Tiêu chuẩn thí nghiệm vải địa kỹ thuật theo TCVN 8871-4:2011 bao gồm:
TCVN 8871-4: 2011: xác định lực kháng xuyên thủng thanh
Quy cách lấy mẫu vải địa kỹ thuật
Thí nghiệm vải địa kỹ thuật, báo cáo và lưu mẫu
Phần 4: Xác định lực kháng xuyên thủng thanh
Geotextile - Standard test method –
Part 4: Geotextile - Standard test method for index puncture resistance by solid steel rod
1. PHẠM VI ÁP DỤNG
Tiêu chuẩn này quy định phương pháp xác định lực kháng xuyên thủng thanh của vải địa kỹ thuật.
2. TÀI LIỆU VIỆN DẪN
TCVN 8222:2009, Vải địa kỹ thuật – Qui định chung về lấy mẫu, thử mẫu và xử lý thống kê.
3. THUẬT NGỮ VÀ ĐỊNH NGHĨA
Vải địa kỹ thuật viết tắt là "vải ĐKT", là loại vải được sản xuất từ polyme tổng hợp, khổ rộng, dạng dệt, dạng không dệt hoặc dạng phức hợp có chức năng gia cố, phân cách, bảo vệ, lọc, tiêu thoát nước. Vải ĐKT được sử dụng cùng với các loại vật liệu khác như : đất, đá, bê tông… trong xây dựng công trình;
3.2 Vải ĐKT không dệt (non woven geotextile):
Vải ĐKT không dệt là loại vải gồm các sợi vải phân bố ngẫu nhiên (không theo một hướng nhất định nào). Các sợi vải được liên kết với nhau bằng phương pháp xuyên kim thì gọi là vải không dệt - xuyên kim (needle punched geotextile), bằng phương pháp ép nhiệt thì gọi là vải không dệt - ép nhiệt (heat bonded geotextile), bằng chất kết dính hóa học thì gọi là vải không dệt - hóa dính (chemical bonded geotextile);
3.3 Vải ĐKT dệt (woven geotextile):
Vải ĐKT dệt là loại vải được sản xuất theo phương pháp dệt trong đó các sợi vải hoặc các bó sợi được sắp xếp theo hai phương vuông góc với nhau;
3.4 Vải ĐKT phức hợp (composite geotextile):
Vải ĐKT phức hợp là loại vải được kết hợp bởi các bó sợi polyester có cường độ chịu kéo cao và độ giãn dài kéo đứt nhỏ với một lớp vải không dệt có khả năng thấm nước tốt;
3.5 Lực xuyên ( Puncture load)
Lực xuyên là lực ấn (nén) của mũi xuyên lên mặt mẫu thử, tính bằng Niutơn (N) nhận được trong quá trình ấn mũi xuyên cho tới khi xuyên qua mặt mẫu thử.
3.6 Lực kháng xuyên thủng thanh (puncture resistance)
Lực kháng xuyên thủng thanh là lực ấn lớn nhất, tính bằng Niutơn (N) nhận được trong quá trình ấn mũi xuyên cho tới khi xuyên qua mặt mẫu thử.
4. NGUYÊN TẮC
Mẫu thử nghiệm được kẹp giữa ngàm kẹp hình vành khăn trên thiết bị thử nghiệm nén. Một mũi xuyên có đầu phẳng, tiết diện hình tròn đường kính (8 + 0,01) mm được nén tịnh tiến với tốc độ không đổi vào chính giữa, vuông góc với bề mặt mẫu thử đến khi xuyên qua mẫu thử. Từ đó xác định được giá trị lực kháng xuyên thủng thanh là giá trị lực xuyên lớn nhất trên đồ thị quan hệ giữa lực ấn và khoảng dịch chuyển.
CHÚ THÍCH: thí nghiệm không áp dụng được đối với vải ĐKT gia cường có cường độ chịu kéo cao lớn hơn 70 kN/m, lưới địa kỹ thuật, vải ĐKT có kích thước lỗ hổng biểu kiến lớn hơn 1,0 mm.
5. ĐIỀU KIỆN PHÒNG THỬ NGHIỆM
Việc thí nghiệm được tiến hành ở điều kiện không khí được duy trì ở độ ẩm tương đối (65 ± 5) % và nhiệt độ (21 ± 2) oC.
6. MẪU THỬ
6.1 Chuẩn bị mẫu thử
6.1.1 Lấy mẫu và lựa chọn
a) Lấy mẫu đưa về phòng thử nghiệm Lấy một đoạn vải có chiều rộng chiếm hết chiều khổ của cuộn vải và chiều dài khoảng 4,0 m theo chiều cuộn từ mỗi cuộn vải trong lô mẫu, loại bỏ không nhỏ hơn 2 m phần vải ngoài cùng của cuộn vải (mẫu có thể được lấy từ nhà máy sản xuất, kho hoặc nơi bảo quản ë hiện trường). Trong trường hợp tranh chấp, không sử dụng phần vải xung quanh lõi cuộn vải để thử nghiệm.
b) Phạm vi lựa chọn cắt mẫu thử: cắt một số mẫu thử từ mỗi đoạn vải đã được xác định theo từng hướng. Không lấy mẫu thử trong phạm vi 1 phần 20 chiều rộng của vải hoặc 150 mm tính từ mép vải (biên của cuộn vải).
6.1.2 Số Lượng mẫu thử
6.1.2.1 Qui định thông thường
Trên mỗi đoạn vải cắt một tập mẫu tối thiểu 5 mẫu thử.
6.1.2.2 Khi có sự tranh chấp hoặc có qui định và thoả thuận khác trong yêu cầu kỹ thuật, số lượng mẫu thử trong tập mẫu thử đối với một chỉ tiêu sao cho có thể có được 95 % xác suất tin cậy của kết quả thử nghiệm với giá trị không vượt quá 5 % so với giá trị trung bình của mỗi đoạn vải ứng với mỗi chiều cuộn và chiều khổ, xem TCVN 8222:2009 mục 6.
6.1.2.3 Gia công mẫu thử
Cắt các mẫu thử hình vuông kích thước không nhỏ hơn (200 x 200) mm.
6.2 Mẫu thử thông thường
Mẫu thử thông thường được tiến hành ở trạng thái khô. Khi có yêu cầu, việc thử nghiệm có thể tiến hành trong điều kiện mẫu ở trạng thái ướt.
6.3 Xử lý mẫu thử
6.3.1 Mẫu ở trạng thái khô
Đưa các mẫu thử về sự cân bằng độ ẩm trong khí quyển để thử nghiệm. Sự cân bằng đạt được khi độ tăng khối lượng của mẫu thử trong những lần cân liên tiếp với khoảng thời gian không dưới 2 giờ không vượt quá 0,1 % khối lượng của mẫu thử.
CHÚ THÍCH: Trong thử nghiệm thông thường có thể chỉ cần để mẫu thử ở điều kiện không khí chuẩn trong khoảng thời gian hợp lý trước khi thử nghiệm. Phần lớn các trường hợp đều cho thấy khoảng thời gian 24 giờ trong điều kiện phòng thử nghiệm là chấp nhận được. Tuy nhiên, một số loại sợi của mẫu thử thể hiện tốc độ cân bằng độ ẩm chậm, khi nhận được mẫu còn ướt. Trạng thái này của mẫu thử không đuợc chấp thuận trong trường hợp xảy ra tranh chấp.
6.3.2 Mẫu ở trạng thái ướt
Các mẫu thử được thử nghiệm trong điều kiện ướt phải được nhúng trong nước có nhiệt độ duy trì ở (21 ± 2) oC. Thời gian nhúng phải đủ để làm ướt hoàn toàn mẫu thử, đảm bảo không có sự thay đổi đáng kể về độ bền hoặc độ giãn. Sau khi nhúng thêm ít nhất 2 phút để làm ướt hoàn toàn mẫu thử, có thể cho thêm không quá 0,05 % chất làm ướt trung tính không ion hoá vào nước. Khi thử nghiệm mẫu thử ở trạng thái ướt, thời gian thử nghiệm không quá 20 phút sau khi lấy mẫu thử ra khỏi nước.
7. THIẾT BỊ, DỤNG CỤ
7.1 Thiết bị nén
- Tốc độ của thiết bị phải điều chỉnh được ở tốc độ (300 ± 5) mm/min, phải ghi được giá trị lực nén và khoảng dịch chuyển tương ứng để vẽ được đường quan hệ giữa lực nén và khoảng dịch chuyển.
- Lực nén của thiết bị phụ thuộc vào loại vải ĐKT, nhưng phải có thang đo lực không nhỏ hơn 20 kN, dải đo 1 N, độ chính xác ±1 N.
CHÚ THÍCH: Lực xuyên thủng thanh của các loại vải ĐKT rất khác nhau. Để đảm bảo xác định chính xác lực xuyên thủng thanh của vải ĐKT phải lựa chọn bộ phận đo lực của máy thử nghiệm nén cho phù hợp nhưng không lớn hơn 100 kN.
- Thiết bị đo khoảng dịch chuyển phụ thuộc vào loại vải ĐKT, nhưng phải có thang đo không nhỏ hơn 300 mm, dải đo 1 mm, độ chính xác dải đo ± 0,1 mm.
7.2 Mũi xuyên
Mũi xuyên đặc; có độ cứng không dưới 30 Hrc; đường kính mũi (8 + 0,01) mm; bề mặt mũi xuyên phẳng; góc vát đầu mũi 450 .
7.3 Ngàm kẹp
Ngàm kẹp dạng phẳng có tiết diện hình vành khăn gồm hai má kẹp. Má kẹp có đường kính trong (45 +0,1) mm, đường kính ngoài đảm bảo phần kẹp mẫu có bề rộng lớn hơn 50 mm. Ngàm kẹp phải đảm bảo trong khi thí nghiệm mẫu không bị tuột (xem hình 1).
7.4 Dụng cụ đo kích thước của mẫu thử
Dụng cụ đo kích thước của mẫu thử có thể sử dụng các dưỡng mẫu có kích thước chuẩn hoặc thước đo có độ chính xác 1 mm.
7.5 Thiết bị làm ẩm
Bể ngâm mẫu hoặc thiết bị phun tạo nước nhỏ giọt.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAY0AAAI+CAYAAABAEVaXAAAgAElEQVR4AezdB7wtVXU/cERQozF+jFhARemgSBMEFBvlUaSDIh0ExAIivT3KoxdpIgIPeBTpSAcpgtI7PHq3JTHRdBOTmJhk/p/vzme9/+Fy73v3zj3nnjNz1/585szMbjOz9j7rN7+19t4zV5UhJZASSAmkBFICo5TAXKPMl9lSAimBlEBKICVQJWhkJ0gJpARSAimBUUsgQWPUosqMKYGUQEogJZCgkX0gJZASSAmkBEYtgQSNUYsqM6YEUgIpgZRAgkb2gZRASiAlkBIYtQQSNEYtqszYCwnceeed1bnnnludc845ZX/eeedVM2bMKMf2NnGd6dOnTy/nkR7n8px//vmzyisX5/Y2eS+++OLqt7/97bCP85//+Z/VLbfc8pr64zq5n1Gdeuqp1SmnnFLaJGQbciH/K6+8svrv//7vYWWbke2QQIJGO9qxkU/xb//2b9Wqq65a7bXXXtVhhx1WHXHEEdXRRx9dHXDAAdW0adOq4447rjryyCOrqVOnlk0e2+GHH17yHnPMMeX4qKOOqg499NDqkEMOKeWOPfbYci5d+ahH3fvss0+12mqrVRdddNGwMvvDH/5QXX755eU+jj/++Cq3/5PBCSecUJ144onVJz/5yeptb3tbteuuu1YnnXTSa+RDvmeddVb1xz/+cVjZZmQ7JJCg0Y52bORT/PM//3O11lprlbf+//iP/6iAyH/9139Vf/d3fzfr+G//9m8r+f71X/+1+vd///dZx//7v/9bjv/iL/6ivNliCPL84z/+Y5GFvP/wD/8wi1GIV5e6gRPGkWHsEvj85z9fzTPPPNVNN9009sJZohUSSNBoRTM28yGAwXrrrVf90z/9U0Xp2//mN7+pvO3/7ne/Kxsz0v/8z/9Uv//974vSl08aQPjrv/7r6u///u9LGpOIY2+5AEKev/mbvylxzpWP62AlTFcZxiYBsl9yySWrueaaqzrzzDPHVjhzt0YCCRqtacrmPQjQ+MIXvlBhCxgGgMAE/uVf/qUofkqKsgciFD6QkCYeuGAWytmACJDAWDAKecVjHI7FAxT177333sXv0TyJ9feOX3jhhWrhhReu5p133uqggw7q783k1fsmgQSNvok+L4wNrL322tXLL79cAMA5xgAYOhnGX/7lXxaQkG7rBJVf//rXJW8ABzABIEACQ1EPMAEYQArroPCSaYy9/914443Vu971rrLtu+++6bsYuwhbUSJBoxXN2MyHoPzXXHPN6qWXXipKHpsAChQ+5R7mJEof48AS7OUBAPZYBKYiABdlsAssRJ5f/vKXJR5o/PznPy9lOMcTNMbeZ0477bRq7rnnruaff/4yWCHkPvaaskSTJZCg0eTWa/i9U/qYBtDACjCEn/3sZ+WY8ndO+QMX588++2xhDdgIsAAm0gCJfNIBBYBgSgEyTFvYByc7IBJnBJZhvhnGJoFvfvObxZ/BRLX77rtXDz/88NgqyNytkECCRiuasZkP0QkawS7ECb/61a8KaATDAA4c3UABwACC8GuIVz4YCaBglsI4xKtLHBOWegzhzdFTY+8zG264YQGNpZZaqtp4442rG264YeyVZInGSyBBo/FN2NwHABBGT2EamAOFTtFjBUxN4YsAAFgCBzjG4RwLkd/2yiuvFCEAGGXUKy/2Id+rr75aGaKrDtfJ0VNj7zOAeZVVVimgscgii1TLL798dcEFF4y9oizReAkkaDS+CZv7AFiD0VOUOjBgVmKeovyd2wMQbEFe55zmmAYlBhzEYRHyAZxf/OIXhVEACIASczOkARCgwjyVPo2x9ZvHHnus+tCHPlRA401velMZenvGGWeUthhbTZm76RJI0Gh6Czb4/gM0AAUAAAbhh5AGOOwpeyBA8f/VX/1VYQ1AgiNWHNCQDkhs0tSDkagz0sSrk3kqfRpj6zj33ntv9d73vrdacMEFq2WWWaaAvZn4ZJthckkgQWNytfdAPS1AWH/99YtyZ0oK0xJFT+HzRWAf2ASzkjyOMQ8sQn6AASCcA5BgKMDDMbMUtiGv66nXEiVnn332QMli0G+G3NdZZ53qE5/4RPFnWP6FaZFfKcPkkkCCxuRq74F62gANjMEbazitjY4KvwVQ4J/AMCgu5ifgIR0oYA8AwjmAkQ8zASDyucbzzz9f4tTDFJbzNOp1g+eee674MZgUrTH1+OOP5+KE9UTZ6FIJGo1uvmbffIDGk08+OeuNFTAAAQqf8g9GIQ6AmMwnzUgoAMGsBSCARoCEMgAIu3Acfg2goR4LIlqZNcPYJYBZ7LLLLrPmxoy9hizRdAkkaDS9BRt8/0DDW6tJd5R7mJqYogABVgEUsBBgYm+j+LEKCkw6sAjAkI6BKC8f8AgGEmYs5qn0adTrOIB65513Lm1Wr4Ys1XQJJGg0vQUbfP8U/rrrrlsYAYUORPgxKHxpFJQ4AUAAAcACCDAOcQBBHmmYhHPMAogAIuYrIARIlHO+//77l+9lNFh0fbt1Q6GBhsELGSanBBI0Jme7D8RTU/YbbLBBMXUAAWwCKNhT8oAjFD0AEWeTDhSAg/z2AQzSAAhwYLJyLh2gRF7f1Mght/W6QIJGPbm1qVSCRptas2HPAjSYp6wPxayEJfBVWAIkmAK2ECYno6r4KTAMAagABAChrD2moiyQkA/oCAADMCmfk/uKSGr9JGjUElurCiVotKo5m/UwQMMwTsqdwneOMVBMwAMgYA0AgVMccwAUgCQYhDyAQXqYoICGfOLs4xhguE6CRv1+kqBRX3ZtKZmg0ZaWbOBzAAnzNChzbIKSF8en4ZyyBxSCPDFaCihIByjyyG8pEmUBjDKG8QIXeeQFTPGhpj333DNHT9XsLwkaNQXXomIJGi1qzKY9SoAGJU8ZAQABezCiipKXh/JnwgpfBgAJcAEk4tUBHDjUAYX6gAv2wVSlTmXUg2nkgoX1ekuCRj25talUgkabWrNhz0KJWxrdSBwsg2IHEBQTpsDsBADkY7YKXwWACId4OMj5LJieAATgcKwu+RyrK+o4+uijEzRq9pUEjZqCa1GxBI0WNWbTHgUY8Gm8+OKLRdlT8JzVGAefBrOTc8fYBIXFzMQEBRiAB9bBQQ5cAEgABNCRBxABEixE/a6Z8zTq95QEjfqya0vJBI22tGQDnwM4WL+IIgIQFLo9ZQ8cAIVzQCAtWIU46YAAIGAZ6gIUwAOrYN4KAFGPOsNBzjx1zjnnNFBi/b/lBI3+t0G/7yBBo98tMImvT9Gb3Od7GOGPwCqAAOXEZBWObceYhQUIHcvP/AQgYjl08c7t1Q1Q5MFW+EfslfO51wSNeh0vQaOe3NpUKkGjTa3ZsGeh2Pk07r///gIIwAIjYEYCEACD0meCspdfPFDANDAOGxOUsspJkwczkR9I8GUIWIhzS3rn5L56nSVBo57c2lQqQaNNrdmwZwEEa6yxRjVz5swCEMxJTEn2YUqi+IEBBmLP7MSHARxixdswX1nBlgkLgDiWDniAhWvFWlZAI5lGvc6SoFFPbm0qlaDRptZs2LMAhClTppSv8QEFPgnAwJQEFAAEJoFpiGdeYnJigsIkKDAgg0nEXv6YOQ4s5JcPaGAg9sxTuWBhvc6SoFFPbm0qlaDRptZs2LMAjbXWWquMnmKWYjoCFkAjRj9R+pR/mK3CqS0dG+HjCFDBMMQBmAAIx0xZQEm98ubnXut3lASN+rJrS8kEjba0ZAOfA2gYPeVjPpS8YB+KnmkpzFPYhc26VNKZpKTFFiYq5ilx4dsAIoAGoKgPWzn88MPTPFWzvyRo1BRci4olaLSoMZv2KExMFiy0BAhFjwkwHwEAwEDZYxmOpQfLwD4cKx8sBEvhEMdIgAOwwCocqxMzwTjkP+aYYxI0anaWBI2agmtRsQSNFjVm0x4FEJjcZ0Y4FkHJ80+ET4OiF99pogIATE3KyC+IwyywCZtjaeoHGmH2AjSOp06dmqOnanaWBI2agmtRsQSNFjVm0x4FU7BgoZFOwALDsAcSGIN0oMG5TdljHJY+lw8wBDtxHENwsQ3nnOjKAxFxyguUns+9piO8Xm9J0KgntzaVStBoU2s27Fko9Y022qiYp7AKAUBQ+gACYNgsMhjObKAiTWCC4gN55plnCtsAEEAFQGAryriGc/mAjTg+jZynUUQ45p8EjTGLrHUFEjRa16TNeSBMwYxwpiYmJooeKHBmM0FxWjMpyYctiOOTcAwg5MNInAMEeQGJc2xFveKBjHhl5TnkkEMSNGp2kwSNmoJrUbEEjRY1ZtMeBQtgnmJKotCxChPwwoGNHWAd4qUDgPjKn3P5AAm/hbwYBTBRL0CxmbPhXH7Dc6Xvu+++CRo1O0uCRk3BtahYgkaLGrNpj0KZ+0Y4dkEZBdsIZmAPFDCNYA3h9AYkWIM9cAA2zpWxYRsAB+NgklK/ulxz7733zo8w1ewsCRo1BdeiYgkaLWrMpj0KMDBPA0ugzAEAMxKAcB7MQT5mKEof2zBEF7sQj0EwY0kLlsGvgWGET0M805e8wCQ/91q/pyRo1JddW0omaLSlJRv4HJQ+n8bLL79cWAHFb8VbIAIUKHoOckqfwuckd+4YwGAdQEA5ABPAI84xMJEn/BoBQgcddFCap2r2lwSNmoJrUbEEjRY1ZtMehWLHNJiWKHobpkHJAwgbv4VzysoxxiEeGNjHORNVMAv5AY80JivnsVghgDnwwAMTNGp2lgSNmoJrUbEEjRY1ZtMeBWiYEc73ACycYxjAgHLCDLARSh8AYBxCjLCKdaeAhXT5+DAwDHHqiRFYQEY5e/M0cpXber0lQaOe3NpUKkGjTa3ZsGcBEhzhoeSdYwyAAqtgggoTE5OUeEofyIgPvwbHN9AAPJgEloG1ABn+DeChbvnUyadx9tlnN0xag3G7CRqD0Q79vIsEjX5Kf5JfGwhYRuTZZ5+dpdgpfModOFD6nOLyYRAUv9njwSjssQf5HAMc4AEkgAxwsTFRhfkLaBxxxBFpnqrZ9xI0agquRcUSNFrUmE17FCDAEU7xC8CCSQpgUPrSw3QlDTDYi2d+cm6PYdjUA2AAA/BRFtiozxb+kWOPPTaXEanZWRI0agquRcUSNFrUmE17FMof08AQKHoAQNkzO1Hy0rEGQAJEAIZ8mAMAAAhGWCkDLOSRjlUoqx5gYkJg+DrE54zw+j0lQaO+7NpSMkGjLS3ZwOcADD7C9PDDDxfAwAwof4odUAAMcWaMAwqAAGCAg7Ic4eIxDGnipIc5itlKnHRx/B18HNOmTUvzVM3+kqBRU3AtKpag0aLGbNqjAAfmKR9WotQxA8pfPNbhmI/ChilID7MVQAlQibyYCNAADsAGWAANACSNwlPX0Ucfneapmp0lQaOm4FpULEGjRY3ZtEfBKtZee+3y9u/ezaWglJicwiwVPoxOp7h0o6dihBTQCMAIH4ZzwKEcIHGsfvVyhOfS6PV6S4JGPbmNt5QXIS9BXqj6HRI0+t0Ck/j6QGPKlCllaXPKnHK3YRSAgKLHLBwHiASoxGQ9ICEf3wVWgbHYmznOUe5PFuYtona+33775dpTNftdgkZNwdUspm/fcccdZUIqU+62225bnX/++dWLL75Ys8bxF0vQGL8Ms4aaEgAaJvdZOiQc28EsDK0FBBQ/RQUMBGAQeYALEAA00gGLvAEw6gcg/nhMXTZO88MOOyx9GjXbLEGjpuDGWMyLzplnnlntuuuu1VZbbVXmFem79913X7XHHntUW2+9denHP/7xj8dY8/izJ2iMX4ZZQ00JUOqWEQEQFD0KDhQAAbOSPUVP6UsTxywFTIJhAItOVsFnoUwAB9AIx7m99COPPDLNUzXbLEGjpuBGWUzf9Q17oLDXXntV119/fTHXDi3OD3j88cdXX/nKV6qddtqpevDBB4dm6dl5gkbPRJsVz0kCQCE+90q5Awasg8IHDBR8mKYofKDhDcwKtpiJTZw/mnRl7Pk8mK/4PORVj7c0x5ziucrtnFpm5PQEjZFl042U6667rtpkk02qRx999HXV6ef+I53BfwDI7LDDDuV/05nWq+MEjV5JNuudowSAhmVEKCKsg9mJovfnACLMThHvmKnK3h+n0+yknvBrBDj4MzkWAA+wACbqT9CYY9OMmCFBY0TRjDvBEPLtttuuuu22215Xl1UTjDS85ZZbXpfmZQnb+NGPfvS6tF5EJGj0QqpZ56gkQNkzTwECIOAcU3Ac5qlYlBAAYCDBPoJhyIt9BJgAC0ADWNQXjAXgKI+BeDO79NJLR3WPmem1EkjQeK08unn2yCOPVF/+8pdL/416mWGBwfLLL1/NNddc1U033RRJr9mfdtpp1f77718GkbwmoQcnCRo9EGpWOToJUOoc4ZS+YwDBPxFmJXGGGWIgYXayF4eN8G8ACWAAKDAJZeT3Z5MGLOQFMoJRJ97Ktt9+++qnP/1pAajR3W3mIoEEjd71g3322ed1C2k+9dRThY1vvvnm1WKLLVbdcMMNw96AVQ84zJ977rlh07sZmaDRTWlmXWOSQICGt3+KHjsAGFhD+CICRJiYgjWE2YkCU0fEK8cMJR243HXXXdUVV1xRHX744dWWW25Zff7zn6+WXXbZ6u1vf3s199xzV+9///urzTbbbEz3PNkzk+vXvva1AtiTXRbdfH79fDilrz8bKDJz5sxqueWWq66++uoRL7vvvvtWZ5111ojp3UpI0OiWJLOeMUuAwo/PvWIEmIHRUAEQGAiGgEn4U0kDLEABUDjHItQjL8C55pprytIk7373u6v55puveu9731u95S1vKdQeve/c+FOAyP3331/+lP6Yuc1eBrfeemtx1DKTpKxmL6vRyueJJ54o66HxtWHbw4Unn3yyWnrppUv/Hi5dHOe5eRz+B70MCRq9lG7WPVsJBNPw9oppAAEObfHMTfbi+S38EQAGcGGeCue2dG9jyvnDzZgxo1p44YULYLz1rW+t3vnOdxZGscgii5Q/3TLLLFMBlHnnnbf65je/WUADC9l5553L8EVDGHMbXga77LJLtcUWW1SLL7549cUvfrFynrIaXlajlQtTqbkY+qe+O1J4/PHH5wgaTLImAPZ64l+CxkitlPE9lwBgsMqtMefBHIADs5OAZWAf7LXSnQMLrEOQF2D4s0hzzkT1wAMPFPZw4YUXVscdd1yZBOVrfbvttluxDwMNpinDFFdYYYVZcz/cT24jywCoP//882WEjzdf5ymvkeU1Wtlgyyby8Wl4KRoujAY0br/99gLkXrJ6GRI0eindrHu2EsAkDCMEDI6NjMIiAAQg0PmdS7M6LYBwbAMS8ilrzykObJRRllMcM7G3vfTSS9W9995bmUFrWKM3vJNOOqkszzCSSWC2Nz9JE8n7q1/96qz1wiapGLr+2BizkVNGUA0XmJ4w6CuvvHK45BLH13TJJZeMmN6thASNbkky6xmzBCh/o6f8YbxhMTGFGYrJyjn/heVCxAMEAAAwXn755eLsBhjeeOXzZicAH5s0zET9HOs2IeZpqAfAZBi9BHL01OhlNdacRx11VHXCCScMWwzDM+nPOlTDBf4TL0MGlfQ6JGj0WsJZ/4gSCNDAIgAEJoGqAwiKHkAAAyYnb7gc4oAj5mrEaCug0QkU6lEHsIm8QEg+acazn3POOSPeVyaMLIEEjZFlM94UbHjTTTctfX6sdfkapVGCExESNCZCynmNYSUANJingAKWEKYmJinKHRMAGuKBgDyYA4ABAEDBN8SxFOfS5A2HuXyUHCBSn3rV53saCRrDNskcIxM05iiicWX4xje+UV1++eVjqkOfN+/IKMCJCAkaEyHlvMawEgAavqdBkTMd2YcZCqPANqxFBRCYkYCCY+AhLdaXCj8GVhHgAXCARIAN4PDnsvc9jfPOO2/Ye8rI2UsgQWP28hlvKr/b6quvXt18882zzK0j1ek/YaQUoLF5iZqIkKAxEVLOawwrgWAalD/Q4Keg+JmhgEKYqpwDDAoLQAQgMDlJ82cRzxkuDVAYYaVOTm5ghGlgJADnoIMOStAYtkXmHJmgMWcZjSeH/mrZECP7DAU3We+ZZ555TZVehuTZe++9q4022qisdituokKCxkRJOq/zOglQ4J1DbpmTwrRE6XuTAhyG3PJ7hLM8WIgKAYW8wAKwAAyA4xygqFNZx5GWoPG6phh1RILGqEU1rozAw0gqw3CNqpo6dWoxW51xxhllTpFJfIaUe/Ga6JCgMdESz+vNkgDQWHPNNcvYf6yAaSkUPTAIv4bZ3uKBhr18WAbwAAQUGbahPiOm7IGPPxRAYZYS5JOe3wif1QRjPkjQGLPIxl3AS9N3v/vdMgnQfKOf/OQn465zPBUkaIxHell2XBII8xRnNlZB2YeJCSBIxxSARZivAgCYnPyZ5AEQYd8V75xzHbgoG74QIKReo0zyG+H1mi5Bo57culFKHx+EkKAxCK0wSe8hQIOzm0IHGkACawAe/BtMTYCA4gcYzg3FxTCky++YGYtCc840BTTU74+mfmCBZdgffPDBCRo1+1yCRk3BtahYgkaLGrNpjwIkjJ6yimeYkyh6Jih+CCABQCgqwAEAKH4Mwrm8zi0HLQ2rEA8Y1OEYiKhfcD2sBmjk6Kl6vSVBo57c2lQqQaNNrdmwZ6H0fe6Vz4KPguKn1Cn3GO1E+QMB6YDFCCtAgnkEgAARG7ahLvmUlw40lOdYxEDUf8ghhyRo1OwrCRo1BdeiYgkaLWrMpj1KgIaZsECAYmdyouwp+tjESXfO7AQ0YrSUNAxDWuTj/wAyTFyARFmsAwCp+7DDDkvQqNlZEjRqCq5FxRI0WtSYTXsUoOGbFkY4hdKn7IECAGBWAg4UPWWFgSiDkcgPDAAGnwZTlvTwadgrI68x7AAEaDg2uW/69OlNE9dA3G+CxkA0Q19vIkGjr+Kf3BcPpkHhO7YBCqDhGAgADQyEsgcelD+gAArSHTNFARkOckwEiHSylRiyy2zFV3LggQcm06jZ9RI0agquRcUSNFrUmE17FEof0/BtBsqe0hcHBIAG0xJ2IA1YMDsBBGkYBKAIMIm8zFDyxGKHyjvHTACQshYsnN0Hb5omx4m83wSNiZT2YF4rQWMw22VS3BUF7nOvnWYogMFEBQRiJjcmEv4JZQAA9kGBhVkKgDhnsgI8QIWvBIg4dg1mMEN20xFev3slaNSXXVtKJmi0pSUb+BwAwPc0gARFbzM6SrzRUECD+QnDoPwBinjpygQ7YYqSrjywYY4KcJEfWGAbyjhnnspVbut1mASNenJrU6kEjTa1ZsOehWLfcMMNC0MwuztMSBQ7RoA1YAmAw1BZ6Y4Bg7IBDuG/ABrSlZM3GAsWEnXbW3sqZ4TX6ywJGvXk1qZSCRptas2GPQslP3SeBpDADKRR8MADwwAQ/BTMUTZObXliBBXfBSABLsCC+Uo+gCKvfTAOi7/l5L56nSVBo57c2lQqQaNNrdmwZ6H0zQin3IM9AAimJooeYHQ6wKUBEhs2wuSkDmWZqoCFc+XkoeDUJd5oq6effrrE54zw+h0lQaO+7NpSMkGjLS3ZwOfADIyeAgwAgEICDECAmYmiD78Fxc/MhFHwcSgbfg5DdNUBKIANthImKiBic270lHRMI81T9TpMgkY9ubWpVIJGm1qzYc9C8TNPAQZKHXsQxHOCU/7AAhhYdJDSD0aCnUgHHAEw0gALsAFC4pmlgokAD/FmhPu4TYaxSyBBY+wya1uJBI22tWiDnocS941wighboNApeErf/AvpjsMpDkwABcCQDkQcK4eByGcPgOwBjnyARTn+DvlzRnj9TpKgUV92bSmZoNGWlmzgcwCFKVOmlI8wcXJT+uHTkIYpUPRhVgpzFGCh/DEQDnKAE2ABWKQDDseRT14sBPPIb4TX7ywJGvVl15aSCRptackGPkcwDRPvgAUzFaWOXVD2QEQc0JDXZD2swjkAEIdJ8HEwbVFo2AXQEG8PUIykkjcYyaGHHprzNGr2lwSNmoJrUbEEjRY1ZtMeJUDDHA0OauwA4wAKhscCDkofQEgDBM6VAw7yYRhAByuRD1DEKCt1YhvSmadiyK0Z4ekIr9dbEjTqya1NpRI02tSaDXsWyn+dddYpQ2HDrAQEMA0gAQCAAbDAQOSxyQMg7MUDAwCBbUQ6luLYqKpf/OIXhW2IU/eRRx6Z8zRq9pUEjZqCa1GxBI0WNWbTHoWfgU/j0UcfLewBcxBH0fNfOLYBlwAEAIKNYBMAAHgoFw5yZQV7YIKZyA9gMBd7oJHLiNTrLQka9eTWplIJGm1qzYY9SzCNmO2NXQAJil2a1W/tMQZ7St8egMjnHHhEPJ+FeD4MYCINmNhjLBgHZnL00UeneapmX0nQqCm4FhVL0GhRYzbtUQAApkERhfmJCQkoABBsA4sAGhS/vXzMVpiEY6BgTgewiEl/ATDi1GMRRHWqC8DkKrf1e0qCRn3ZtaVkgkZbWrKBzwEETO57/vnniymJGQlQcHJzjmMc4QgPxzeAABZABDjIAxxsjik1afIbeRXx6gln+OGHH57mqZr9JUGjpuBaVCxBo0WN2bRHofQtjW5NKIoeE+CnYEqyt1H+TE0YQyyRDmywDSABZJilbJFXPml8GpFX/WHOOuaYYxI0anaWBI2agmtRsQSNFjVm0x6FQjcjPIbcAoBOk5SlQ7AKIELpAxF75eQDJNgDkxZzlb28wIfDXF5mKWARgKLstGnT0qdRs7MkaNQUXIuKJWi0qDGb9igUeKw9ReFT8jGZj1kJwwAKWEUwEODgXH7lmZ0AhWPxwEE9nOuYjKG46lGfdOXzexr1e0qCRn3ZtaVkgkZbWrKBz0HRb7zxxsVRHT4MzAC7oOgpfaCBcfBlMDsBBAACAGzyGxUFRPhEsAqmKmABKKQDlQAlDOSoo47KeRo1+0uCRk3BtahYgkaLGrNpjwIUmKeCFTArAQWmJ4BAwQMP5/JiFdZFFFIAACAASURBVI7FAQLpAAJQ8GHYAIU4AANolFNGGpYBcCyNnvM06vWWBI16cmtTqQSNNrVmw54F0+AIZ5Ki1AEGxR5Ob2BA6QMCcVgDwMAaxAGFAAvlpAObqCcWMwQUriFN/n322Sd9GjX7SoJGTcG1qFiCRosas2mPAjT4NDABWzi2AQUFT9EzTwEDAMBsRemHfwOAyAdAmKiwD3mBjbrVJ786HCsnPudp1O8pCRr1ZdeWkgkabWnJBj4HBb7eeusVcxJ2ECYoCt455R+ggEkwXwEBk/UAhTzODa11LE6d8sZSI1hJmLOYrYBTgkb9zpKgUV92bSmZoNGWlmzgcwAJoIElUPjhyKb0gQUfBgAJpzbQoPjFYR22AA5gARDEyYN1cKADjXCCy+Oa++67bzVjxowGSqz/t5yg0f826PcdJGj0uwUm8fUpcI5woEHhYwSUPoUPKMJERdkHSwAA2AUzFBDBRoANtsExLi7MUcAFGFmLSj5l1ZtMo36nS9CoL7u2lEzQaEtLNvA5gAFHuLkVAALDCFbBn0Hph9+Cwgco0oEDkHAsnq8CqIR5S5xywCXYBfAQb5+jp+p3lgSN+rJrS8kEjba0ZAOfg0LfYIMNCgug8DEMwEC5U06UPiUfCh+7EIeVhJNcOeAiTn2AxN451mH+B5ahbJQ/+OCDq+nTpzdQYv2/5QSN/rdBv+8gQaPfLTCJr0/h82n4sl6YpQAEPwUFz6wUYAAAAkwwC+CBnWAd9jYLH0qTN3wfRl3Jqz4Kz3VM7ssv99XreAka9eTWplIJGm1qzYY9C0YQa0+ZjMekBDCAib1zgBJKn8LHKgAC9iAP0xZAkDZ0WC4AURcQwWLCx2HBwgSNep0lQaOe3NpUKkGjTa3ZsGcJ0GBqothjVVogIA2LwDyk2QMKAOI4WAMnuPIABBMRwmTFIS4/4JEv/ByHHnpoLiNSs68kaNQUXIuKJWi0qDGb9iiUu2+Em3cBJIAFRY81OMc+AAaG4BxbAAyUv7LMV+KNvlJWOnNWmK3EYRs/+9nPiq9DvYDI9zTOO++8polrIO43QWMgmqGvN5Gg0VfxT+6LU/hGT8WX9ULxU+5GUoWpCmgACWwBCAAN4CG/fM45wOV3Lp/0YCrAxJwP+dTlG+EJGvX6XoJGPbm1qVSCRptas2HPAgh87pX5KOZSUPqYAhMUfwXmAESYmRyLk8avYQM8zFb2FBpmory6AYdja1QBjjBvHXHEEQkaNftKgkZNwbWoWIJGixqzaY8SoPHss88WZU/xA4bwYVD0AIPyl4ZZSI+Z4oBEHeHPkN+5Pf+IclgH85X4AKMDDzwwQaNmZ0nQqCm4FhVL0GhRYzbtUQAB85S5FI4pe3umJkqfKYqPg5kJwxCYl8RjDUAAMDjGPgSmLiACXKRFnfKqF+uwym0uI1LENeafBI0xi6x1BRI0WtekzXkgAGGVW+YpTIDPAUA4xjCYn7COGFVF6YcpKkxVwTrUJW+Yt4CEOsTLGyxE/T73mj6Nev0kQaOe3NpUKkGjTa3ZsGeh0M0IN78CUwAAAILCxzAoeqwhlL/0l156qZicAAHWEaYsx/IBnPgAU8QBowAVezPCEzTqdZYEjXpya1OpBI02tWbDnoUCxzQABYBgdgogwCoAQwBBjJCitIAKcAjzFd+GYwCCSQAXe6wDgISJChCpJ30a9TtKgkZ92bWlZIJGW1qygc8BNPg0KCLgYJIeoAAIAADL4Mim/KUBgBhRJQ07AQTSbAIAUl4AFvJwhAMVdTGF5TyNIp5aPwkatcTWqkIJGq1qzmY9TIDGiy++WPwXlDomQDFhGuHkBhA2wZ5fg78DwDg3qipGSoXzG1hgLQBEPvGxltV+++2XjvCaXSVBo6bgWlQsQaNFjdm0RwEa8T0NJiasgZKPkVIAwcgqjAEwSAcEgAUTocCAg7Kd4AEgMBczweVTHgNRXt699947fRo1O0uCRk3BtahYgkaLGrNpjxKggTVQ6AACCAAATIPJybljQ2Ud82eIBy7yKQcgmKCAAzMUgODXkA4kgJA49YhLn0b9npKgUV92bSmZoNGWlmzgcwANjnBKHXug0AGDY3tmJccAwDEAABryAZGIAxoYCNAAJnwgmAkwUp5T3DnWIe9ee+2V5qma/SVBo6bgWlQsQaNFjdm0R6HgLVj4xBNPFKWPNYhjVuL0BhaYAxAIwAjWIG8wC0AgnVkKSNjHOeCIY8Chvj333DNBo2ZnSdCoKbgWFUvQaFFjNu1RAjTCtIRBcHJT+kCBkscSgAKwcB55AkQCFLAOJijn8jFFqR8DAUDqcSxfTu6r31MSNOrLri0lEzTa0pINfI4YPUXRMzsBC+Bgkyaen