAQGcDAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACgswEAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAA0NkAAKCzAQBAZwMAADobAAB0NgAA6GwAAEBnAwCAzgYAAJ0NAAA6GwAA0NkAAKCzAQBAZwMAADobAAB0NgAA6GwAAEBnAwCAzgYAAJ0NAADobAAA0NkAAKCzAQAAnQ0AADobAAB0NgAAoLMBAEBnAwCAzgYAAHQ2AADobAAA0NkAAKCzAQAAnQ0AADobAAB0NgAAoLMBAEBnAwCAzgYAAHQ2AADobAAA0NkAAIDOBgAAnQ0AADobAADQ2QAAoLMBAEBnAwAAOhsAAHQ2ABx0SkpKvlI/paWlHi5ojlp5CABg/1u6dGkikZg4cWL79u3r/si9fgDQNH3liy++8CgAwH528cUXd+7c+cEHH6zPB5eXl7dp08aDBs2LeSMAsL9VVlYuWrTohBNOKC8v/6IeRDbobABg7zZu3BhF0WGHHSagQWcDACkTJmcfccQRHgrQ2QBAyjz99NPf+c53vvnNb3ooQGcDAKkRT87u1auXRwN0NgCQGiZng84GAFLP5GzQ2QBA6pmcDTobAEgxk7NBZwMAqWdyNuhsACD1TM4GnQ0ApJ7J2aCzAYCGKysrq/5Ok7NBZwMADVRRUTFlypTjjjuusLCwyh+ZnA06GwBoiJKSki5duvzud7+LomjUqFFVRrVNzgadDQA0REZGRlFRUd++fbt27RpFUU5OTvKfmpwNh5SvfPHFFx4FAEiVysrKVq1alZaWdu7cOYqigoKCa665Jrz/q1/96h133PGjH/3IvBE4FBjPBoBUatWqVRRFnTp1ys/Pj5Jmj5icDTobAEiBcePGZWZmRlEUxrNNzoZDjXkjAJAuybNHZs6c2blz5+uvv/6CCy7wyMChwHg2AKRL8uwRK2eDzgYAUmbcuHE9evQIb5ucDTobAEiNVq1aPfPMM1EUHXvssSZng84GAFKmU6dOO3bsuPrqq8NtkcAhwn2QALA/7Nix47DDDjvqqKM8FKCzAQCABjJvBAAAdDYAAOhsAADQ2QAAgM4GAACdDQAAOhsAANDZAACgswEAQGcDAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAAJ0NAAA6GwAAdDYAAOhsAABAZwMAgM4GAACdDQAA6GwAANDZAACgswEAAJ0NAAA6GwAAdDYAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAA0NkAAKCzAQBAZwMAgM4GAAB0NgAA6GwAANDZAACAzgYAAJ0NAAA6GwAA0NkAAKCzA...
  • 119
  • 2.3K
  • 0