4PSdx7+DaBguRAAgDkEk3AMLCJePkBB0ckDiGwHHHBAfoSpZn9J0KgpuBYVS9BoUWM27VECNPgnMAjn/A7MUYCDggcUGAOzE2Ch/IEDMAEK0jERccozWdkDDnUBIuAT7EX+/fffvzrnnHOaJq6BuN8EjYFohr7eRIJGX8U/uS8ODOJzrwAgwIKJShqlD0wABhABCJQ+9gAYhMjrXBoTlXxhvlKn+R+ARTnnvqeRn3ut1/cSNOrJrU2lEjTa1JoNexbAsNZaa5WRUG4dW8AKsASK37EZ3BiGzTkgkQ9YYCiG3wIcwABggIM0e2AjT5xjG+o97LDDcp5Gzb6SoFFTcC0qlqDRosZs2qMAjbXXXrt65ZVXit+CyQkbEE+5AwNAARDEWdgQMGARHNvAI3wVACFMWACDcgM0AR6YSDjXDzrooASNmp0lQaOm4FpULEGjRY3ZtEehyNdbb71iUqLQKSTgAAiYkQy5FR/MgvlJWgCB5xUnrz2QCUc60MFKXAPAOJYHuHCE5yq39XpLgkY9ubWpVIJGm1qzYc8CIJinjISyLhRwCHbBRIVlBICEucq542Aa2AkTlCAtAMYxgJBG0QnhC7FgYfo0ikjG/JOgMWaRta5AgkbrmrQ5DwQ0fCM8zFOYAEc2JuE4nNtAAusw6Y9/QgAaNuYq9QSQOMdO+Dqwjs7ht8xX6jzkkEMSNGp2kwSNmoJrUbEEjRY1ZtMehbIPn0aYjzADrCNGTFHyGAcGAgBsfBxhigIuNuWBhHIABMsAPjHJTzoW4poc4Tnktl5vSdCoJ7c2lUrQaFNrNuxZgmkYIQUoKHpmJRtTUiwyiF0ADmAAMDAJafLIy0SFiQAIcfKr2wY4YlkS5YBSMo36HSVBo77s2lIyQaMtLdnA58AiOMIpcoBhtBOzErYQCj+UP2c3tiAv8AAEgES6/MoDhRdeeKEARQCQvVFXygIVxyb3zZgxo4ES6/8tJ2j0vw36fQcJGv1ugUl8faDhy318GkxHlguxt1HyNkrfORMU1kDpAw1pkVc90pisgI565MdGMJEwZYXZKpdGr9/pEjTqy64tJRM02tKSDXyOYBoUEUUPIPglKHqswUKGzil9AMHsBAyYosRhH/ac39IxFc5x5WMyoHqwEWYr11CHGeHTp09voMT6f8sJGv1vg37fQYJGv1tgEl8faPieBkXuGGg4xhooeuYnIEHZYxDigUP4JgABHwfzlHLMT8xXNqBhwy74TACLwP/hc6/pCK/X8RI06smtTaUSNNrUmg17FkCx4YYbVs8991wxJQEHij5MUdIxCewBgAAI7AJYhHkKGBhRpYy88gEfbCRGUmErQAjYqJN5Kn0a9ToLk992221XgLheDVmq6RJI0Gh6Czb4/ilyQ26feeaZAhaUOtMSJR9sAhhgEYAAoEij+GNYLgaijA0TodSCnQATcRhIAAiQMbkvZ4TX6zjawox6bC7D5JRAgsbkbPeBeGrK3+gpQEDpU/aYhHNmJQCAPQjYBtOSc5uyzoECMAFAygIXznJ1ySMNeGAn8rrOvvvum5P7avYAYA2E7TNMTgkkaEzOdh+Ip6bUN9hgg7LMB4Cg1DEMCh8wYAeUPFOTN1z5AwyAA9AACgCGryPABkAwU4UfBGjY5FNvgsZANH/eREMlkKDR0IZrw20HaDB1hFL3FiseKGAPASCYBvAIAJDPBigAAdAACvIBH3kBB3OUY3HOAcqhhx6a5qk2dKB8hr5IIEGjL2LPi5IAUFhnnXUK08AwgjGYuOeYggca0ih/+YFGjKASF6YtwAFomKjkARTSA3Tsw99hRvhk8mkAV3IhkwgGFVgo8sknnyzyinh77M3ghKeffrqAbWdaHqcEEjSyD/RNAhiFIbcUGkAAFPbijY5ikjLEk4IThymEQxsIME/FZD5AIQ3AKCsNoCjjHJtRhuK09tRkWeWW7+Hggw8uviMgLABYMlh88cWrZZddtlpttdWqO+64o6QB3m984xvVEkssUdK33HLLWasE962j5IUHSgIJGgPVHJPrZgCBGeEUO2VFqXvLpdSYmWJYrTdlCo9/Q7p8zg3RxTrkAxrSmKEwDEAUzEU8ALKXzzIiZ511VuuFbab9brvtVs0111wFGICocNVVV1ULLLBAddFFF5XlWADDGmusUYD5tNNOq5ZeeunqnnvuqR577LFqhRVWKKOlhjq+gS+AFoamAfkIjsl9uNDJfIZLz7jBlECCxmC2y6S4K6Bh9BSFTgFhFRS9c7PBKX9AYQMC4ikhQIFVAAsA4jh8GkBDWQpJGkWJvagf0GAmhoxOBqbxve99r9pqq62qzTbbrFp99dULOOtYJjvee++9s/rY0UcfXX3uc58ry7lsuumm1be+9a1ZaYYnf/rTny5ynBVZVdWtt95a5msAYN9E2WKLLaprr722DDIAQHvuuWdpk2effbbafvvty9wYLwgbbbRRdcUVV5RZ+fLtuOOOBbg6687jwZZAgsZgt0+r744yp3DM08AaKHiMAwhQ/sEQHAMO8cADAAAE24svvlgAQrr6YgMQ6gIgwEUd4SS3jMhk8GmQJxA+8cQTq8985jOv81088cQT1Ze+9KXq3e9+d3X++ecXeQGI4447bla/A64f//jHq5deemlWnAOTI9/whjdUX//618vxggsuWH3oQx8qy7Occsoppc5LL720evDBB6s3v/nN1SabbFJddtllhcXMN9981QknnFBdcMEFlXKAKUNzJJCg0Zy2at2dUvAm93nzBQSUHPYBLJisKHp5mKuAApaAjQAB+ShE4BCsgulJvLo4vbEPZbET9cmrzNSpUycF04gOc9RRRw0LGtjGLrvsUi255JLVzjvvXGEFn/3sZ6uTTjopilYXXnhhtdJKK70ONCj8hRdeuJo5c2bJ++Uvf7mYGp1oN+BzzDHHFEazyCKLVNddd13Jt9dee1Urr7xyaScRWNBOO+1U0vKnGRJI0GhGO7XyLin4ddddtzAATAMrAA4x2gerEE/RB8sgiDgHLgADg8A6KCtxGIZjdQGNMGsxd8lr7anJYJ6KTjMSaET6fffdVy266KLV97///TIwYdq0aZFUMXGtssoqBYRnRVZVYSbLL7/8rOVEtt1222Jqkke7Mj0Bjbvvvrs42++///5SnDmLSRKwC8xagCtDcySQoNGctmrdnWIRQMPQTkyA4qfoKXzKnfLBKjAQoCG/OHnEyaeckVGARHl7W5ii5MdQOGsBCrYx2ZYRCdAgK4HZCHCSn/DII49USy21VDEfMTcxJYUze4cddijn2qEzMGcBDc52YZtttim+C8dAmw/l2GOPnQUagEkwsdIwa/VpE+axBI0imsb8JGg0pqnad6MBGs8///ws0KDYAQLTkmNMQT7HmAIfBoVGMQEEeyAhH0CwCYACc8FabN5sDcNVx2Sbp8EcR8Ez3wm33HJL8SVwUJ988snVpz71qQIMZGPoLdZh1BVW4BjIDA1nn312xewUvg5As/nmm5ds6mHSMqz3zjvvrBZaaKHqrrvuKmnqNcRXewINzvGtt956aPV5PsASSNAY4MZp+60BAz4Nk/mEYBMYg43/wtswEAEKofSBhnPAIp35SV3Ky8ukBVAch4lKfuxDHPPLZHCER/8xWsmIMTKJcPvttxfTEKXt7Z9sI1x55ZXVxhtvXExVfBfBOiLdHrgYZUWmAj8IB7hA1gcddFAZ2muQw+677155MRA40IEJIAcanO6nn356ScufZkggQaMZ7dTKu6To11xzzTIz2dtpKH2swHnMtZAPowASjikbecUBBW/Q8lNE0pk+mGIwEG+02AdFJh1oUGiTCTRa2XnyofomgQSNvok+L+zN14xwy1l40wUAlD4Fz7xE4QcQiHeOfQAIyh8oSA9WYY91ABejpwAHR7myAMYxgLH2VH6EKftfSqCeBBI06sktS3VBAgEaTBcUPYbB3AQ8mKccU/YAwsbshGEAFWnhJJcHkDgHNoBEOoBRl3pdSxynOcdwMo0uNGBWMSklkKAxKZt9MB4aA5gyZUphGlgD4GBKouixAgAgDsMItuBcAADBKuTHIORRDxs8EME0AIZ459IADJ9GMo3B6AN5F82TQIJG89qsNXccTINpioKn+AEFxoBNYAXyABAgQfFjD0AEeGAf0oCE8uLkBw7MUwCC/yMARF75fO41QaNeNyJ7zm1AnWFySiBBY3K2+0A8NQVvLSKgYRQOsKDY7Sl6piimJun8HsxTWANwACLyAQijr4ANVoGpiGPeUn+wDKxE3YDoiCOOSPNUzR5gcIJRU4YzZ5icEkjQmJztPhBPTaGb3GeCGBAAEJQ9Be9NFlug+LGDYBXyBZhgHdIxFOW8BdtjGNiHdOeuo271qsfkvsk0I7ybja1NTPiz9EuGySmBBI3J2e4D8dSUuXkCQIOiBwgUPTYgAItYSiT8GpQWpoFNyMeMFUNwsRNgo17MQ17gEeYs8dLNWUhHeL0uoH2sUxVza+rVkqWaLIEEjSa3XsPvHUsw5JZpysa0RMkDj07GASB+/vOfF2Ch+DtHUGEQgMBM8QAe51iFOpmsmLUASLAQPo0EjXqdJ0GjntzaVCpBo02t2bBnARoWrwMC4YcAGs6xBqYk8YAC4wAm0gEAYAAC9sBGOh+HPM6BCdAAJOoIIAI+JvdNnz69YdIajNtN0BiMdujnXSRo9FP6k/zawABoWL8ofBaUf5irAATGwAQVczP4L4JBAAIb85PywTSAkTgmKtcAIM5twGiyLY3ezW6WoNFNaTazrgSNZrZbK+4aU7CMyJNPPlmUufMYGcWsZMMqMAXK3gZEAhSAACUW7APgqEPgD1EWmAiAJhiN0VM55LaIZcw/CRpjFlnrCiRotK5Jm/NAYZ4KXwbAMCxWvDiKP0xQlL/zmHcBEJijAmQABnABIMDFuXrCaY6FBPBwhJ955pnNEdQA3WmCxgA1Rp9uJUGjT4LPy/7fx3qMnqLgmZmYkih2ih4oAAyK3168Yz4MjMHIKaBhAwhhnmKKivLyAprwa4QfZO+9906mUbMDJmjUFFyLiiVotKgxm/Yo4dMww5j/ATCIAwoAAqtgVpIWrILSCj8GgAAIQIWpCpBgKNiKOmxAw+gpPhFp6k/zVP2ekqBRX3ZtKZmg0ZaWbOBzUOC+4hZj/pmXgIUtwMAeSEQaIHAeDAJgqEe+GC2FUWAb8sgPNPhHnHOkH3nkkTm5r2Z/SdCoKbgWFUvQaFFjNu1RAjQsSUGpYwLMTEADGHB6yxOgIT1GQTFfAQqAIG8ABBlgFeHjwEYwEPXLp678nkb9npKgUV92bSmZoNGWlmzgcwRoGHILELACLCH8EpS/PAEeAQ7iAYt8QEQ5pi3p4rEM9QEKIAFgoi75fDkuJ/fV6zAJGvXk1qZSCRptas2GPQtA4Ai3GCFlz28BBBxT+kxSGASzE0AAEtICROKcycmxPExd8qjb3qZefg4sBquZbJ977Wa3SNDopjSbWVeCRjPbrRV3TbGvtdZaBTQ8EJBgVqL8gQdWADCwBBsgkYZBAIPwW8iDoVgNVzqQwDAwkKhTfepWJkGjfvdJ0Kgvu7aUTNBoS0s28DkoeKDx+OOPF1DoNCVR9jZKCpOQJr9jczEAAiABFnwbWIR0m/gwSWEYVmQN5gI80qdRv7MkaNSXXVtKJmi0pSUb+BzYggULgyEAAEqdoqf0MQ0AACiYqQTggaFYQ0peW/g0mKjEywskAlQwDHVzmjveZ599qhkzZjRQYv2/5QSN/rdBv+8gQaPfLTCJr0/5W3vqhRdeKKyCYjcnA5gAB8o/2AY2AUyYlxzbpAWrcA5AAoCG+kecq1d6mqfqd7oEjfqya0vJBI22tGQDnwNocIQ///zzBQwwgaeffrqwAn4LIMBfIR+FzyzF1GTPDMUkFeCAbdjkU1a5MGUFyMRwXh9hytFT9TpMgkY9ubWpVIJGm1qzYc9CwYd5CmMADpQ9pW+j9DEL8UZMYRrMSxgGJiINaNiYo8QxawEVAKEMIHJsc6zOQw45JEGjZl9J0KgpuBYVS9BoUWM27VGAgRnhTEZMU5gCQMAMAAHzlKVEKHxDZSl96cE8AE34Pwy1BRaAQj38G/KGSSqYCqWXTKN+T0nQqC+7tpRM0GhLSzbwOSh/Pg3zNAAFUKD0KSZgQNEDDIwCEMRaVM6ZroBKmKmCVWASymEqytjk41QPUDn44IOTadTsLwkaNQXXomIJGi1qzKY9CuWOafBTYBaUurgADQqf2Qm42KRzlIsDMExZTFLBKjAPZQEIUPExJwxGunKO5UnQqN9TEjTqy64tJRM02tKSDXwOQLD22msXRd/p9MYuMA2sASgAFEo/5mFgGkxPzgGBPOHrADSAR332QCLS5VU2lxGp31kSNOrLri0lEzTa0pINfA5K3egp4ABAmJDsmZMoewpeHFYBSAAFAAAM0mwBGtgHk1SADXNXzPOQXznp6thjjz1ynkbN/pKgUVNwLSqWoNGixmzaowAIoMGMBDiwAxvFZB8jqKQBEfmNjsI6mKoABlMUgJCuDMYBTJwDJSYsTMW5+qTtu+++6dOo2VkSNGoKrkXFEjRa1JhNexQgwBFu9BQFHyYnTIOi54sACDZxQAFjkBejsGEYUQ4bAUAAAqiID4DBOsJHkqOn6veUBI36smtLyQSNtrRkA5+D8l933XWL4gcAYXoCJhQ+RU/pGzXFfxHAAVCAhXPMQTmAARTkVa/jMF0pK49zbMPaU9OnT2+gxPp/ywka/W+Dft9Bgka/W2ASX59yxzR8JIkJKhzgQEMaJQ84nEsXByTsgQlgwUKAApDAMAJ4KLcAIiYsac7VdeCBByZo1Ox3CRo1BdeiYgkaLWrMpj0K5c+nAQAofQoJixBvC/MUv4Q8wEE8hgFMBD4O8coBEEuSAJPwiQAi4CMd4JgE6BvhuYxIvd6SoFFPbm0qlaDRptZs2LN461999dXLgoVunfKn+LEKPgmsASjIFzPDgYE89sCDPwQYyC9fbMAFsAANcQDIXnz6NOp3lASN+rJrS8kEjba0ZAOfgwKfMmVK5XOvmABGAQAoe2nMSQAEc3BOYQEKYCIvdhKAAHCwEWnyKxcMA3CoF9CoJ1e5rd9ZEjTqy64tJRM02tKSDXwOCp9PA2hQ+rEGlfhYeJAvgtI3lJbCBwryOg+nN5AJYFFHAAbQ4fgGLsqpV96pU6emeapmf0nQqCm4FhVL0GhRYzbtUSh/X+576qmninmJ2YmSp9gxg3BgGymFiQCGmGshLyDAPACIEExCHHMUpiGfdOYr4OOazFPnnntu08Q1EPeboDEQzdDXm0jQ6Kv4J/fFvfkDDUxDoOiBBYCg5M0EDyDAKoAAFiHIg4UACGmC+oCCAHgwDWWAS+RX31FHHZVMo0hp7D8JGmOXWdtKJGi0rUUb9DwU/Jprrlndd999xRnuC36OgQj24fzJJ5+sHnroofJxppkzZ1b33ntvWRVXHuePPvpo2Vv08OGHHy7lrZrrY07PPPNMmezn+Nlnny1x6txrr72qs88+u0GSGpxbTdAYnLbo150kaPRL8nndwiIWX3zx4gzfbbfdqu23377aaaedqp133rnadtttqy233LIcb7fddtUOO+xQjr/2ta+VPNtss03JL+9WW21V4r761a+WOPXIv+OOO5Yykb7rrrtWW2yxRbXQQgtVP/jBD7IFakggQaOG0FpWJEGjZQ3apMdhgtp9992r/fffvzAKzOCBBx4oLMMekzDvQjy28dxzz1V33HFHYQwPPvhg9cQTT5Ryjz/+eGEcL774YmEi2Im4YBf33HNP9dhjjxUGc8UVVxSQwkYyjF0CCRpjl1nbSiRotK1FG/Y8N998c4U18DkIfBT8EfwbMfqJn4NvQjA5j19C4MPg3AY+/Bo2o6cEZfkyIoSf5Prrr68wkgz1JJCgUU9ubSqVoNGm1mzgs/z85z+vNttss+K/AAZGO3FwU/I+8QpEgAYgkQYoAIJ0AOHckFojpACL+RvqCSc5v4mhuuox+oo/46KLLmqgpAbjlhM0BqMd+nkXCRr9lH5euwyhNW/itNNOK9Kg9LEMSj/mW0iI4bL2ht0CEBuWATSsXwVMgAiQABw2QEHRBXCsv/76ZRJgir6eBBI06smtTaUSNNrUmg19lksvvbSYjIABwAAcmEEofvM1AAgAwCgwjwAH+QAGU1QM2QUQjoN9yOv8uuuuqzjcDeXNUE8CCRr15NamUgkabWrNhj6L4bJGQXFs80tYDiTMTsCAosIqgAogCIYBSMJEFaAR6YDBMfMUsAEkRk9xhGeoL4EEjfqya0vJBI22tGTDn+Nb3/pWmXAHEJibgnEwUwlABANhnuLfiIl+2Ig05cwcBx7AQjn5AI048z422GCDygirDPUlkKBRX3ZtKZmg0ZaWbPhzmDfhM6yxTlT4IIADvwWwAAbMUeKYqCgwx9gE1hFsRB71yMNhjnVceOGF1d57713yN1xUfb39BI2+in8gLp6gMRDNkDcBEEy8My8DYITjO0ZNMWFhHwEewAKDYJ4CEOI5wtXjXLo9xgF0vv3tb1czZsxIQY9TAgka4xRgC4onaLSgEdvylreSGQAAIABJREFUCN/85jerCy64oLAGvo0wOzFBYREAwB6QAAIMwyZfp6McgEiXF9BYaoTPhIkqw/gkkKAxPvm1oXSCRhtasSXPYHSTZUIAAKWPSfBj8EtwZgOD8FOEU5wSEwBKAIeyllaXn2kKEAEkZTKMTwIJGuOTXxtKJ2i0oRVb8gx8EZtssknFFMW0hEHwS2AdZoIDAT4K7AFAMGMxRzFFOQ//hnKG4cqLbRx66KHVGWec0RIp9fcxEjT6K/9BuHqCxiC0Qt5DkQBwOPDAA6vvf//7hTkADAyDeSrmamAO2AaQAAg2aQAFiChjBVz+DcHKt1tvvXWOmupSH0vQ6JIgG1xNgkaDG6+Nt37DDTeUVWsp/XBsM1OFXwMoYBribBzn8okDIHwcwTCYrM4666zKKrkZuiOBBI3uyLHJtSRoNLn1Wnjv1pvafPPNy+q1WAWTVYCBPbMVsGCCAhCvvPJKAQygYlIgxuHYnA3MY7/99stRU13sJwkaXRRmQ6tK0Ghow7X1tjEGJqpTTjmlmKjCfwE8AAFWARhsgAOriGG3TFbhEGfCwkpM6OMUz9AdCSRodEeOTa4lQaPJrdfSe7/88surr3zlK7P8GZQ/gMAwsA2joMQ5xzY4vYEF/wdnuLzOLYP+jW98I9ea6mI/SdDoojAbWlWCRkMbrs23baSUL/dZi4qJCqsAFgDBUuqdPg3xzFACsGCiYp7CSHwFEABl6J4EEjS6J8um1pSg0dSWa/l977HHHtUxxxxThttiFcxNQMO8DaAAKJisYiRVpAMNTIRJimnKSKoM3ZNAgkb3ZNnUmhI0mtpyLb9va1HFRD+sAVBgFQAkHORAg08DUNhM6nMunHvuuRXgATQZuieBBI3uybKpNSVoNLXlWn7fJu1tueWW5TvfwIDpif8CODgOn4Y0rKPT18F89fWvf70AR8vFNOGPl6Ax4SIfuAsmaAxck+QNhQQo/ksuuaSYoJilgAEw4eMAGtgHIHGOdWAkzFKWP99ll12KTyTqyn13JJCg0R05NrmWBI0mt17L7/2aa64pzuwYEYVhmKdh5rjhtwACyzCKioPcHvO47LLLylpTYapquZgm9PESNCZU3AN5sQSNgWyWvCkSwB423njjWSOmMAobYMAyOL/5N4AIMAESgOOQQw6pvvvd76YQeyCBBI0eCLVhVSZoNKzBJtPtAoP999+/Ouqoo8qoqQAL/ovwYQAPgGETbrvtturLX/5y9cILL0wmUU3YsyZoTJioB/ZCCRo1m4aN3TpJJpCxs88peGu+8cYb55jfm/MDDzxQMc08/vjjw1bLFPPyyy8Pm9a2yFtuuaV63/veV9aP8iElG3+FSXuWO99tt91KmjkZvsy3yiqrVOuvv/6IYrj77rvLirdnnnlmNUjb2WefXdjR9773veqcc84pa2Z13p9FHJ0Dy36GBI1+Sn8wrp2gUaMdOFqnTJlSLbnkkmVbY401yiifkaoyY9mS30svvXT10Y9+tJQd7lvVHLnf+c53qqWWWqpabbXVyv688857TbXPPfdctfzyy5c1lV6T0NITCxIusMAC1Q477FDtuuuu1fbbb1/8HJzkPqwkbvfddy9AAkzI2BcARwo333xzddhhh1XTpk2rjjjiiIHZjjzyyGrNNdes5pprrmrttdeunHfe3+GHH17Og1GN9Hy9jk/Q6LWEB7/+BI0abeT7DB/5yEfKYnne+j/2sY+9RoljARbeE5hYDjjggGqllVYq+a2TtOqqqxZFx9zSGTCMJZZYopo+fXpx8FJuyyyzTPmWhHwcvMsuu2xRLO5huBDmGgDE5m9pDcG5tZnsBfZ/7MeIJG+vRiEJ7lf8oDiRH3vssWr11VcvQ23LDY7wE8/pO+PMU00MFlcEGqeddtrA3n6CxsA2zYTdWIJGDVEff/zxRZExUXnz82borTDC1VdfXWzrzjlmMZGDDjookstb5Cc/+cmixGdFVlV10kknVSuvvHJR2uKfffbZwjauuuqqMkmNUvGG/JnPfKYs6tdZNo5//OMfl+sx17iGjRJizgFcG264YVmr6Zlnnin3bY2nz33uc9Vyyy1XnXjiiRWl6x7EPfTQQ1Ft1/bMb7bRBqDhXvgojJ5SljnQqClOcfLVBkAaIH7rW98q8ztGUz+AHKSgbYAGs9ughgSNQW2ZibuvBI0asmZuwhYWX3zxYp5accUVi4/Bmkl33XVXYRbMCffff3/xT1DcVm2NwH7NxOQLdZ3B6q4AiHIUXEfd7NwUXIwOWm+99YqDuLNsHF977bXV3HPPXe25557VPffcU5jK/PPPX11xxRUV08yHP/zhYju3rtO73vWu6otf/GK5x3XWWad661vfWrk35TApZp9uK1ZA5N585+L2228vH0kih2A68Ryx59fBNMgCm8CegAZZYEgAw7F4dQCNbbbZJoqXvWcAMBig65ORJUr22muv6kc/+lEBntcU6MMJEPzUpz5V2o4ps9ty79YjJWh0S5LNrSdBY4xt522WEvdmTkHZmKdOPvnk6o477ihs4Utf+lJRXJyXHNpAo3MIKEent34g0xmMFFp33XVnKVDzEICTeiIAFMAi73ABy1l00UWLMpbO7m8NJsG9AwemrUcffbQAnvsTMCX3ZNKcwHfAzNPt72q7P2/Tsc0zzzwFfDfaaKMCJtjOjBkzqp/+9KeFcfHhYBrWkPLswAFIuC8btkfBAg/AwNdBPoDvwgsvLCOvvvrVr1ZrrbVWkcsb3/jGWdcGroD/wQcfLM/czx/MT7v9yZ/8Sek7nmcQQ4LGILbKxN5TgsYY5e0t19t/p7mJyQiIBEMwourOO+8sNVui+7Of/WwxK8WlKEZgQOF1hmOPPbY4wCk/wZsxH8bFF188K5u369mBxg9/+MPCLighgcIMG783daDBVwI0gB2gE4CGN3pKWeB43mqrrV4HGhQ1ExiF7L7Gsl166aXF9BKAMdz+zW9+czXffPMV5/fHP/7xIjuyInefdeUHYpJy7O2czDEMAOz5jKCieN/5znfOAofhriMO6yIbZj/3NrtnsRaW7cknnyzy6fYPFvi2t72testb3lKA75FHHun2JbpSX4JGV8TY6EoSNMbYfGYiG9m0zz77zDIhMEUBEiN9/KkoH8rbMcXmbZ+yptQoXRPWfLfasbfksPFTHIsttlgx27itCy64oLCBzqG3owENYBCgYUQR5iMMBxoAQAB8n//851/DNIYDDY52S3vIf/TRR496Yw467rjjChABhg9+8IPFN2N9KX6UE044oQCXRQqNTFtwwQWL4sdEAmABMLYE2PgwgEcskw5oPd/BBx9cqd8w3fe///0V4Al5M/tgfR/4wAeKcpZmCXYA6d5m9zzmihjRxPzYi4BNArJ3vOMdpb9ceeWVvbjMuOtM0Bi3CBtfQYLGGJuQkreCKrMGhQMQjHg69dRTi62c0uKbMGLKzOSHH364mEoMBd10002LAucvYM8X2NQpVArQGzNFvcIKKxR/guG57O4UYwQK01wE8xOGCxQ6pThz5syS7E0aYAmULgVMSTPJyAeoBOYu1w2ziHtl1mIKGhq87bunOhvnPkc+Rc1MBiQMkd1xxx2LKQng8gVhEu733nvvLbZ+rCxGhmEX0oCufGQCeI0OA5L8NNIBNvOW+TF8SobncjYDKvkMAvjEJz5R5tuM9lkC4IfKZLznmCvQeM973lPmmWCjgxgSNAaxVSb2nhI0asqbImI/Z/7BKuakTLyhGhWjTJiEXJpT1jex/RkFyhGIUGr8IGHyitu0DpNJXiYWDheYT7w1h+nLR4jOP//8kpWSVRZQ8ZfIF/NFbr311ur0008vb+syU94XXXRRMQcNd526cQDH3BPsjBnvqaeemq0j+umnny6K3eq2FDuAAAYAArMwPBhAOGbCIjcsbnaBU53PhCyAPFn0M2BPnPdAg1kNeHvpGMSQoDGIrTKx95SgMbHyft3VKC9vwfndh9eJpkTwvfC1cNADQgCBkfH3YBmAhGkKuMpjxjgm0aTguYycAhq2RRZZpICZZx20kKAxaC0y8feToDHxMn/NFSk+b80ZhpeAeRqf/vSnC4vAKsLxzYzGXAU0KF2+HmyD2a5poMGJzxTJCc45zz9mXs0grp+VoDF8P51MsQkak6m1G/is5pPwOzAh8SdhGUxVBiRgZ97GAS/A4H/ht5jdMiKDKAKmzalTpxZGhSnxQ2FXvRqpNR4ZJGiMR3rtKJug0Y52bO1ThHmKL4PtH9sAHJgGH0YMu8U6sA1+oxhi3CShAEU+Host8mmZhOiZBi0kaAxai0z8/SRoTLzM84pjkADzlHkuTHh8FhgG8AAQACQ+0CRNXBPNU53iMFu+F8u3dF5jPMcJGuORXjvKJmi0ox1b+xTmqDBPWRiS+YkZCrt45ZVXCmDwaQAPccxXhvA2kWloQM9i6ZZezQXpRidJ0OiGFJtdR4JGs9uv9XePaZhMaTKf4brYBNMU5zenOBOOtauABgZiocYEjd51iwSN3sm2KTUnaDSlpSbpfWIaVt0FEoKRRpzfQEKcuSeObUxUJls2bfRUNG0yjZBE7gdZAgkag9w6eW/l64VmsZuXgUkACn4MbCNGUGEfHOXiO9faapr4EjSa1mKT834TNCZnuzfmqYNpWOXW0FR+DaOnOMaxC+fAI4bkmnGf5qneNW+ap3on26bUnKDRlJaapPdpnoaFBTm+BUCBZXCImwmOYdhiZeCmDrn1bMk0Jmknb9hjJ2g0rMEm2+1yhFvg0AQ+ATh42xXEAREAQuFyiptJnUyjiKcnP8k0eiLWRlWaoNGo5pp8N8s8ZRkRq+MChxhyaw80OL85wznIAcoee+yRjvAedpMEjR4KtyFVJ2g0pKEm621iGr7cZzVevowYLcX5DTDEcZBbWsSoKsu+5+ip3vWWBI3eybYpNSdoNKWlJul9Ag1Mw+Q+k/fMzTBnA9PoBAtmKuc+v5ug0bvOkqDRO9k2peYEjaa01CS9T+YpX9uLGeAYhpFTAALrMAQXgGAdZob7nkaCRu86S4JG72TblJoTNJrSUpP0PjENn6HlvzC01hcODbPlvxBn5BTwCDCxdpOvHzYx5OipJrba5LvnBI3J1+aNemKgYcFCPguT92yAIxYrxDLCz2HPEd7k0VMmJ955550D20bJNAa2aSbsxhI0JkzUeaE6EjBPY6WVVqp++ctflsl9nN1MURiGEMNuAQnQ2H777RsLGkxuJ5xwQgUoBzUkaAxqy0zcfSVoTJys80o1JBDf0wAKgAJo2HN8M1fxbwRgcJL7CFNTfRrEw0Q1p+/N1xBj14okaHRNlI2tKEGjsU03OW7cW7cht4AiwAJgAAt+DIDBRGViH9bBvNNUn0YTWjRBowmt1Nt7TNDorXyz9nFKwOipT33qU2WYbcz+BhBMVJZKBxqxrEiARpOZxjjF1fPiCRo9F/HAXyBBY+CbaHLfIKZhnobRUkCD+caEPo5xznBsw3HEW7CwH6Dh3vhf7r333uqee+6pHnzwwcKMtB5fy3333VfddNNNlYUXmxwSNJrcet259wSN7sgxa+mRBPg0jJ7irwizFCUMOJirsAvnnMj8HV/5ylf64gg/55xzqg984APFaW9eybrrrltABCs6+OCDqyWWWKJ8gXD55ZevfvSjH/VIWr2vNkGj9zLu9hWMOPzpT39a/frXv+5K1QkaXRFjVtIrCWAazFOYBlOUyXzmadj4MoCJNEzDscl9/Rhy6zOza665ZvX888+XkV5mrbvH66+/vlpsscWq6667rjAjoGbeCfNaZ/DHBoLxdUJAKADDzrzSnUtXxjNHwLqAVC9DgkYvpdvdujHx73//+9XWW29d/hd8fYcffnj1wgsvjOtCCRrjEl8W7rUEMA2r3HJ8YxKUIkXqnC+DYo5ht5YZsYzIRIMGxY1Z7LjjjtXMmTPLB6NCLiYbSnPPwu23315YBzNWZ/jhD39YrbPOOuXPvcoqq1Srr756dfbZZ5cvERpy7I9vtJhn9uffbrvtqo022qjCXA499NAyVBe4+p46gOpVSNDolWS7U6//g8U9jzzyyGqTTTapDjjggOonP/lJYRn8g4Z0b7bZZuVb9HfffXdh72O9coLGWCWW+SdUAjo6RegjS96uAQTGATS8cXs7p0gdG6pqyO1EgwY/BTbxoQ99qFpjjTWqhRdeuNwHBuTzs9tuu21ZN4vggOBHP/rR1yn26dOnV/PMM081derU6pZbbplVH6ZyySWXVO973/uqiy66qLAV1wIslIHRYvPOO2+1//77Fz8KFrPeeuv1jHEkaExo9x/TxfwXDjzwwGqDDTYo4OA/M1zw8vGDH/yg+tKXvlTmNT311FPDZRsxLkFjRNEMZgLzxGQKQMObNmUlsMsCCOaomLPBv8FUZfMGPtGg4Z6OP/746rbbbivmpWuvvbYAyBlnnFFAAwOJwNy27LLLFrNVxNnzifB7hKPcH3qLLbYoWTyfwQDeEoGmj1Idc8wxJe3KK68s5TjhhaOPPrrkJaNehASNXki1O3Ued9xx1W677VZeotQIHLyM6BOXX355+X90XokuOfPMMwuL7Yyf03GCxpwkNCDplgafNm1atfnmm1d77713eWMdkFvr6W0E06CsAAVWwURl+9WvflUAhC0//Bo77bTThIPGUAH4M3rb8wf2JUFtFmDPJPCRj3yksITOcv7cK664YhlaLN4IMCxF8AZprsqJJ55YQBPL+N73vlfSKAMmKr4UAZgYOEAevQgJGr2Q6vjr9L/QZx566KFSme/LMIuuvPLKJR77ZSrF0juDFxKmTwx4tCFBY7SS6kM+yoIJwtfoKJ5TTz21jILwVupteocddqiuueaaYqrpw+1NyCW9QVOSr776arG/cu5hGPwI3vCDYThmz+3H5175JzADACcAeGxCe5177rnVxz72seq5554raZQ6pmBZlM4ANMRzoAvaFwAKWAMgGA40Lrvssmq55ZYrdmx5vVUmaBSxTaof5qbdd9+9mHA9OAbBx+Vlgq/v/PPPrxZaaKEy9HuoYDjLfYdmtCFBY7SSmsB8FCFlwNTC6Xn11VeXt+zOWwAohm6yaVNYTCG9Mkl0Xneijylib0vecPksgIVjb0ye1zBcNJzM+Dz68blXAGDkFN8Lx+Nqq61WTZkypfhh3Bs/B2c+5sEExYwwNHz3u9+tFllkkQKO0r7whS+UdnWMNQCGI444ojz7kksuWQBE2gUXXFBMYWGXNrxXXuDai5BMoxdSHV+dWLd+f8UVV8yqSJ+MFxWRN998c/GTDR2AIe2ZZ56pttlmm/LNmlkVzOYgQWM2wulX0oUXXlittdZa1R133FFuIUCEsgEm3rQ7A4VhRMSxxx47a5ROZ3qTj4HGqquuWpSlNyZgGUNLySGWEwEegsl94QuYyOf2J2U+NKTWaCYfjYqAeQATzOG8884b1klt8p/2DbPSjBkzqosvvrhUof1POeWU0h88J8bBzCXwkWh3Q5GFW2+9teQd2kdKYhd+EjS6IMQuV3H//fcXpT/SS6MXCKPxWCvif9J5C0b2YRoYx2hCgsZopDSBeShE7MGfX3DOkWrEzBe/+MXyNrrPPvu8TvEwz2y66aazzBsTeMs9vRRbq7d4NluKMUZK8W84xziYpcgJoDT5y309FWSXKk/Q6JIgZ1MNEPDywdeAAYy0GZUnzQsmS8NwwcvM+uuvX1iwl5eRAibihSteWkbKJz5BY3bS6UMaHwZ7dkzuMtxy8cUXn2WLvOGGG4ovw9IZQwNHF9tlmwLQ8JYUTm+OOwARZirUHGgE4/A9jX4sI9Immc/uWRI0Zied8afp30xNmKUXRyPyZrcZqcfKQC8MDcxO/FsGUfjy5ewCa4WXUw70OYUEjTlJaALTmV8OOuig4sRyWTZ8b84m6VgGgFP1rrvuKgpzuOWzvaFQmAE4E3jrPbtUmKdidBBTDRoONJhgsI1gGdhHP3waPXv4Aaw4QaO3jfLyyy+XSZsx2m40V+ME//a3vz1rLpAyBlQAC74xVog5hdNPP73M8RjNdRM05iTNCUzX0BtvvPGs0VCUP/rJQcoe6Y3CBLKTTjpp1hDOztvzxm1EVfhCOtOaesxmz4nsDYj5iXkKy8IwUGmOZiYqaQDF6KlkGr1r7QSN3slWzebdMD+PJfCfGTTz5JNPlmIUPx/FXHPNVQZhGLrN1MXsPdwSIv470jCa0YQEjdFIaYLynHbaaWWETFwOaGAZJrfF7E6TyJZaaqky4iHyde6N27cOUlsC85TRRya1YRixJxsgS4lhaNZhAiKevamggT1iVr0a+dSNPpGg0Q0pjlwHE7Nh9GMNhx122KxReUCDZcLQfKPyvvOd75QXTWwi9Ehn/VYg8MVL/6HRhASN0UhpgvJgGTEqxiWNarAAn7eACJSoYZvhKI/42DPjYCQxmibim7rHNNhlzZRmjrJhGd6OMAzMA4AwUQXTmOgZ4d2SLfOaiZvDDYvs1jXGW0+CxnglOHJ5/owNN9zwdXN4Ri7x/1MeeOCBYmUYjSnq/5f6Px3DJG6e0GhDgsZoJTUB+bwteBvoDN4WjP9/+umni8P3qKOOKkyjcwx2Z36jILw1xAJ5nWlNPA7QwDAAhOcCGBzfAIRJzjBCAAI0mjx6Knwy3hIHNSRo9K5l7rzzzuKT04/rBCOuDJwZSzBp1uoFY2G3CRpjkXCP8xrtgCV444hAORpaZ4axhegWXXTR6uSTTx72O9JoqVmhV111VRRv/B5oxOdegYPOzUxlwy6YqGIEFbk1+RvhQEP7GewwqCFBo3ct46XRTO664cc//nHxiXrxnJOlwcsWPcGUa97PWEKCxlik1eO83qIpDc6wzkBBWuGUA5yTe7iRU/IDHQ5zSrQtAWhYrA9YGDFFFvbYhr2huJ7XxqfhbaupPo0Ejbb02rE/BxOrl8Pxskxm67322qusJAGEYtRh3JGXUKDCMc7/Z0WBzpfUyDe7fYLG7KTTh7Qbb7yxjISoc2mmK0sjq0PnaEMI8xRWYaKSNySdHHhgHs5jGRGgYfSUpVeaGBI0mthq3blna6xR4pjceIOBIf43XjJZLphszefwjQ0+E0vNePn00lUnJGjUkVoPy7DdGzb78MMPj+kqbPpmjPvIj05iPSqjsWLJ7DFVNkCZdX7fiMA0YngtVmHYLR8H+y8qDkAASZMn9yVoDFDHm+BbOeuss8q3VEayItS9HS+P/BwG1JgwyIehn40nJGiMR3o9KmuYnDeEodRypMvpGBbDs75RdAhjtp17695vv/3KjFFvIE0LQMM3twEDsDAmHVgASY5wz24YIdMe0DDSLM1TvWvl9Gl0X7b6rnkV1iVrQkjQGMBWoggtcU35GbdtMbvhghFV7JaAwYQgbxFDA0exhcgoUxOALITH1NOUADSsGsuHATRM8sMuHAe7YK6K4bh8Gk0ecpuO8Kb0zO7dp/+odZ9icl73au5NTQkavZFrV2r1rV/jp2PhMt+R9qbHBGWWJxMUymnuxpxYhLdwS6mbB+Db0iYJmvvAATfIAWhYewq7AAzssCi885gZLo7pin/DcgoJGr1r0WQa3ZetmdjWfcI4mhASNBrQShQ+xxUn7zrrrFN8HmaNjmVsdTymN3RzPDjNTSb0bWkjLry1D2IwQ9roqXCCc3Z7bszDBigACBk59saWoNG7lkzQ6K5svewxR3NS9zIEM+/GNRI0uiHFCayDwpwTqxjt7VC28Y1g8xvOPvvs8vY+2vITkQ9omNxoaK0Qk/z8CSx7ACyY8wCIeSocfv34nkY3ZJGO8G5IsVl1YMn8keMdajvSU9MXFjQ0OMYLlc8ED2fGHqn8cPEJGsNJZZLFUVaYC9MVP8rUqVNH7YTvtag6HeHu0zIJaDy/hmMMidmKMxyINHnBwgSNXvemwavfqrbWl6s7C3ykJ7IwoY+BMW0z2V566aVl2K0lQyyCyldqVew6IUGjjtRaWgaDoaSN7zZJ0BuQ73v003FuyDCmARQ4vJlHAAWm4Q8HMPhl+DfEN9k8xVdjyPA999wzsD0szVPdbRp+Sgq8W8FQffM9/H/5O034HRp8O4NVwWRCoGJe11hCgsZYpDWJ8nIsG9/NP8BJZ0Y6JT3RAWisuOKKZUlnoAY4DL9lkgIY3tCYqMK/45OqTTVPAQ2jp+q+AU5E2zAD+mbJcKulTsT123YNgHH11Vd35bH8N3ylz3p1/h+Clykvfg899FDx+XVeyP/GpD8DY8YycitBo1OKefw6CVDU1rRh9jFk9/DDD68efPDB1+XrVUT4NDjC+SwABV9MjJjCOICIPwDGQek2zRHu/g2xpkCsMca/5E/MsT8ogXwB+E033VTWQJs5c+ag3Fpj78NcIzO0O78nP56HufDCC0sf8j8RsJiPfexj1corr1wtueSSZXmR4awGp556ajFJj/baCRqjlVTmK996MOoKeFBsaG100F6Jh7nMR5gABZs/R3hM9PM2hWnExD5sw1tw0yb3+RTnhz/84fLRHB/O+bM/+7OiTAy5HpRg9N7SSy9dLbDAAtWb3vSmooiYMYF4hnoS4PxmTu2GDL0wWUnCKteC/8Yqq6xS/g9GHF533XXVBz/4wWG/1eHFjJ9jtMuqJ2jUa+9JXcqbEceakUpspxY9G22HG6vgdGjf0zDiw5/Lm1J8cAl4YBzYEMBAz9lzm8Y0AN+mm25aQINCZi7wHIMEGuYCzT///LPuEZBTUtogQz0JTJs2rTrjjDO6MhrSsurmboWZVp/iu8BmBN9oWW655Qp4DL1bL12c5aOdkZ6gMVSCeT5qCVDYZqvrcJTecccdV9bM6uYkJUzD2lP8KRzdAIJd3dsTkAggCfbR1LWnyBDLmG+++QqLswQM+Q5KANaWc3GPPjnsDdkE0W68JQ/KM07kffiPcETzN4w38IVZqNQnE4YG7WOJEuzV2nQBIkPzWVmbCXo07ZkfZ67DAAAgAElEQVSgMVR6eV5LAkwsRxxxRDENUYBXXHHFqD8fObsLesMFGkbt6NAAA4AADIoMw0HNgYhzPo0mOsIBLoXMTMW3YfjzoAUMyD2ykRtwwBaeoZ4E+IQAb8w/qlfL/5WyRh3W9+KLL76uGv8JkwdZBPjLRhop5X/l422j+ZZLgsbrxJwR45EAW+r5559fbKmG81lplx+ibsA0mKeAEp8Gh6zNmxqwMLs9zFP8HrG8St3r9ascmVHICy20UAFfjvFBC8yR7nHNNdcs4Gwdswz1JGBVW3MmusHKjb7ik5hTMB8E2xjpmr7DwVw2p5CgMScJZXotCWAFnKcmCuqshxxySPlkrdFOgrcfb0cWa5td8EZmGCFAMHxQh8cyvKGx22IYRhlJQ719YMbijU0L5ma8613vqj7ykY+UEWpj/WznRDzvMcccU0BjjTXWKO1qLbMM9STAZHTuuefWKzyklFFtWILFPCNgHRh3tJH/nf+R/9xwg1f4CS32aR2sOYUEjTlJKNPHJQFKXmfGOPg9rHVlzscyyyxTFNCCCy5YljIZyX4PNCzMKB2Fxi44+4AGkAAYGAhQ8cdQt2HBTQt8MiussEKZyOiNbxDnatxwww3Vn//5n1df+MIXylvyWMb2N609enm/ho8zTXVr2DKm7UXJatYR+P8w/aWWWqr855gWOcLvvvvuyPKaPbOVwRf+Y3MKCRpzklCmd00ClLxRV8aOM3N0btjIcIrSHwvYYBTYizpMPPSnABbibd6UmMbMgrV8QtMCZ+a6665bgMNkykEclWRVZOP911577fKNFkCdYewS8Dbvrb6b83AMtfX5A/+LCNrH97853K3uMNKH3fyPMB/rUo0mJGiMRkqZp6sSsKLnG97whteABgB597vfXRQ+81MEoAFQgII/mTR/DBuabQ8sMBBvSRiNb4w0MTAxcIT7ABcQGbRA/quuumoBNmzIG26GsUmAzJhmDbftZmCq5dfw2YSxBkO7lcWARhMSNEYjpczTVQlcfvnl1Tvf+c7iUN1ggw3KqI63vvWtBUjmnXfe8tElM4/9wSy8hmb7U1i6gpnKsTdxZiomKYABPIwU4ZxtKmjw/3h+I5MGNWAZ2q7bSm9Qn7fb9+Wlx9DWbgy1HXpv1pMyVHusgVnL1z1HGxI0RiupzNc1CfBzGPVkWK43Vt8IYYIyk9ssVgDCdm50Cdptsl44vQEEMAl/huMwWwEN6+5Qvk0MFpczT+OEE04Y2Ns3H2CeeeapLr744oG9x0G+MaMAfcdG/+12YI7i7LYUekzym901/G/8v/z3RjJdDVc+QWM4qWTchEqAmYnCtHaO+QnexPyxmKz+9E//tDCRRx55pIyQMl/DPA2gY2Y69sEh6xi9Pvjgg2fr0zBKCRsxi33QNoAHNAyLJIvO+zMk17nRZsxwFMREb67LGY5pAA0g3XkPFJXh0IA8w/ASMDzWPKZehVtuuaWMkLLMDzOYORxDg5GG+pr/mRey0c4Ej3oSNEISuR8YCTA58WVcdtllZaarIZ7mCDDb2NhfDR3kTDTig+PYZk0s+SywOFLgEHzHO95RhrdS0IO08em8//3vL8t1DL0vw3HFMdV5Bs890Zvr8ru8973vLX4mEyk778EcGaDNsZpheAkY5XTVVVcNnzjGWH4vDDw2fj/BubWmsHj/FR9g8nVOK90aJCLOBFJmYmxjrCFBY6wSy/wTLgHswjo6JvpZi8q4dPuh5+IMxR1uHHrcNF8IluINbBA3PpzZ3Zdn99z92sgYswPqQ+/B7P2nn356IJ340f793FPQ3VrV1oRZw3bXWmutslaZIbWxMTd5gTJU3ZBbS4gY9cb8i31op/GwwQSNfvaivHZKICUwaSRgiQ6KHhMYb8BWrOjMVOtFabjNyxaToSHpltthSuxGSNDohhSzjpRASiAlMAcJmHTarVVtv/Od71SGrvcjJGj0Q+p5zZRASmBSSYCfhy/BEubdCHxHo1knqhvXGlpHgsZQieR5SiAlkBLosgT45IxoYkYab+Dw5lDn7O5HSNDoh9TzmimBlMCkksD06dPLvKPZDdIYrUAMM/fdGA7tfoQEjX5IPa+ZEkgJTLgErBpgPpChp51L1fT6RgCFGdfdXNWWQ308nxwYzzMnaIxHelk2JZASGEgJGDlktJKJnOz/hqD6Dsjiiy9evnPu+IEHHpiQe8cMurmqrXlI5ih1g7XUEUBjQMNEFjNQzTiNlU3jOPbi49i+8zjS6sZF+c79SMed14j76IxTrrNs5OmM6zyOskPjIn7ofmg+50PjxlPGzGAT8CZ7iD4Z8u2UcedxyLozLo6lRXrsI61z33k8Ur6Ij/3QMhE/dD80n/M5xc0p3TWGXqfzvPO47vU6r2H5fWsomU3/iU98olp66aXLRMk3vvGNr1sY0+dqpfvQVdQxdB/3NLt952z4kY4NeTWJzmTUbk16tFK0iZX9Co0BDd+i1hnMmDVRZYkllqgWWWSR8tGaxRZbrLxBiFt00UVLujibOJs3DFvkVVY98keeqE+czQdxIl/UHXHqUl59sY/rxTXkUU/sh7telJUn6jYhx/XU89GPfvQ1zxH3I23o9eJaw11P3MILLzxLXupXtzJxvXhm+eR3b0OvJ27++ecvX5frV6cdlOsydfhGwQc/+MEiL3IkOzKK9tOm5Oo85BnH0V5D2zHaTz7yt7dF+0R9c7qedOVjrw51j3Q996du+7iHuP94pqhPXerprFtc3G9cY7jrSbN1Xm/o83Vezz1EmfiPSBcX9/uBD3ygevvb317NPffcBSSAheVOrGH2vve9r3zXXDu97W1vqz7+8Y9XW221VVmt11yHWGnA3hu8LVYZiD2lH5tZ8bFhMLFZgjw2I6Ucu44JfVY36EYwKc9Kzobc9is0BjR8XMfbweqrr16+O2CROytuxt6xNLTTZumJOJZmizj7z33uc7POzaqcMmVK2eRzrmzUbR+bbx5EvfLJv95665UyUS6u7zq+b+1zpY4jPa4V5/ZRv/pcI65tFVjnnfcvf5SNe7H/zGc+U64TzxlprufYvajHufotbuaDOp3XdiyvOuI+o7w45SlGS0pM9uCraL4Noi+RW7STtiEzshIfxyF78o02jr4RbRVtS9Y2bdbZDnGNzuspG9fovJ5+6dx13aP/hzrjWs6jH0mPeqKMOuPYdSOvOOfRd9QfmzxD/1txvdjHc8Wzxr2rQ902fdO5PPHMkR754/8uv496ibdml2+qeBP3fQnrPDk2O9q3zfVddZMrPwOGMnSFALPybb5+F5tviZhI17lZfDC2V199tdSlvtish+a4m99GMXLKVzB/+MMf9u3v1xjQsECaNwQd1fcVYsq8he1szu39UShaHcMWx9IhvvI2aTqjvXP5pEe9jsVFva4Z17KXFnU7N3U/6ui8blwn/mSRpv7Yopx64npx7Lo+Ch/PHPca9cQ9OLf5Y8UzSotNvZE3ntM1fLvBFs8tziZPXCPu07k0b3sWFpzswXo+K620UulzITd7bRWy64x3HLLURvqMuGgzZaJctJV8+k6U6+wfnXUrJ4+4zjzRb8VFH/QfiWt1Xi/+D64d/SH26o0+Lt21om9GnthLi2sNvU6cRx91Lr+yQ++fqcl1I10e5/FfEO9ZnPvq4dCFAL2VW+DRIpVMOsDk2GOPrXy2FsBcf/31jevCzGX8I5Zw6VdoFGh4m4gOHR3JeXQixzpVdH4dsxNEpOuk8aeJP2TkU6c8nXVHXFzHPjqvupyrTz5/qoizV2/s3ZM3InkjPupWn3rEx58nrhHX9QeKuM46lImycS1KSB7XlGaTpry9La5Ndu47FFhcjxyjbvnFRxlv10P/oP3qwP28LqZBWZF3KDd7craRV7RpnEcbRJtE31WH9tJuIW9lHYuzKTO0vs7ryWuLONeP47i+PqiO2Msf13HceQ/KuGbUob7OPi5dWrx0SI9NOXXZ1N95jTiO+DhXVjkycax+37mO+LifkJm8sa244oplHsRolujgf8AARpO3n/1ruGtz8JM38OhXaAxoXHLJJYVp+HPpNDprdKzYi9OJdK74M0THdC4t9tFR7aNj26srOqnrRKcUp2zndaUrL0/8qTVo1N15D/HHdw3H0mzxR4hnEBfH9q5h77ootvxDny/qsndtWygF14tnEB9lO6/tGsFmXCeu0fl87kE9lAY7djKNqqwcys/mrZVsom/YxzG5kXVnOvk6j3YLmWuzof2js02jLbXj0L4RdUa90YbRd5w7tsU17OMe1BnX0j+d28dzKO9Y/fqAeuS3l6bfSxcX14r64nrOh25xLfHyRVl1xbWj38sT15Wmf4pTZvnlly8m0yYCwViUPz+a5+5naBRoeKsLxaejEJ69jmwfHc1xxEfn17kin70t4uyj80bHVV4HjY7r2Kac68a1Il28svL4U0X96h66uRYFIY9Nmbhn9UXZzutEOsYRz62c57PFNaJsPJNrua+4jn08mzyOxalT3e49nk1a3E/co3S+JcsuT/YQ5qmQL3lG25Cd45BbtEvIXry4iCdnadqrs80iXd2OpUW5uIZ953Gku0a0ZdyXOFv0G/1Q3TZxcb3oU67XWVZ9ykec/HEewBHXsI+6ySjuPeLiPuPcXr54npCJPeBwzbieuuVzTXsDEji1Y3nwtvZNH03q58gpcm0UaHib0LF0Ep0nOld0TnHR0aQ5lt8fIN68o9N1dtT4A8WfNTpudEx1OR7uOnG9qBcTko9ydQ3xUX/ci71rySstysY17MXJ5ziu4dgfJ/6c8XzyuWd1xTXimvFMQ0EqrmEf9xB1Yx0h21AO8sX1maesxz/Zg+8x87Npx2ivaLOQX/RD+2gfcnRuL7+y2iniHGuvToUuX2fbxrkysekPscW1ok7xnUo3rikfphT5Y995rc57i/rs9fG4tnKuoW9GX3GN2KSTk7o6rxHPEXvpnf8/darDHnDYu6Y6Il5/5VuyTIcvO7Y5nHXWWX0dOUW2cwQNdluOF2udMEn0Y9t3333LH8ZnQOMjNYbRGULngzAR9573vKfESTMsVLw4e/nEL7DAAiUt9hEXe/miTntD+dQl3bH6lLVJj3twHteT13FnneqIejr3nfU5dg3l5FGHD/OI67xe1Bv3E3v3E/niGlFXXCfyyBfXE2eLejxT1LPggguWNOchRx8DAuDapZ/9oh99Ma7p2SkrH3TqlHHIKOQV7Rft0ZkebSBOHTZtEG2kfaJu+2gTddk62895Z/vJH20a9cW1O6+nTvcY9xd1d14v7kE90d+Hu5776ewvcb+d11NH1B31xrVDHnEPQ68X17ZXNtIdewYDNLzM9KpPYtdGDV577bV9wyUTFa+88sq+XX+OoAG1OTx9+em2226rbrzxxr5sN910Uxnp4MPpJ510UhmnbKyy0RA+KnLqqaeWzbE4aTbxQ/cRF/FDz4fGD62v83ryjpQuLeoabj80Lu4j9pE+p+tFPvvOLeqJfdQT+SM+9hFv75kifujzRT7f9/ZC0a8+0e/r6pM2b34nn3zyLHmF3EJOnXKPuNhH3s5953FnWfGdaeqQHu3TmR5xcZ3YDy0vPuoZmtZZX6TJG3XXTe8sF/cV+7hO7Ider/Pa0jrT6QXKtJd9Ut2Gu/pE6kiBT8UQ22effbYnzmrzP3z6uJ9htkyDAA466KDSEP28ybx2SiAlkBIYBAlYJJAZTPjtb39bvmDIz+Cb2wDF1/GYynzbfrXVVuvqsF4v8UxyRlD1M8wRNNAhb1QZUgIpgZTAZJYApX3BBReUgSDA4dOf/nS10EILVfPMM8/rliqZa665yihDZsyxflpVfkvU/PGPfyyb5Uec+8yuGeaWPBlrUNdPfvKTrqyMOyrQYArIkBJICaQEJrMELBBohjpAsPGxGhRiNCE/35ve9KYSZ6mSN7/5zcX/wcFvoIHBAVjC0AEGnQMDpHduMWCC898gBis+MNGNZaHC3/zmN2WWPJCzJIqlTXbeeediPbKGXJ2QoFFHalkmJZASmJQSsPig5Uv4Uwx9pdiBgkmI1q6yDpVRYssuu2xJMwwYQ7D8iKVIYjmSV199tercYumR2FuCJDaz2h37gNNoRocBFWa0E088sYCNb2/cfffdFZCwgKKPN1lHC5D4zoelUsYSZgsav//976upU6dWd9xxx1jqzLwpgZRASqCVEpg5c2a1yy67vObZfve731W+zGdZEkzAwCHrXgGXE0444TV5e33yhz/8oZo2bVoZnmwPrEYKDz74YBltZui0tf1GG2YLGm4AUtr4NSBUPzaNcdVVV1Wnn356dfzxxxcEhaIaxGqPjm2OxcX50PQoE+mx7ywTccPth9Y30vXkizpjr77O+DiP60jrfJZI74yb3fXkH5reWXccD90Pvb85XU95bfCDH/ygjJzqR38YhGvqk9dcc03pk53t+v/au9Ogy6rqbuDkTYwmVllORFGZQQYBmUcZFERM/JTEpCpxwgExoFUozjOoiVqJogzOfEklFirBISoIMk8GB9DgEBQ1aqVSZWKGytf71m+3/9unbz+96e6nn9vn3l6r6txz7p7POvuctde4h88x18Fxnk9wPJsPtymbc56X/8O04XXKOKePpCk37E/6sG6uc07Z2XZWau+B+hvWmb1Of0l3TlrOScuY/J8dV8pmTn7uc59rH++1mCPafv3rX998UTbnA/uzn/1sgqDME/gOEYFtyQZN9i1nPn7vvfdu1lC7REMLLAPYJrMMwHVsj+OCCy5ojkRkiOSFD3/4w9sh9LEj/53ZzQuHnPTZ65RNXfnS8n/YRsomX9srpa3UR/pXZ9h2rod1Ztsc9jdsR53Z9jJ+dXLt/KhHPWrFfod9Da/1s9L9DcvI167w02L9vPWtb92u82J7zMX06d7//M//vM1HljLB08Me9rCGI89AqO48vzz3PD/lXeeZyc91zqmTtvNfftqRps9hmeSlneQ5J23Y3zB/dt7IUzZl9DX8n+ucc0/+O1bqTx9pL/VyTrp2XOdekp5yw3Tt/cZv/EbzHfJRf8tb3tL9Tsl/oDJ5zrNnfjrbM8LsA33VcTg9PxJRDDhgfv3rX9+gKfhAgDcHHpBoaATHQVTFBHd7HEIDfPzjH2/OO8zYhFamkKJEIj90zXtW6OX8d+Y1St4YL1PXqHDq8zxNXXmunYV2TrpzQjqnD2W0P+wv3rvK61efrofjUSZpysiTJkyztjKu9DnsQ5/KpZ6xu5f0J18b+nWtXUo1+cpKS9/D/lIv92IMuVZeG8bhSN8c+5gdbo+5MKY+vZwUoccff3zDGXzlOfJahjPKS8/CAdd5ZvI8F/gOXqXJV05e2tKuI89QW8qqm+dnziZN3WF/2lE/cyPPNOMZtqMNcvrUyVlZ5Rzmj/YyxmF/+lVHWvpzT9rVRu7VWTntycs9pj//8x5mfOlPXW3J17Y+eebzYRCMcDhHbBbGcmgIrJOkOfu2DMv3rn0DfQvHCjgFHAMcrAQ///nPJ8cee2xT0uMuhnDzzTe3fUQ2h0PZLKIxbHx7XQttLL6MCWaSmJAmN6uChEdIyAEvhZdWPnldyiT8hjRlHMo4Uj7p+nCtTZPU5ByWH9aRp75+hv25Tvs5px//jcd/7Xoh9OO+0o92lct/19KMKYc+XOt72EfScs/pN23pR1v6lOYY9ic9dbSRexHKweZNTAl3dCAKELDQnPT84M+RZyiWl//y4NczgdPMR9fSPDfn5OeZ5nl7FrPPKWWH6eZs6sjXjz6052wsw7ThdeaA9qRn7JkX6uba/SknTT/6VMfhWjlnfWb+5Z4yHmXV1UaO4RjS1xCv0nLfuSdjMVZEg8J3JfCxp3T2YSTmtqIm6qaUXiZ429ve1hxNVzLxpUDnc4fQ2vDq+uuv3+DWmfTafIpY74FgYYgGGbrQ6F5Qk2z4oppImYCZsMOJaKI6MuGG5ZXLC6BurtOHs7ohVMlXNocXJB8KL8OwP33JTz+pk3NeNPleEO3oy/8cyrpOO66l+Z97yv0lL+Vzr8qmHXmO9Dd8Md1f7jFn9YYvfwUsXPdafelLX2ofK6tiuBrOEc8RjuFNHhw755llXnhueTY5Z/7471BPeznyP3XTl/SMQVrynfXnOebQbtJcK6O+MWtDng9zxq09+Tn8T5462s14naU50rb2zHXlXOcY9ps+1HOd//pJf2lTu3DrrE3iUqIZntg+iJztXvva1zYTU5yKyMxEWjGXJVIkXtyeIcYf6OO8Jfm4Cz4crKZWAlHCmdsmWvgsp6EOj3qE94G2cl4YouFmcRrYVxPH5J0lHCagvLwYzso5yzPBhh911ymflyF1hn2kvpfJIS/58nJoQ7p2vRTpLxPb2eRX3rWyrpV19t8L4pjtR54j9VLXWf3h/aVsyhjPcAwZp/y8kOkveBi2kfJYXx8Sz6ECFq4LjW6F66MEX/AEn8FXzvA/m+d5Sc/zz9zNc/Lfc9Wu69QffkxdZ57pdziGfGTV1Wbam517GUPKqKcd75a2fZhzT8Yg3znjyfxRx5HxpF/l0rY0/SmXa3nqpO20r4zr4aEvR+5BXXNSW8QuDjshik1FxxECsdKZYx7z2EsuuaTpbRk2LOohxBOLLTsRzoriEAM7EyKQwo8gqsyBb7311o1oC2Lh/Z7Vd8wWXBiigdMgFiHLzKRxzoQ2gdywCWgSZfLmpVDWCyBPOYfrrFZcK+PIdSa7CZ16rk3oTHbp+kp7w/8r9Wc8eZHUS3/qa9Mh3+He/FcmfbrOPebl06d2h/0N2874lMm40666uafZ/uTpL2X1Z7XiOQgKt6ODWETZuS84zLNyDu7g0QGPKee/5+Kj5+zZmAPq+J8j8yJtqJ8jfagrX7qzdB9bz8szlZ/2MkfyX9mMQV39Za45K88HIWnuwZF+Mgb52pSuTvrMPSVdGfnpn2jJ9fAetJV29eX/8HCf0tOfDyJdJ26CjkngQsQcUbCXNxxY6CQgosCOZ599drMK5a9AeY4rWdSDkRK92oUXXrjRK/k///M/DQeeIS4EB2bLWzHT/vM//3Oj8srNiq5mCy0M0bD3r8lgNUERZ0VBPufahHH23wqJuMB/BCb7CFsNqmNFjVtxuJavjvy05yxdGw71PBRKTXm51q//8h3asILJtXGkP9f60Z5r9RzG4ZzxOutbX9rRnvyMR3nX+ko7/iddf/L8j7JQvmvpzvpwLT1t68u1/jIG57SbPtXzYib+zuyE2pH+M0P3oTruuOMaPj0zB7zBJ5wF18G3szTlMj8zZ+V5fvIdnm+eXdryPDLHPK8cKatfdZXPM3VWTz/S05/rjMdYtKFuxpX7STnz3pyX7qxdY8kBD+lXG2knZ+UzP6VlzD7qmWfScn/G4v6c9am+I/fsrLy2iKd4PJPdk+nbu5v48OKLL25BV+WxAuWQJ+CgPhFWTnPLADZnQiA5Bw6B8hvhthcRvPqG8lyni7vzzjuHRSd33HFHWxQ+kKf4whAN1I9Ow+RgveOca6s9LBdEQI4N5F0r59qqw7U05aSpY/VhoqujjGt9KJc2mfgJCcDU0MHk93d+53eaKSFTP2bADmGhyUyZWfrvTOGkP4ROm/rz4hmL/jIeZ/+NQ1nlcn+5lpdy8lzn/uTlXpyH96c/Y8j95f79T/30IS3X6c9Zf/ChvPExf3znO9+5wYTbEf9g4+EsR3AFT/CV9DzLpOW/uZb5Jw1uM1/yTDNf1PXMPZ/MkfTnnPxcD8+5zvPL+NKfuvpXLuPRj3nuEHbce2BOe/YxmX3Qgx7U5rx874Z5H/NjxFSb2kt/xp97hhv95V7kDe8PHjJuYzFGYif6NNfSUl5ZIijmsSspgTM3+U3cdtttExGa7RPOG3qZNm3iT/e3f/u3ud12Jq4S4DCe6CQ2e+yxRwstMqu7EPodTh4IFoZouHk3zvMSVc1xzz33bHQtLenD86autZW8tEv2Z0N61Bkra0N6csBbbrmlrVSsUlhjmIQoOVZZPgUTVhoLKKz8N77xjda29meP2X5nxzDMT91h2vB6pfzNTZttx//ZtIwN/l1vTdC0B5qMi5YvXIMQDJmTwdEs7vI/+c7DY5if9F6avOQPz8Pr2XZWqqNM6qR80lgYWZEjWlbnvIfNdabvFgxWqbyIfbyFJScvv+yyyxoXintRxjuU9obtb+o6Y1lprNKIV3hkazdl4R4HgWh84hOfWLQptE3HS7chrhRrsU2B54RQe5ZDwJkxWd4cB7+FIRrDG5zXNeR7cX71q19t0CVbbgTBywJ8QG1U5aUBYsRgfymmCgoDi4gBpqm8r32UiXYoiQHxh4+LBRWg12G1893vfrf9Z7KJaFjNzwvEfEI0yOt3ZBANl35qVuw0xAnxHYux2RhW9mah2+lxammniEYwscKZGRu5aey5//u//7uxdZRL5H7smtlGA7JDAcCEM4B4IZR5Wc4+nBW6qaTCwOgwQMwhdhGwusc985UCgt/htHkXAwTFf+UA0Q+OZB5AmUtOT4xm86YtiQA7j/HNuw+Ek5hpS8D37HnPe17baG9z6hXR6GAJkdh7772b8xCigABwaiM7xIUgHFZhebnITF0rx+b5He94x6g9SDu3Xlk7OAaYuFt5Wr0CIiWEQ5RXQLwxJBw4DBZN0n285yUqwtXTrdChECHv6GJTG0OxVEM4HmiHPwSWMQcLNtaQm6vfKaLRXoGVf0xAD4CYiWkeF3uIDuEQUkBAMnkhHGnp8ssvn4iZNeawAxlrnQsDsxgIp4F7CKGgR0AY/v7v/74Vp99j/io+HUA4EBarVtaO8wAGMkRTjD/OOeecpbGGWg3u7rvvvuZ/QvJBGiLQ4tC81nfM9wmxELHXAkHI9M2FIhodTKHadBooMMUgH4V4kCIcFHC4CoQjHEdkgpyGEJsiGh0EV9ZoMYBo0Nn9+Mc/bjoL8xkw7LCQCuG44YYbWlTpzHuEA3e+OVY42+Lm6RERDZsV6NEAACAASURBVMpduhR7VxSsw4ANmIgOKcd9x/hm+I7xk+Gcy5BnSEw2F29FNDqYQiDYh8eigKw2QdG8JCJeElXhSOg/cBy4C+Clo+9YRp2Giba99ynuPLa5ZTGQIJLMB3NuHc+hI5yC+eze7MnA+c5HB9x1112Noxgqu4fmmxZUH/vYx+YwykkzSEE0mLcz530gx7S5DGqEnRBVEVkRmbOUWg0U0ehgj05jn332aea0VlyAKSGOAxUn77WDF3YQIBwcbMh0sXxkrMvIabCYWcn7tCFhB/qx57KFxEqhGxYdDZTe/CLMZeBDg3CEgyC2IpqiuwOICzEW5biNiOal0+CoiGg85CEPaT4hGU8bVP2sCQaKaHTQioPworCCEqoghAM3gTgQXwEfjXAUlOPMb/l3YAWjSOx0s3BZVpibiii6cDezigFTIlq9LeMzRgBw0aIaWxgB5rbehxAEHAcdB/NcwAyXToOsfEt2gmuVt+KH2JgCHNFw8AxHsJbxeWwFetasShGNDmqj00AQ2DGLyxKxDDaPwi8KJASFuRsCQmwhdg6dxzKuQm1CQzS3owOOi95qGT9SxKuIhf2pLZjsmgcEv3PNVwnwCTDXs8Kn48Cdf/jDH275a/nDyQ83xHpK1AY+CghdxraWfe/IbRfR6Dx9Og1hEKyoAFYd4fAiAYQDx0FUZdXDc5bpGlbdanxZdRpFNNrjb45ty0o06DQoTFkLWiiZ95z9AnQYIZYIBw4jO8bhzOeh0/Ae8tHYbbfdGpfByU/okSzkMtY6b1sMFNHo4JNOY999923e3cJFAGx7iIj/EVWZqFY4zP7I+5m0/dVf/dVS6jSKaKybNMvMadBpiFEkgqpFEE6a2Olv/uZv1t38ZNIsqGJFJQ4XUZXFksWV+T8PIAFALIjNmJfigOe9L/c87nNMfRTR6DwNnAaWl27CCxMrKiInzn1eJoCjYHJLn2EFhtsQrA3RyGqs083CZRXRWPfIlploWBzhonyQYxHIUoyOI4SDeEjMtXh/M8clqsJ1zEOn4SnYcY6uhb8BTmcZ37exfSCKaHSeCJ2Gl4ROA7stMGE4jl/84hfNoS/Kcc59CIdVDpYeO186jQ5ylyBrmYkGnQbiIBKC66zeeWCb24m7ZiFllR9xlKCClNMxz53HYzY2Zr4rbSw0j/53tD6KaHSeOOspTkOx/abotrKKnbOXitOMFwuE4yDW4uSUkCKdLhYyqziNdY9tmYkGToFJbYgF7jrm4xZKsxwHhz/x1gBdX7iPeUxwEgFWbJTwBWuPgSIaHRwTNyEaCZOgKDt1K6tE9UQ4rLyswMBb3/rWtvUiWSuxVl60TjcLl1VEY90jW2aiQVfBCorncGISMalNQM6f/vSnTXTLxBV4HyjOLaxYV81Lp6HvIhrr5uO8fotodDBNuU2XwWlvuNK69NJLm6gq0W+9JOK8IBxEWRwA7W7nvIwy1iIa6ybNshONN7zhDW0BRLlMV+d9sGOjQIZADCMLpjgAcnL9/Oc/33QgRTQ6H5YFzyqi0XmAXhJ6DEpvL409hLOPAJmtvIiqyHhZbwgzjMDYuIkJrutlgyIa657oMhMNO7zhlM19+gJzGdfs/1lnnTVBUABzXKKq6DikEcvGAXAdptb2tziNtcXvbOtFNGYxMvhPPGWrys985jMt1SqKnDchhzkwEVVln2HRJPlsAM5OrE5KPDVA6JJdLjPRSGh0ix7cMjEVww6iKrHHWFXZXpX1kvmPIw/HgfMuncaSTfbB7RTRGCBj9pJC2/7DT3va0yZf+cpXWrbQEfYRiKUGjgPhiKgqbXCOEpeoiEYwsnznZSYa/C3EWBMuhnjWPLZb5Ste8Yp2zUiEYysRLEA4iGhxJ44STy3ffM8dFdEIJlY4e1lYR1155ZUtHLSPBBBumC16RFXCRlMCxhzXvgMIDc/YEk+tgNglSVpmokERjpNg2EHsikjQ1yEcDhwGjuOaa66ZLozoOBAO+4rPy0/DVCrx1HxfqCIaHXzz06C34HfBnA+hGG5xiVBENIVwRMfhhfJiWaUV0eggeMGzlplo8M0QpZkDK4spXAfz25XmNmKS4J2MQVgc2udiXlBEY16YXtdPEY0Ovq2kDjrooCmrjXDQaVx77bWt1u233972U0BUQDgOykFirNJpdJC7BFnLTDQowp/ylKdMOLEC0Q3sJYM4CJdjQeSgGAec+3DW3gVK8dJpNLQs5U8Rjc5jtbI64ogj2o5gRFIA4aDTuO6666Y1ibHiBIVw2LxG/CkB3kqnMUXT0l0sM9EgnrKpUQJyenj0F6wCzWn6PopxCnJEhGhKKI83vvGNjUOJo988HnpxGvPA8vo+imisx8VGV0xuyWhxFjzBE/7ZfxzH1Vdf3eoQUbFft2cyoBzff//9m4d4iac2QuvSJCw70UAkhpGcPTjcdRZCzNBDOORZOCXS7Lz2CNdvEY35vlJFNDr4xoojFj78ItvSYYitA1hT0XFQBAIb0SAkXirwute9rnQaDRPL+7PMRIN4KoEKccz21Ijegp5D6BzEA+HgwyGMh/fEB/ypT33qXGNPFdGY7ztWRKODbzqNJz3pSVOlnuBsIn0GiKgQisSmIsIiurJRjdAjRFRZlaXOMpzLuW/dU1x2omFvCpFsATPaP/uzP5vqOJjk2vCImIrvBo5DdGdERGiR0mksw5u+8j0U0VgZLy0Vu33MMcdMnv70p7dInylqZSP2DrBP9DOf+cwNCAcPWasvCsEiGsHa8p2XmWggCieccEITN4lyAFhRIRwWToiDcCK8w70nUY7z48ChlHhq+eZ77qiIRjCxwjk6jZtvvrmJpvIiIBp0GPEUJ6rCccQBkOe4VRob91hWrdD8wiYVp7Hu0S0z0eARTqdhcyUEIsCKiqhK5APmt8KJIBwJtcOiisVhKcKDseU7F9HoPFNEg7c3bkEUT/qNvAyU3jacyRaX/DcQjlhVCWrIBJEN+7JBEY11T3SZiQbnPJZQAdyFsDogoiqLJ2B3vxe/+MVNn0GkS9c3jz3CW+elCA8a5nYuotFBNaJhC0smtYCuAuGIt+sdd9zRXpCY47KmQjiszvhpsDwp8VQHwQuetcxEgyKcPs8cB+Y2DiObjiWyc2KtITAXXXRRcwakOC+dxoJP7s7wi2h0kBNOg0ktggFwHAiJlwqwpkIoBCsEXi7B29iz22ujiEZDy1L+LDPRYF5+6qmntkWSbVwBL2/bHyeyM8IR5TjLKd7g9B84kYpyu5RTvt1UEY3Os0U0EABnJrQUgUBwQjuVDTkOL08ICzNc+2nYY7n8NDoIXvCsZSYadBoMOYQTER6HyTlAOJieh3B4J3AgnPsASyqh1Oe53WuZ3DbUz+2niEYH1YgFE1riKTJdhCE7lTG/Heo42LCT5waw6PbfqE2YgpHlOy8z0bAgslACLKno7775zW+2/wgCwsEcl89GOI74cTDFLZ3G8s333FERjWBihfOvfvWryd57791WTrLFlBL1luwWiGaLcERU5QXCohNZUZCXTmMFpC5R0jITDXPadq8x7CCuQjjuvvvu9gQRDgENAxZJYlOZ/xZWJZ4KZpbvXESj80xxDkKcE1HFOzZ7I9sDHFht0XFg44EtL3EkXqDSaTSULO3PMhMNRMK8pq+L8yqOQ1oIh0VVAhZ6yOa77V9tDxvR7Twefomn5oHl9X0U0ViPi42usNvktVZPgrHxuwAifwrkFjlvCEc4Dun8NBJaYaOGFzzhgUxuOXq594TWdrs+IogvfHJ+fNvb3tZMNDeFCmEqhJfnWIkIs0jrAase5b/1rW/1im3TvGUmGnQaOIYvfelLjVCwBgQCGSIcEVXxQ6Lji45DnT322GPy0Y9+dJviutdYEY0edrZ9XhGNDk7pMk4//fSm0/AhFIzNxw5YYbEU4eAEEI6hOS4/DR6zO6Kfhg/GTjvt1Lit4AoeedcjJPEYTmRgHx4K1DhCwrVIwUJzE4P4SJ1yyilTc8+G8F//qOMDdtppp00e9KAHTThizguWmWgg8hTaAKeB4+DMar5bHDEECYGWzqoq5rh8NopozGsWzr+fIhodnPuo0WnweGU6y7npzDPPnHIcqloR+3gAOg4vE7+Nq666qnnU7mgmt+z6Ec8DDjig4Q1erEJxXlapKwHLG+KQKFLtiChKcPxf4PXAAw+c7msybANXxzRUCPs999xzug2vNjlicrokNvngBz84uf/++yc33nhj0zX58ImbhPD/3d/9XfOrQaBYDLGCY2bKI/ojH/nIdN/3Yb+ul5loELfutdde003HbAmAiNjBD8AZHcc999zT/sMdDtKzhuvy02hoWcqfIhqdx4pInHHGGY1QEH2Q4fqwWQUnRAjnJuITHxvAqko4ddYlPlaLwGlYnQsHYV/nO++8c/ph2BRqrCzJrWfBBwVRxWVZbRLhAcrUXXbZpeGSeErd4Z7qDAyINeIoZpVrb3bcG6BbQhhYo83CD3/4wxb/i5nzoYceOpW/u4/HPOYxk6OOOqqNSf/yiRk9r0c+8pHNfJTocb/99mtESd6+++47eeITn9i2OHUvj370o9t4w1EO+0c0VhpTyiBSVulW3XwXfHgXxQQbEWdqi8NIJGdzGUcYIMLCBSLqgMWUOuJPlU4jWFq+cxGNzjNFIHxgnH0csmMfsZUPYpTjVrWsqnz4wA9+8IO25SVCE5FLp5vtnoXgESf91m/91mTXXXdtXAEDAEpNISLoMBDDfDBwACKazoJ2iOQAokGcB9THeWjLitTHW6gJq3mbVnGEPPnkk1vUVB8eK3yiLHgEuAEfJ3qSTQEOggezDzP42te+1jgPFmzAftcIQPRQxCm2MEW8xEo655xzmujF+BAUnCIQS8nYcCWzEKKBWLoXq3P90N0QreGOEK7/9//+X8Pv7rvvPp1Ds22N7T+C8P73v7/FU8M9R6dhnBThEQMiDjjLcBz8OEqnMbanuW3HU0Sjg0/EwQrXShj4eMXvAteB49gU4WByKLTC9uI0+JjY2+O2225rZ9ezhzyHlSGiMXvQEfgAHH300e1Dbye3bPM5+wGnMLWqJ4Ky8uTfYpWKE7BKHwa9s3Il+kBMiPeIoxCbW2+9tRkZIBzETbzvATGhSMLxG2iJMz+iDQ+JBk4DMYjokC/BiSeeOOWiECpcD1GUPa0RC2D8+o5iV3h7+0Mk7tKwW6txTpy77bbb5Hd/93cnj3jEIyY777xz063M4vJxj3vc5KSTTmrzJXiffR7D/2KbscRjxr09ADHgb+HZZbdKgTiB50Q0FasqYkCExcICwG3pNBoqlvKniEbnsVpd+rj5uCASwMf4yiuvbMSA1caQcCAuRFNWzyLiUvpuL52GFz2WSsa0qYNpsJX/Qx7ykEYciBeI1nAZz3ve85o4h9gGZ4CA+EgS51iZD8GH3kf7uOOOax/hRz3qUZOHP/zhjbuwuo+1jToUqNpI6BUczCc/+ckprkQLptNATAC80omQlW8KViIaxoqYAdFZfbSjN3FP7p0IzJiNH+AW9PW9732v/Wf4gOtaiWjwxXEfiBMODWdx2GGHtf/EXO7Bf+NgBUbmjwDhSjf1PJIuUKYxbS9OFdFATBF1gEBYCITjgFeEPBwHvBkzLuTiiy8unUbD2nL+FNHoPFcfCqtlG8wIhY7zsOr1wSSXx3UgIj6uEYPw46DLeNe73tXk2NuLaHRua6MsHwQfPfob9yn8CVESTomuw4fTB4x4joUM3Ucsa9IYEQ3OwMo9nAZCE3xo30fWR9rHmvgGMfFxIo4iyoMzYhEfbB9qH1AfIeNAkFxbeROFZD+T9E9v4gOe1S+FPJGYzbCAthGHEI0XvvCFrX1jxSHRwwDjwVGFyxGpGLFZiWhQssMDnBCH8WPg5EbfBWc4I3PDxxeX4x5ilt06G/GP50DUFgs3Q8X9IBwhxInsjHMCCAcxojkEj/OCMrmdF6bX9VNEo4NvHxirQh8MH1GrU0pZ5rZYd3J9K0H5Q8KhyY997GNt577tJZ7q3NZGWUxcfTQpa4lcBF3EDdDVrCQeIe9fSRE+bBiufDwALk15H3EKbqttK1R4JJLxwfffmVgJ54FTsgmQVbw6PrbGoq2h4UH6VB6HEO6EV/6RRx45tf7xMSdqROSB50fRjcgx5404hXgKcYmi3mIAMR2GiEmf0Wnk//CsPJ2MD6pyPqgIUJTGw7JjvDbe+NnwkWEtBRAOC6lwiTgP/+mUgOeEI2V1Ni8oojEvTK/rp4hGB98+MGS1+fBbdVPw+qghFjiQOPD5SCAcZOCAvJ6+YxE4jQ4KVsxybw9ENBDS4eocvlgT+Riv9AFeqSPciw8v4hWAe8Qt4qSkwzPrq+DbM0P0o0shavQ8YwVlDMYXbjGezQioerFystLGYaZe+nNGDHBl0XMN8xb92sc/hgwszCj3QwgQCBxHCMenPvWpxmHlnum9QoSTtpbnIhprid2N2y6isTFOpik+KsQkLEKyQg3hsOL1gbKtq8MHzscN4WB1kpVaPmLTRpfgYnOIxlrdJrz7SEVRvVb9bE67y0w0zN/HP/7xTT8BF5TcdBbxvwjhiHIcFxiuVGy2lNscPK62TBGN1WJwy+oX0ejgCyEgo7WqpvBGFKyYmd/iOHzArFARiYgdlOEMyEyTxc4yrkIRjVnrqQ4alzYL0aDTWMZnTD9DhMc0Ofoeuibmtdn2mOgNxxG9kQdNvMkAI2Xm8fCLaMwDy+v7KKKxHhcbXUWngTBQpLLrx3GEcCAOsd8nBolIA4fCsoQpq7LLBj4MFNc7OpDnW1AsI9HAaTDoYPbLICGWawiHhZR8QBdlrsd7nzm16Liz4sO1nCtFNNYSuxu3XURjY5xMU0xGVj6JsUNfgXCQh2PFcRwIB/8NYIe/vFw+rJTnyyieomRmIrujAysuK/JlXBjQaeAYAEs15sKJ7Ewxjihk3hNVDZXjRLil01jet6OIRufZ4iLY22PBE4yNcpvewqZMVpgIB0sh3IWX6GUve1lThnN4orBdRqLRQVllLQkGmNwyk2ZBBThpUobzwQiEaPiPcOBAhJhRhln2vKA4jXlhel0/RTQ6+DYZObrZ0pJsN2aYCELCUbDSYUHDvJSOg7XNeeed12z/1VtG0UUHZZW1JBjASdJb8akhmgUIx1DHIY3vDW4L8FXBcSAeOJV5QRGNeWF6XT9FNDr4ptOwukIY+F0gIImHRH8RHYYznw1cBv2HQz06jZTpdFNZhYHRYYDOgm8Lww6OkDzqAREswpGwK2JuCSmCMwGU4zzhS6fR0LGUP0U0Oo+V9RRv3jiMeREQDspBgKjQWyQ6K0sacXdwF0KNcOYq8VQHwZU1WgzgFCx8LHoQDs59RLDA/PceCJcDhIjBXcQBkDd86TQaapbyp4hG57HSafBitoFQwnRzcBKfKYSD3oJ1CQJCOU5UhetAYJjcFtHoILiyRosBBMD+JEKJRNFvLkfcyk8G4Yg5LnEtPw7EhsK8dBqjfbSrHlgRjQ4Ko9MQWoK8NoA1Z68eHQdlIUsTHAdRFusR8YvIgks8FazVeZEwQKcRfySEI8SCiW0iO1s4WUDFU5w1GY6DCW7pNBbpaW/ZWItodPCFe/BS5MM/XGkhHPKi44g5LsIh1AVnQOEUUrfTTWUVBkaHAToNegwiWk5+gi/iOIiqWAsKIgmEhsFhRBzFc5zOo5z7RvdIt9mAimh0UEmGK+hdQiXwz+DMFb8NhMML4sUBb3/725tOwzWLEtFOSzzVQXBljRYDiAadHOC4ysgD4RCDS3wuhAMHAmY5DptxVRiRhpql/Cmi0XmsdBqirIqOauMZgBiwFhEdFWDNrbRCOJggeqmItIT8LqLR0FQ/C4YB1lA2xvIO0NWxCEQ4iKxwHMzLQzgQEqHkOQDy0eBJXjqNBXvgWzDcIhodZIluKjQ6AoBQCAsN8j9bXFJ6E1UNg+jZua84jQ5yK2vUGIh4ii4PoeB/xJmPdWA4Dpw3c9zsJUNUi/MWd6320xj1413V4IpodNAnzhRiYGVlN7nhvgFWYpR+EVWJhMuaJMpx5ogsqSjGCwoDi4YBimycMhEtww5cBaKBi+bImr3gcRw254ruzvwn0i0/jUV74ps/3iIaHVxZSbGCiiVINpwJx2E1ZUOgX/ziF60VhMNKi7JQJFg6jhJPdRBcWaPFgLlts6z4INFfIByIhoVQdBwJh26eMxwBiE0U4/O4wfIInweW1/dRRGM9Lja6Is+1G5w9NaIMFwZaLCrbiQIxdxKXyn+EQ2wqZolku0U0NkJrJSwABuju6PMQijj1hXBYTHk3IqrKHCeSZWbO6kqonXlBEY15YXpdP0U0OvgmnsJJ2AvZDn4hHPZIRjiyN7ImKAoTwM3LI5QCb/Gw7Z1uKqswMDoMcO5jRm4O2zuGfg8QSwmLT/mNeIRwmOeCeNpC94gjjiiiMbonuu0GVESjg0tEgxOfF0I46Gc961nTfQOIqvzn7AQEcxMmXUgFQA7MPLeIRkNH/SwYBqLTQBxwzRTeVvT0e8SzfJGAhZJ5H78NIipirdJpLNgD34LhFtHoIIuS78ADD5yGg7799ttbPB5B2oA9kllVxRyXQxOOhLgKUbFSC+ve6aayCgOjwwCdxjHHHDM1JRdPChcRUZV5bZ5bFEU5TnyFqPDTEOBzXlDiqXlhel0/RTQ6+GZm6MUReyoerqJ8elm8HCDK8TvvvLP9Z1UlpAhOo3QaHeRW1qgxYBMxc19ctfggMexAOCKqIoYlqkI0iGfPPffcFneNIjzvyzxusojGPLC8vo8iGutxsdEV8RQCQHfBnDYOSwgGea4dzQDCQceR+FSUiPvtt18jHCWe2gitlbAAGLD4odAWHh0xQBSIqniJv+hFL2qEg6e4yM4sqYipHOecc05ToCMo84IiGvPC9Lp+imh08I1oED9ZSXHco98I4SC68vJEOU5UxY+DCAtg50un0UFuZY0aA3QadBlMajmxIhqBKMctnCyKQjjoOZQTsDBBDFNnLc9FNNYSuxu3XURjY5xMU8hvDz300OZzIVF4dIQj5oRf/epXG1H54he/2OrYQwOR+fa3v92ICU/Z0mlM0VkXC4QBOo2DDz64zWXDRjz4I/lAAxwHc9yEGeElLrAhH6WKPbVAD3orhlpEo4M0L8gznvGM5vUdHQaCQNkdme0NN9zQVlY8xsFVV101+dM//dO25WvpNDrIraxRY4CI9cQTT2wREcSVAhZJdBzZSwbHgXDQ/QGEBMGwzXE48paxxj/FaawxgmeaL6Ixg5DhX+IpugyTkhdsghTiOIb7ILOeotO47rrrWnWch82bxOwpncYQo3W9KBiITiObjlksAVZRw71kQjiIqoAwIkSzRTQaOpbyp4hG57FGpxEzQ5YiH/zgB1uN733ve41wCOwGcByifEY5bmMmO/hl85pON5VVGBgdBsxr3t2AOBZ3HcIx3EuG2IqlIF+NcBzEshUafXSPdJsNqIhGB5Vegn333bex3cRTongiDBdddFGrhfOw6oqo6l//9V+nCkOK8dJpdJBbWaPGAI9wm4glACcigHBk2+ME6LTpkoURHw1WVBZa73vf+4pojPrprm5wRTQ6+GMhJcyzl4WcFvD8fvazn91eDP9FuSWqCsch7ec//3l7iZgsliK8oa1+FgwD/DSYm9srJuFywnHgsgGOI1u/+h9zXN7hFOnzgtJpzAvT6/opotHBt5AIYk9ZbQlCSOQEOPiJZmtFBZgkspoK4UBYjj/++MkrX/nK0mk0DNXPomGATuM973lPM+ywKEq4HITD/+j3sr1x7s8eMrjzEk8FI8t3LqLReaY8X9mcU/K5RkDCceAmxOPJRkzkvV4mbD2g+2C/XjqNDoIra7QY4KfBkAMkQOf111/f/iMIOJDoOBh73HXXXc1znI6D9WD5aYz20a56YEU0Oiik09h7772b/bmXgbwWy07sBHjAKpONlhAQoixbvn72s59tnEmJpzoIrqzRYgDR2H333RvBMMiEy4lpOSuqoY7DbpaIBSdYG5CVR/hoH+2qB1ZEo4NCVlP8NJ7//Oc3SygEgIMTjiOWJar/5Cc/mcp9BTNky07vwWY9BKXTTWUVBkaHAX4a5rBIzrYGAPaSYUGYhRDCwBAkfhxRjlOgIzrzgtJpzAvT6/opotHBN50GAoBQeBHoKHAXzGrtHR5Rlf/Pfe5zJ5deemlrDdt+9NFHt/JxCux0U1mFgdFhgH7OoofvEbFrCEdCh2TACAeOgxUVuPjiiyd77LFHRbkNgpbwXESj81DpMZ7+9Ke30AiCs5HxxpIEIUE43vve97YWRL61nziLEkDuq3xxGh0EV9ZoMYBoiJ0G4rxKRBWgGE+Azjj8RTlu06bSaQRTy3cuotF5puLq7LXXXpMXvOAFE0SDXkNauAdxdoiqWJkA4RVYVfHb+MxnPtN0H+oVFAYWDQOIxm677Tb55Cc/2YZOCU5UFcLhPw7kpptuavn2BDf36fWIqUqnsWhPfPPHW0Sjgys6DZFrhXvmuIRgAGaGLEoQEQ59OI4QjpjnnnHGGY0LKU6jg+DKGi0GEAuiWWLZeHqHcJj7IJGdw31bLCEkL33pS0unMdonu/qBFdHo4JC1FA9wug0er16GmN+6lgboNJSz9wDgp8FvQ1yeij3VUFI/C4YBnAa/pFlO+cYbb2xx1mJFRTku7loIBz8OVlc4j3lBKcLnhel1/RTR6OAb0aDko/zGMdBR4DjsG4ALsYsZL1hAVMXkUGRbwKNW4LZYmrTE+ikMLAgGWD/ZfCmiWGKoiKZCOMJx2FMGRx5RFc689ghfkAe9FcMsotFBGkU4dpvSGxBHhXAgIjacsRGTsAmAwx/CQRnOZNFKrYhGQ039LBgGcBq77rrrNK4asauIzzzFAasqHEasqj796U83XYZ34v3vf3/pNBbseW/JcItodLCF0/Ci8MNABBCPEI6zzz67EQ3iaB5RnAAAIABJREFUKtYir3nNa5rOQ4gRHMipp55aOo0Obitr3Big07Ag4vlN5AT4IOG8oxxHOHAYEVXZDhYXzhS9FOHjfr6rGV0RjQ72EA0OTr/85S+bovs5z3lOU4LTU+A4hoQDVyEKLqDjYKp73nnnTdn7TjeVVRgYHQZwGvw0mNFaOIUIJM4azgJQjgu1k71kbI1sYyYWVPOC0mnMC9Pr+imi0cG3yXjKKadMg7MhDJz4EBOEQ2wp8tsoC62yIgMmE379619ffhod/FbWeDEgSq0gneD+++9vnt/hOER2Zn7LrBxce+21GyjH7SNTfhoNNUv5U0Sj81iZ2O6zzz7thWFmC0I4iKWw48RS9kZGMADPWC8XooFNL51GQ0v9LBgGBN7kpxHnVVy0kCGJXnv77bc3r++YoV9zzTVN/8eaild47dy3YA98C4ZbRKODLJwGma5wz5z4ohAXsNB/FlO4DBwHwsGeXR3ch9DoiEZFue0guLJGiwEBCPloDAN0ijEl6kFEVQY/XBRFx8HJr/bTGO2jXfXAimh0UMg/g/8FLkKoc5ZRnPmA0AkJi45wCLmAWLAeidWV4G4RV3W6qazCwOgwQKfB78hCScDOd77znW2MCAdleHarlMjkNkTiq1/96mS//fYr8dTonui2G1ARjQ4ucQ3HHXfc1HGJDwbv7xAOVbPSYoJL8f3yl7+8tfipT32qOf+VR3gHwZU1WgwgCoxAzF+GIIxAsiVARFUhHN/85jebaCp7yTBBL53GaB/tqgdWRKODQvJaqyYhQRKMbZZwMLG1F7itYek4RMKlAMeJCC0SotLpprIKA6PDALNacdc4qALGH/QZuGiA4yC6jahKZGeiK/q8D3zgA6XTaFhazp8iGp3nitOw2iKaogTM3sgIB1HVz372s1b77W9/ewtqSDlOh/GGN7xhcuihhzaWvnQaHQRX1mgxQKdBV5eoB/yTAM4j1xZSQz8O4lrvyemnn76B+Gqtb9J7arF2ww03rHVX1f5kMimi0ZkGdBqUej78V1111eSOO+6Ylub1inDwyQBWZF4wrDwdB3NFisSKPTVFWV0sEAai08BZnHXWWU3UmrlM4Z1wObM6jrvvvnvy5Cc/ucRTC/Sst3SoRTQ6GEMAjjrqqGmoBEURBGIo4MVhRRWOQxwqXrQU55yfcCAlnuoguLJGiwH6Cr4Y4q55D8xr8xvh4Ldh3g/NcSnHERpw4YUXVsDC0T7Z1Q+siEYHh3QaT3rSk5p3N7t0gLPAtsdyitcs5TiuBIhs+7rXva69NBSHRTQaWupnwTCAAOCyM68Rjxe+8IXTAJ1EQsxxsyUA0S3PcdFt3/e+95VOY8Ge95YMt4hGB1tYcyIoyj0rqRAOjnsCGWLNgZcE4eAAyMSWgxPleDn3dZBbWaPGAKKBU06EZ4Nl7BGOw3/znVWVeQ7oOCjDn/rUp07jVbWMNf7xngrpkxhYa9zdDt98EY3OFGAx4iXAkgsDjV3PFpeifSIks1ZVIt0C+RdccEGFEengt7LGiwFEQ/QDcOedd7ZIzsSuRFV2soxVFT8OCyYWU8D7cPjhh89Vp8E36sorr5z8y7/8SxtD/awtBopodPBrBWMzpegsPvvZz7b/2XDGi8VahJ064AxF1queuDxkuyWe6iC4skaLATqN0047rZnaEkXxP3rFK17RdHqsBBl94EQAwpGAhf5zBGRyXrCcGCii0XmuXg4BC+3S98UvfrGVtKLBcURUxRPWtpgc/pgi0nGI8ollpygsotFBcGWNFgO2AjjggAOmm44Ru3JeRThci2Y7JBxuxPwnssKhzDP21GiRuKQDK6LRebA4Bqw3rgHHcfXVV7fSCId9BCKqwr4PWWMB27xwYlbFTLHTTWUVBkaHAX4a5i+jD7tViquGWPCHwHUQCRFVUY4TVWWe27FPFIU4/Y3uxmpAq8ZAEY0OClmO0GlYQd18880b7BtAVDUkHMrgKhL1Uywqq7K8TJ1uKqswMDoMEL3ilPkoCQuCe8Z5Mzm3DSzzW0TEOyI2Ff0dU3QblgnWOc/tXkeHvCUfUBGNzgP2khx00EHTVVM2nAnHgQMhqorTny0x7eJHVCWIGwuqEk91EFxZo8UAncbRRx/dTMwRA5uOIRwsqCjEiWeJqMB//Md/TIMaKktEmxDqK90gQsQc/R/+4R+m2cRaOBZOsbgXynbvEMDxC83jXfN+xdx9Wrku5oqBIhoddGPJjzjiiLZ1a7a4RDBEvuX5Cq644oomukI4vDCXXHJJk/VaeVGMF9HoILiyRosBOo0jjzyy+WJkSwDhcRAOoimAeNgewLz3rsQc913vetcmTW5xJkReO+2009SrXFveqyc84QnNhJdYDJG46aabWh90isccc0wzbRcHzq6YsVIcLQKXeGBFNDoPl8ktayg7kzGv9SIBjky8YgMi2loF2UMZ8OsQ6DAetClX58LAomBAxFpWUBY+DD0y3xEOq336DMAQhILc4ghnjktgcruSIhzHgIM45JBDJjvvvHPbrCn4YLJ77LHHNkV60pxZKu6///7TXQLtGkhfmAi7w7KIF18NflK4GDHj6B055BKXfehDH5oIMApuueWWFhroC1/4wuSiiy6a3HjjjY0QEcupV9zMELMbXhfR2BAfG/xDNJjUkt0yq0UYcBaADsOKK/uCm6R0HCEcVkoVe2oDdNafBcKAjyeOAfig2xuGvk7AQnMbV8EUVxrdXcxxiao4962k01CeyOmf/umfJieddFIjSEGJ9nEaLLJwM/r33lHIH3bYYVNH2rRvDLNAf+h9fexjH9u2Zcad7LLLLm3hh1jZhZNBC66IzvGhD31oc9592tOeNnn0ox/dPOARPf0JHxQCM9vPjv6/iEZnBpDfWuUkxs5dd93VCAfOAmRlFdmrdJ7i3/nOdyZWMFZqJZ7qILiyRosBHITAg/R0wJz2PgAreqFyhspxRINllYUUItPTaRBRsbCi+wAIEWU6cZjoCtry4dcGfw8cSD7gPvgWb/qaBUSD4YryxkpkjKOxJTNwTyQAwrjjmPbYY4/JfffdN/nxj3/ctrbl3a4Nuss999xzqlOZ7WdH/19EozMDTDwTECGI8ttENGmj4+DU9Pu///uNJdaUdCKt888/v70URTQ6CK6s0WLAPD7hhBPa6jvm5IgFEROOAUTHQSHuY5vdK9/0pjdtUqehHkORIdGQhtgIWRKwfTLdhaCgrLEyBu8kvQaiNQsU7LYywAUBYX5wDYKHgi9/+ctty4Kvf/3rjZB4b3NPxkNMBUgViNCY1hdsjIEiGhvjZJpCPGUS3nvvvU3hRyQFWI4gHOE4bHFpAl5zzTUt32Qjd2WqiMUuKAwsGgaEwcEpX3bZZY1wRAxLv8d3KYpoBMJHGgdgrrOyInoSn21TMEs0EAy+TuFk1NM3MRcxlb1pbr311tacfhmn5AM/7APRYKQilDvAUaib9xT37z8RMu7DYhCxo8y3OLTdASA+O/jggzew7moZ9dMwUESjMxEQDRPLCwHIbyniAFEVHUZWIxRpCEfCKZj0FIQmckFhYNEw4GNtDgOOenQFCdDpg20xRaxjIUW/QDlO32DlTrzUc+5DNJjzRuyr3sknn9w2dCIOYzVlpW/RxXLrxBNPbAp0eczYLciiOxzi1bsmMm84DcpsH/8YsBAj+4/TIAnw/oZo0GFEXEZ5fuCBB07f7WEfdV2bMHXnAGKx7777NsclBU1K3rHCPwOTz8TjrwFwGs997nPbigkx8dKVeKqhpn4WDAM4DeInRACY83bpw3UDugeres58yiAcVvjEV6yPejoNRIPIKRs5ac+uewiHjzq9gw8/3QcgVvJRl8dvip4j42oFfv3j/RSVeshpEE/FeAWn4T+CgyMachrEU0NOA9Ea+pEM+9nRr4vT6MwAim6sNnNbqxATNeGfme+B6DjCAgtuaPJmpVZEo4PgyhotBsxfJuNW+j/84Q/bOFlEUTRHvxBzXByHea48KyX6BkrnTYHVPTNYHMYQcPY+6JTuPM+HQCwlLwrxYV6ucT3Gy1EQULAjatGVEIP5b6yImzbVyXi870Df7in1WmL9TDFQRGOKio0vTGI26ggF6w5erACbbsOZEI7oOMJxKCOPvLeIxsZ4rZTxYwCnIeimuW2uJ84aDoKoKh9viynEIsAxj2lrTzyVsnVeTAwU0eg8N0SD+IkuwwpmuMUl+Sp2PfboFHnPfOYzp3JQ6Vhgq52CwsCiYYAim04BcJbzHlAQA+IhhCPmuFbl4Qys2omIKNALlhMDRTQ6z5VOY++9925KM8XIWHEe2HLAooT8NBsxEVVRhtuw6aqrrmrOUcVpdBBcWaPFAPGUuc/AAyRAJ84DRMcR5bjFkflPPCuUTnEaDU1L+VNEo/NYyTh5izIxzE5lzPPsjZwtLhGWoakg00ArLWWw7sVpdBBcWaPFAIsj3tOOEA7iV8pjITgAbproSlgdwHvboop3d0+n0QrXz8JioIhG59FFpyHujj2IsesUZ1ZTRFUhHJpATIiogNUYW3KB2cpPo4PgyhotBug0cNREUwhFCAeDD97Y3gPwkY98pIlpoyy3UMKhFKcx2ke76oEV0eigENE4/fTTmzUGjkLYBGaIuAfWH0MdB7kuE8QEUrv00ksb0ShOo4PgyhotBnAK/IwAc1j6OnvKABx4dBj+Ixx0HHEAZHZeOo2GqqX8KaLReawU4HvttVdzXPLxRziYE5LdAiZ7Qx0H3QbzXGw8GbBtL0un0UFwZY0WAzgN8ZdiESh6LH2d6AeAwpsja/R5RFWJnoBgzJPTYBpLnBYx2WiRuiQDK6LReZDsyL0olN0i1iIcfDXE3gkHEcLxnve8p7UkdAEOhGUV9j7lOt1UVmFgdBhIDDU6jcRZ42THiiqEQzw285yTK4hynAPsPHUafC7OOeecaTSG0SFzyQZURKPzQFlLUYKblDgME9PGMwBBYSGFiPBwxXGEcAhfwONVALfSaXQQXFmjxQDrKfoJSm8iWVw2QDgspIisAB2HOGwJr8OPA3fe8whvFbfhj0UcUVrGtA2brqZWwEARjRWQkiTE4tRTT20esDgGRODlL395i8hJrosD4cAH6DgQGC8a8NIgNMVpNHTUz4JhgG7OIinhOnJ2G8LlIBwJIiiKLA5EdFjAaCT+S/O4bUSDcr6IxjywXbGnulhGGIaxa3AZzAkjqmJqK1Dbm9/85tYOCyocB8WgFVjpNLrorcwRY8DOfbvvvnsLh5NhCtJprwmAcFCO57/5Tp/HclBAw3nqNIpo5AnN51ycRgfPOA0yXZ6v4kkB4qYQDteUcAhHQikwxxVsjX8HcVVxGh0EV9ZoMUCP8bznPa9ZRSXMufdAFFkEAnBiJZrKCp/SXCDDCy+8sLufxra+6SIa2xqj/faKaHTwQ6fBIsQmMwiEl8cEDeEQAhpRwHEgFCJ94kaIqp7xjGc04qJsQWFg0TBAp2HRI0ggBz773gOWg0RR9HkA4SCqijmu+f/2t7+9OI2GneX8KaLRea4IhCi32WTeyyCKp3SmtMRUFHAIxy9/+csW6581FWA9gvsoTqOD4MoaLQYQjeynwayWg18sosSgQjiyzXF0HLfddlu7H2LZeSvCS6cxv6lURKODa34aInZyXBJSGYjiafN5+g6EA7eBcISjoDDkLYu9r/00OsitrFFjwPy1Z3acVYVDRzjyn34Dh/G5z32u3QerKqJc/hxEVKXTGPXjXdXgimh00IejYIcu7pQXiGktQDiIo+gzcBIIh5VOuAqb1St/wQUXTNM63VRWYWB0GBBHiu6Oz1EsAgUn9D5cfvnlbbxEVTZcigMrjoOOgxVhiMs8bsx7WpzGPDC9ro8iGh1c02kIPogYeDm8DCykANETjsOEpfM499xz28Ql0+XD4eVinhsOpNNNZRUGRocB4ik76+GwhQV517ve1cZogyScd3Qc5ncWSwpw+LPbJQvCeUERjXlhel0/RTQ6+DYZTzjhhKYMVIwpISISjsP/hFGwKxi7dkEKAfYehzJ8oTpdVVZhYFQYwCkwHyduzV4ydBUA4WBeG8IhjeWU4IZAYE97bswLimjMC9Pr+imi0cE3nYZVE5Y7wdiw6lj26DjoL7ItJI7jL/7iL5pC3AslCm5Y9043lVUYGB0GiKf4aYRQ2ELVvM/ulcxvEY6IoXiO02nYV9te2xFhzePGimjMA8vr+yiisR4XG12ZjMwNseYi2IZwvPe9722iKqa14N57720EggUVfw6e40ceeWR74eLfsVHjlVAYGDEGcMqsAxGKiKZEfRZfKhFuzfuhjsPWABZYQ2Iyj1ssojEPLK/vo4jGelxsdBWdBrktdptjk701AHkvHUdMbDk0nXnmmS1Gj5cKkaHTEA20oDCwaBig08AxEE2Z18zNA0M9RnQc4SwQjgMOOKDCiARZS3guotF5qDiHo446ahrVU2iFRPRUTRRbct/oOCjHeYcTU5HxetFKPNVBcGWNFgPETrgGc5nxB2tAC6NsviT0P64DZEuAeI4rVzqN0T7aVQ+siEYHhXQaBx544OS0006b7sqn+FC5zWsWCx+OQwBD5n8XX3xx6TQ6uK2scWOAeIo+j6iViDWE4x3veEcbuL0riG5ZFQJm5n/4h3/YrKZw4UMl+VrfaYmn1hrDG7ZfRGNDfGzwT+wpYqbsTCYYG+DoxEKE3Tqg8LYnOGUhsNIS6JDSsHQaDSX1s2AYoAh/zWteM7EZU7hl74N4VCEcOGzWhKwIgfcCIRF3LQryedx2EY15YHl9H0U01uNioyuKPy+Bl4a4CbsuhAIQ+tnKKjoOHAfC4cUC559/ftuHoHQaDR31s2AYSOypDJvvEaDni6jKf/PfwooXOMCBHHrooZMPfehD7f88fopozAPL6/soorEeFxtdIRosQUIIsm+AIG4ghANrDkI4TGLhFXAcWaW1AvVTGFgQDOAU7CXjHQDXXntti4TAyIOoygIpsal+/OMft8Ce3gd+HTjvij21IA96K4ZZRKODtBANL0k2obEXMXv0cByXXnpp40assCgJmSfy1aAkR0SKaHQQXFmjxQDxFCsoW7fiMiyczGuhRVhPeTcQjvhxIBz21qA4N/eLaIz20a56YEU0Oij0YmC9cRI2WhKMDbCiQjhiSXXJJZc0lh3r7oWiCKRAx2mUeKqD4MoaLQYQDdaA9Bp24hMex1wWZw3hsEBCTIiq4sfhZhAN70pZT4320a56YEU0OihENOgtWEsJkSCq50033dRqeKkQjrvvvrv9x75bbQW8XOWnEWzUedEwQKfBiZUhRwJ0sibEOZvbHP8QCH4cCAfluAWT/Oc///kTHPi8oHQa88L0un6KaHTwLfz5wQcfPLUEEf7ZFpfZG5lZ4pBweGnEoHKwYy+dRge5lTVqDNg748QTT2xiKVwFa0GRnb0TuA5x1ug0cB/MzSOq8g4gNhUafdSPd1WDK6LRQd9//dd/TQ4//PDmpyGmDrBTGcJx3XXXtf9WZAhHlOM4D+y71ZmXp3QaHQRX1mgxgJM+5JBDmjc4sSud3hve8IbJS17ykhb1wMJIaHTcBsCVM8e1HQBT83iIz+MGi9OYB5bX91FEYz0uNrryIvD4Fu5ZOOgrrriilbFjmf/f/va323+WJjao+eY3v9lWXswN6TREuS2dxkZorYQFwACigQAQOxE3eRcAjkPUA9wGML9FToiOA+EQd638NBp6lvKniEbnsVphCcjmxfja177WOIorr7yy1cBZkOcGhFBAOBIq3X7h5L7l3BcM1XmRMICDTkRbPhgWTz/72c8axxHCgVgAZXHX3hPvzFOe8pTJZZddNrfbLU5jbqhuHRXR6OCb/BbHkFAJCAdlOH1FgAVJiAfCwa+DZyzFuVVaiaeCqTovEgbM5WOOOWa6BQAzWia3v/rVr5phCFEVjgPh8J4wzWVpxY+Dh3iZ3C7S096ysRbR6ODLC3LcccdNzjjjjKliTxTPP/iDP5iE46AEtIPfV7/61daSmDusSazGvGhFNDoIrqzRYoCRBzGTuGrZAoBvUjzDKbxf97rXTc4666y2n0w2ITvvvPOaAUiJp0b7aFc9sCIaHRRGp4HD8PLYAxmwnhJSRGgRstyrrrqqEZIQDqs0jlHs3Eun0UFwZY0WA3yR+F/YdIxlVCI5GzARVKIk4DgQDosjB6uqocXhPG6wxFPzwPL6PoporMfFRleIBssoO/MJRhgZroK33XZbIxQRVcWP48Ybb2ztIBjkvKXT2AitlbAAGLDwMYdxFJxXn/3sZzedhqGb65xeE6CT/o5VlffEcfrpp5dOYwGe8dYOsYhGB3PEU8JDDzegscISMgREVCXOFOAxTueBoCAmpdNoaKmfBcQAP42TTjppylF84AMfaIQjATpt0IRwRDlOVPXSl760ia/oAEunsYAPfTOHXESjgyhEw4tDuZ0onlZSFIJWYkC49KFy3CqMJziCUX4aHeRW1qgxYH7bsS+mtgaLUNit8ic/+UkbO9FV9pIhho0DoD1lSqcx6se7qsEV0eigLzoNW1qyP6fYBvwx+Glkoxk6Dspxug0gwCGWnsfscMOmllk/hYEFwAAzWgE3EQM6gyjDEQ57aGTTMe8EwkHnQaeBcDzxiU8s574FeMZbO8QiGh3MUfiJPUXZ7drLgXsAHPv4cIRwiEmFcHD8A3GOKqLR0FE/C4YB4qnXvva1bdQWRRZJFk+AqArhiKk5f45Eu2VFRf9R+2ks2APfguEW0eggi+LbngKCEQKrKex5RFUc+YYcxy233DINaojrqNhTHeRW1qgxgNPYf//9JzfffHMbZwJ0DgkH4hAOxKIq2weI8lw6jVE/3lUNrohGB32clugrhIbGqgOrK4QDmw4QDgrAe+65p/1nPUVBKPSCl6c4jYaW+lkwDNg3Row1UQ4SoBPhoN9LZOfoOEI4EA2+HK9+9atLPLVgz3tLhltEo4Ot6DQQBkQghIPOYshxUJjHbl1zOA57hNvytfw0OgiurNFiwN7gFj0CdSIU2RJAuv933XVXE9viuomq4seBQ9lnn31qP43RPtnVD6yIRgeHiAZvcGIq15ycotOYFVVpBouOYICLL754wn69/DQ6CK6s0WKATuNVr3pVG98XvvCFpq8LxyGPD0cgynHmtxZJL3jBCyYf+chHkr3m53LuW3MUb9BBEY0N0LHhH5vO7L333pNzzz23vQxEUwK3xYrKpktEURSD4Ec/+lFTnHvJ+GmwnqowIhvitP4tBgZwDHvttdfki1/8YhuwvWTigyRBSPSERfcf4fBueCfKT2MxnvHWjrKIRgdzdBq8W8WS4rxEZks0Zecyjn2APJdCMEENWVV5ef74j/+4hWAonUYHwZU1WgzQafzRH/1R4zDsIQP4ILEQjHIcF01MJUAniAOgSAjlp9FQspQ/RTQ6jzVmtiEUongyvxXJkw7DNSCqwnEMCcexxx47EbytdBodBFfWaDFAd0FfIZ4aHUYCdIp+gHBEx4GQIC7f/e532714B/bcc8/SaYz2ya5+YEU0OjhEGE477bRmMWVVxROcZUgIgZ39EkIEW47joMsAH/3oR5ujU+k0OgiurNFigN7CfjDghhtuaLv2JfYa0StRVfR3fJUQlnAc4lCVTmO0j3bVAyui0UFhdBq8wXEdiATCkX0DiK8o/eguAJ0GsRR5sAi4ooSWTqOD4MoaLQZwGrvvvnubxwaJqx6KWuk6EA5hdICwI5xdmePiNmqP8NE+2lUPrIhGB4X2DnjGM57RPGMT9px5Lb8MOg4cB26EziPmuOLyIDJeKArz4YvW6aqyCgOjwgCdBrNyUZ6Z3QKE4+tf//okOg4GH7YICMchnDq/DqHScSrzgrKemhem1/VTRKODb9wFG3QchfAIIQB0Ghz+EA4gnzlurKoQjpNPPrkpzIWWLigMLBoGcMvMyxEEoidEBPBZQhg+/elPt//RcYRwSDf3i2gs2hPf/PEW0ejgygrGC3Dvvfe2UkwMr7jiiqYI/7//+7+2xWWsquwtwGoKx2FFdvnll0/e/OY3TwlNp5vKKgyMDgOIRrYEYCmIowjhSIDOKMfpOCjHI6oS4bnCiIzukW6zARXR6KAyOg1BC5nW4jSYEwp9joAIk44VRzhwFKyoOD3hShCX2k+jg9zKGjUGEA3OqYknZfdKItdPfepTbdx33HFHCzOSyM5EVURZwujYI7x0GqN+vKsaXBGNDvpYiwhIKNzzc5/73EYUKLZZlSAcuA2EhbWIFywmuJpkUVJEo4Pcyho1BijCL7jgghZLKqImWwLgOEI4xJnCYYRwML9FWIhqU2ceN1k6jXlgeX0fRTTW42KjKzoNykCEgr7CyyCNApwPBsKB+8B14DjslxxzXKutV77ylSWe2girlbAIGMBpmPM4bPM+ATo58yEcn/zkJ9tt2KWSU184ElsD8CQvk9tFeMpbN8YiGh284TSOP/74yTe+8Y1Wir7CnhpWNgDhEGKERRVzXFZVOA6EQ0TQt73tbUU0OvitrPFiAKeAu8Y9xwcphIOoCuEwx4H5zjgk4B342Mc+lr9rfi5OY81RvEEHRTQ2QMeGf4ie7BEuRHQcl2w4g3CIQ8Vxj9dsFOWsqIiqlBFGwbn8NDbEaf1bDAwwn911112nATp/+MMfNs/vRD1AOIim6O4CfJOY43onSqcRrCzfuYhG55lawXDWe/e73928vb/3ve+10pz5sOzCiwCrsXh+4ziIrYQRwZkkvdNNZRUGRocBllJ0dxZIQ1Ny78Oll17axosDx3GEcFCCIyQMRzj7zQuK01iHaSJCxJwEBJeIiA+DSm6r51FEo4NJ+gsxpbDfH/7whxsBue+++1oNhMODCeH4wQ9+0GS7HpKDdyziUX4aHQRX1mgxQKdhPw0WgaIe4JoBjvuSSy6ZctCU4QgHzgQIZmiPcO/LvGBHJxr2a+eA6Tkh8kIYMYcWvUItm9hjAAAgAElEQVRcMM/L92lbfYuKaHRmNp0GjiH251ZYiIh9A0AIB+KC26D4RigQGVT+rW996/Tl6nRTWYWB0WGATkMsNatXPkg4a2FxAhZGuGoQUVX8OPh3lE4jmFq78/33399EgfzDXvSiFzXRYJ6JXumZWLwx0LGIfdOb3tSs4VY7oiIaHQzSaey3334tPHr2RkYMEhZdVWa1woh4segv+HEw0UXtibVKp9FBcGWNFgM4hz322KM5qCIcFkoIRzgOA0ckEgKdVRXPcWKp8tNY+8eKaL/4xS9uOtQY6vR6JRHBOT71qU+dIDargSIaHexhe7NXBjktqg1wFXw0AlZWtoMVhwp1F9Dw8MMPn/zlX/5l6TSCpDovFAaY1JrHVrA4ZkAMQvyROGtCingvPvShD7V8e8lw8GM4UjqNtX3cAkYiGsNFKWdjBPtlL3tZk3gQT/Gp8b0K4BaHhD/pW3IuotHBFrETxZ8Hk72Rv/Wtb7UaZL3ChDBHBMxrEQ4WVMRTuI+IqjpdVFZhYJQYiJ8GQsG0NoskVoM4Dlw0YFWFcAyV40960pOmhGQeN7ej6TQQAQQ92zAEx75N9jLhYGkLB4YMdBtDosHSE0fITWBroYhGB3N0Gscdd9x0pzKrJwi3ogLYPQENEReA46CMQvHF40FIhiuBVqh+CgMLgAFzHdeQj4uFEHEtQDgsinDSgJKVwvWyyy5r/+n6ejoN3Dhxl4+cd2y1sKMRDRweI5y4AQR/rNie/OQnT2LlmfThmTPy+eef3yJWDNO35LqIRgdbQqNThIurE8jLFMLx13/91005jvMAWHkcBi9ZUUKLaARzdV4kDNBp7LPPPpNXvepVU7NNgQrp8Hx4cCAJ0Om+EA6iXFZT/DQSagRRQBy8Q8RYlLFEXN6rnXfeeXLKKaes2qfDe2qc2U1wkfC8NWNFkJnVzgLR0+Mf//gWgduW1LjFodNlyvPat7gN95j0zT0X0ehgCgfhRTApmavF5wLhEB7ahjMAcRBuREh0Zay0DjrooHa2QisoDCwaBoikGHT4+LAKpHi1ohcBwQcaxKoqOg6iWsRCZAQKV1z4U57ylOYg+9CHPnSy0047bXSIuBArLQr3rTn+/d//vX1E7XmzNfUXqY5ncOaZZ06lH8N55dkwd7ZwJZraZZddGjfo/oaAkHtGV1999TB5s6+LaHRQZTIKWIgtRwy8LNdee22rwWpkKKry4niY2HkrMQ/FC1dEo4PgyhotBqxSzWnEgnzcXLZwMrd9nMjUgYXVUDmOsz7iiCOmxOHBD37w5AlPeEL7gCEcD3vYwyaPeMQj2vm3f/u3mwiXCNjGZXSCW3pYMVuwHXjggW3DtBe+8IVb3MaW9rm9yrvX008/vW1BvdLEQQwiKpcv+rZnEReBYR2iRYuCrYEiGh2s4TDICBNjJ1tchg1my45wfPe7322t2JCGBRWw4qLjKPFUB8GVNVoMMPxIaHQr1fggmc9EHtn22GKKaBbhwHEjLOqx7CGmcuYljptw7bAQO/LII5s5uw+wfFw701E7A27JoR4Og45FkETy/i2pv0hl3Ssxn29OxOGZQIg5JffQT4PZv+8XY4UheGb0GlvrgFlEY4jNmWsP4LDDDpuceuqp0y0ucRqsE3i+AisyoiqTNeChkDui5kU0gpU6LxIGmNxStuIoLJ7MaYQDx5EtAXDTRLFANFzl/Rd2BNEZAj8BEXHpSi688MLmz+TDxekMJ7Ma8J5qK7sHrqatRahLr5TQLhkvjhAxOeOMMyaiVtC5nnTSSY2Dm9Vd8OJHZBk0bA0U0ehgjXjKCkoQNoQhCvGvfOUrzRb9uuuua7Wj44g5LopPpov9K/FUB8GVNVoMRKfBmxh3QPRhNZstASyGiG0toqJsJRrxMTr66KOnTn+9G1T/+9///sR7thrY0aynrr/++kagmfcPQeQK3x361AMOOKARkVlLKua3jHdYdm4tFNHoYC46DassXuBMEFkegGuuuaax2eEwbLqE0iMcCIWXy6FuQWFg0TBgIYRrIJrCGZCn+0gRP5nXQ32dOe7DDVhVnXjiieWnsYYPnEk/8WC22x12hXCzcrOz4ixRUY7xAt+zROYe1t3c6yIaHUxBOkelyP6IpMhf6TYAD3E6jFgnRDmOVceVlE6jg9zKGjUGEA2WTeYyIBKhrDbfw3EgHD5ggI8GMRMCYiXb89NoFbbhz47GaUCdbxKR3JYCXw4e46uBIhod7JGVYrVPO+20FmdHUVScToPICiAYZIPkvoBynEgLW8/5r3QaDS31s2AYEFdKKBziJtwDwHmwnEIYyMkjqvrf//3fNv9jjqsczntesCMSDc+EJ77vzeYCqcjTn/70yQ033LC5VVYsV0RjRbSsSySeEjKBtRSFXba4xHEgHF/+8pdbQZYM2EWKPkDZt//++2+w/eu6Fuu3MLAYGDCHGXI4cBjhOMz96DAsiATo5BOAkERscsghhxTRmMNjJs2IqTLDg3jvD7smTkQkcIWcMe2+uFo9axGNIYZnrhENCvCYs6HssdBASIiqwnFg+/xPGHWKJuyjl6mgMLBoGCCeuuCCC9qwccx8IYb2/onq7AOEcPgo4bp9uFjwRKQ7j/veETmN4JVVGuLhGdCpCkZIX8HRGCFBKBAWnF9cA1J3a89FNDqY8wLgGNifgx/96EdTPwz/UXCEglIc2AiFstzD8SApEEs81VBTPwuGAUSDufk999zTRs7ngoe3jxHAiYiAS4RrNeujRVxFbKVs6TTm+8Bxf4gFoiEOGF8YHKDdFBMzbFuNqIhGB5OIBmWgUM8J/6w4C4VEt/VQ5HMwAgiHl4tNO4VgEY0OgitrtBig0zjhhBNaZIOIoxKgE+FguvmWt7ylRUFgjmuei5hwzjnnNAOQ7LMxjxvckTmNlfBLvxrivlL+atOKaHQwSDyFveM1ihAkFLGHwgLBhkwghCMhRkS4PfTQQ5sttFVYQWFg0TBAtEGhbVe+oXOYhdCQ4yCGFbrDO0GMi3Dgzj/xiU/M7ZaLaMwN1a2jIhodfMdPw0oL5RYKIfsGUHrTd4RwcPQjquL4Bz74wQ+2/TZKp9FBcGWNFgPEUyLSBhh7JK4Rb+ShjoNpOcIhnyiE0YiQHvOCIhrzwvS6fopodPAdRXjiSdFpcIwJ4bAKo8MI4UAwEA5u+v/4j//YbNtLPNVBcGWNFgNMOQUB5CQGGHz8yZ/8SQuB7n90HAlFIbIqLoQyHFH5+Mc/Prd7K6IxN1S3jopodPCNWLCYEssFgSBqcj3ccAaBQCiyfwCOw8t19tlnNz8NLHtBYWDRMMAakH9SohwYP0KAi7B3BmC+SVSFC6HjsMgSA0l03BJPLdoT3/zxFtHo4MpLQCSFeAgzHBNEHAdiErNC0TmFWUBQAKW4+C88ZFdrE90ZXmUVBtYMA3QaOAcBOVniWDQBkVMRjphvRjkePw5EgyVVdvFbswEOGi5OY4CMOVwW0eggGdFgGWVSIhyieHJ2AqyncByxqiLPVS7ghRMhtHQawUidFwkDdBoWSgAXTQyLqwYWSxZNIqlGHIXjCOHgGZ4FVauwxj9FNNYYwTPNF9GYQcjwLxv0vffee+q4hDDwEGcLDezROxRVSePe/53vfKcFE2N9UjqNhqr6WTAMIBp77rnn1AdJNARiWFw1wEnwQwonTcfB0tA7QWxVOo0Fe+BbMNwiGh1kCVgoVktiSXlBEAUvB47Df6GHh6IqbLtVF64E6146jQ6CK2u0GKDTMK+f9axnTbIFwKc//en2P1sACBsyNMdlks5QhFPZlsREWi0SitNYLQa3rH4RjQ6+cBYIhvAJFNvYdQo/FiNiTYlyC6yuyHnjBWs1xpuWzXpWYp1uKqswMDoM0GVY9Ih2wLQ8cdYQE4TkrrvuamNmHMKPiagKMDXffffdm+5jXjdVRGNemF7XTxGNDr7pMezJS7dhRXXWWWe1rSxVofAjvgpRsKWilRlFIaDrQGRKp9FBcGWNFgPEU8KCAM6rAnTazhjYoImOI8px5uWU5VGOe0/KT6Ohail/imh0HitHpb322quFSkA0hID2Qgh7TgEIcCMJIWIXMoRDXB4bpBBhlU6jg+DKGi0GcBq77bbb1JScDxKrKAsoEMIRjoMOg2iKPu+SSy4pk9vRPtnVD6yIRgeHQiNYYb3kJS9pMXViISVQG8JBX0HHwTv2Ax/4QGvJaouyHEtfOo0Ocitr1BgghjKPcRTZIU5khKEOQ3wq+XfffXe7l+xeKcQOTmVeUOKpeWF6XT9FNDr4RiQovYmpeLxm8xKTVNiEhFlgasifI4SDH4dgb1ZmFXuqg+DKGi0GcBrMxnmEEz0hIgFiqSjHEY6hjoNTX+k0gqnlPBfR6DxXxOFpT3va5P7772+liKcibmI5gnCI9Akox1lNMTcEVl2vf/3ry3qqYaN+Fg0DOAURawFFN44im5ARSSEU2UuGOBZnrRxQL7q9lrDGP8VprDGCZ5ovojGDkOHf6DQQg2zSjutgekg0JXT6mWeeOSUcwikoS6brpSudxhCbdb1IGBDa/Jhjjplu9XrnnXduQDhYVXF8TYBOhCOe42KzzTOMCP3iG9/4xokxFqw9BopodHBsnwArKKaziINdsnAb7NB5vZLvWuUIIRKOg6c4tp7jkxg84Uw63VRWYWB0GCCeIpLFUQdwGDiOYZw1Or/rr7++FZGOA/GuzEOn4X20gOMfwp8Ksar3LU9r7c5FNDq4pdMQfBBH8Y53vGPy/Oc/v+k3mNva3hLxoBxEOGypmNhUmrz88ssb4Sjnvg6CK2u0GEA0RDSwiid2Yi0F+CAhDFGO20MGx5G9ZIiw9thjj7mY3BrXYx7zmMlOO+3UDroUTrXbeqe60T6k7TSwIhodxDMvxGkgEsCGM7gKk5J/Bjv2l7/85U3ZzWdjSDisuhCRWvl0EFxZo8UAToHVIKLB0EO4nPheRKdBCQ4+//nPTzco8997kbJreYMWc8L8hGiwajz11FPbwm4t+93R2y6i0ZkBTG5NQmzvv/3bv7WSNpxBOExYL5QXhKjKf5wJboSprZWaGFVFNDoIrqzRYkCU21133bXp5wySKTkfpEQ9iI4jVlU4atESWAuyIpxX7Cl6F0TjN3/zN9umZ4xPitNY22lVRKODXzoNyj0+GdhePhmArBfhIJYinhI6ISFFWFG99KUvnZx00kmT9773veUR3sFvZY0XA8RMQuUwJWfYAe69994WLif7fzO9pePIJmTK0DHwW0qZtb5DfSEaT3jCE5rImD6xojCsLdaLaHTwG50G5bfJKA4VwmFFRfFN4YewAOIqnAdgYSUiKJ1H+Wk0lNTPgmEAp2wHPubm5n1MyUU9sDFTFN0RVYVwXH311ZN99tlnbqHRGZsgGvyiiKcyrgVD90INt4hG53EhCCajFwOYoF4gVhshHCYqMRYQuPCiiy5q1+S9zABLPNXQUT8LhgFRaq3iLYQsnpiSE7sCynBiqniH4zgoxyOqwpnPQ6dhLHxFEA1j5YiLaBWsLQaKaHTwSzb6xCc+sVmHCEgIEA6iKi+SF2rIcSAQHJsowLHnyhbR6CC4skaLAX4XrJFiEZgtAXAfAcYfmd88x0V6Vo8JLOvBeYCFGqKB6xe+JBtFzaPvHbWPIhqdJ09nIQibFRbrkeyNTEkYRyLy0ze/+c1t0irvRRI+5Kijjpq8+93vLvlqB7+VNV4M0Gmcf/75zbAjhIPzKk6bqDbAcoooC+DIWRvy3ZjXfhosHB/+8Ic3guU9zDua8dV522OgiEYHp7gJRANh8BJYSdl0KRB9BY6DKEpYEVZUOBT+HXQaCZ2eOnUuDCwCBhAChhxEtExvGX8Ae8sQBYXjsI8GYxFhcwDCcfDBB89Np2GRdvzxx7f9a1grWrgVrC0Gimh08Ovjf9xxx7X9BBTzYpDtZjVjgiIWLKaAF4vFCSLC+Ylfh+uCwsCiYQA3bZFEb2Eh9NnPfrZZCroPhh58kmzxCu677762uIoSWjSEeYYREbHhwQ9+cLNiXDQ8L+J450o02HIzUV2Eg6wW67vvvvs2s0KEAgEgr6Vw++d//uf2Qlnd8M3Auqvz6le/evLa17622arzIo/cdxHuuTdG97ZWh3kxpgNnuaMcK+EdB43TYAVFZ4fbYPhhLiMgnF2FyyGqQjhYF9oClnmuhZV3QsBCXPZazZm06zkhVvQaTN+NPXnD80pzG0FUpmDLMDBXosGG2weWjwNRzpiPF7/4xW0/AQ5O+++//+TYY49tW75K9zJlcyYKOJvVHHjggc0/g5L88Y9//OSRj3xk02s85znPaffrvpf58Ew3dcDRao+tmSss29RzzvWwnZXShuVTb5nPQ3zk3imUTznllDanzWM+RzYfgwe6PToLHDVnP/oEYURERrDLpf+MR04++eRmFEK0tSWH92tTh/Hl+5G5pizLrZjd8pFa6T0z/2aftzTtIDaIYMHmYWCuRMOqxcOto3BQc6DmwJjmgEgPBZuHgbkTDSuXyy67rO0vfMstt7Tzrbfe2jZ7sckRq6Sbb765Hbfddlvb+EgaUzr/HTfddFOrd/vtt7d66rMVdyjncK0dpoDJc9anNtTR7jAvadpVTj/pL/0rbwMaoaFdp7+c1VUv/3OWrj9n95l047MHc9pSRp/GPrwv+coKRW17WdcO49SmNlyrIz04k6cvZ/lJVyb4Ho5FGf1Lo9R0pJ/heIJDecYmz307qytN9NPch35zD+pkXNLkDcemz4xZOWUc0tJf0mb/D8u7P+N0Ds71ZUzKBY/azZidh+NJv9K1lfsInoKf3I//rvMcMk71HNrQr/njv7E4uw9B/+QP+1E/bQeXuRd5ymb8GaO2h2kC+6nr+WQcqatt13kmrKGUNZ+04T7SnzJpV73hf224L+l5ftKG5fzXvzZda2tYJmUzRmdjCa7VU0Yd6a69i8qlz4xPmbTtLD9pw7MQQbijs88+e/O+mFVqMleiQVEsKqUHW7B4GCA/3l6wGoOCWLltr7GPsd/tgZPN0R/QnawEazX3EJPHPvax0w2nVuq70jbEwFyJBmui3/u932srEsMwQSjVMoFz7X9MVZWhrKNskz+cVJRy8tKWPMotewC41o6Jqp76ruX5bxLqw5H/yqvnkJ9+gzLpPl7SnVNGvnYo24ZjNxblZhVuyhk76yv56hqfMzNf7UdxJ1+bDmnGANyH+5kdgzxlbBpFcenehmAs+tZuyjqzFJNuDM7acI7yU//qBIfOwYcxBIxL38Ya0GbG6zqQceYZSg/OjVt/2tZW6geX2jEG5VwHf8YZSFvqDMeoXfernjEkLziX5gDycs8Zpzxt6lOYjeBS2eA3eA9OjUt/Sc+9Oes3485Z3wwx9JH2Z+8r4zYeZfSVZ+f+jEWfzGT9V8YhTTk4BfoctuWZe4bDsWTs8qRnTM7S5AdvKQtvQNv6MreDI3Xcm3R41aY0ddQPuJZv/BmjvMwJfSrjP4Df4Fhe0kRt0J82pDsbO07lUY96VBGNhqnN+5kr0eAkhKon9v7sEFlp5OEnz4RxeNB5uTJ5TA55/psQwnuYhA4TQpp8oK5D2hBMVpM5L5u8fIzSjzIOkzMTzn/XXkx9OJvY6qYPZ20wUfRCKA+UNRYvZvqS5zAO+fmfl8h/7eVl1a5r+coDYwrAjfad1TVG+crrQ/3ckzrKGaN0Z227X4c0bQBnadrLWNKns7bVD8yWV1e/2gTwkDT3EaLpGUqX5gzcf55jS/j1T+7L/ElZZ324r4DnoywYtus+lNOn9t1bxidPug84fAL3pD5c6lNZdQLakgfUl+9/6iU9+DPWjDvjU0Yd43FW1iHf4V6MRz3/tQ0/0l0bszG6HrbfBvXruaJt+TkyLvfiOWZ88l27j1y7R+1Kd858UM8YgktjVy9tGWvmX8biLN14ndUBaT91pfn453/GrY4+gL6Dhzx75dwrfOUZpm0i1Ec/+tFFNBr2Nu9n7kTjcY97XJPnepDABMgD9yBde8C5zgssXR0T4Sc/+Um7VkaaNpSTp5xJlLbl+5/+TEjXmTSu1VE/ZdOuNoZpSXc2Ru1mopuoXgZ5DmMynkxo/7Wln7wU2te3j2zabgP/9UskzUsQSHvaSntCtmsT6Mu1sTiA+vpAuNQHxuHwITTmIWgjxEP/QF+5ztidfRhA+nU9/FAZi7p5LvL8l248s89Kvna1F3xkrNJyz/Jcq5805dT1X1l5AWkO40hd/10rq55rOPNch+34r62MVT1pQ9D38COdvIw57UlXFqRv7XkG7h3AjUMfGWs+ws7KB4zJM7RYGkLGExxkHKmrXeB+h89Qur4zRmd9SkvfKZ8PsHFqV1n9aDP35r4dQJmUG45LfXXTp7La0WfqSksZ4whetONaG9KB8eW+5Cmj3+BAWtKVp+chMs9+6K2R+uliYO5EY5dddmniqTxIL4sHnUnigZqQPlzyMoEymb342G1gQmSyqQdMtLyA/suXph2QSTdMaxm/fomIjOQZHzAhHdJMRm0bgzFr27iAsUgP6E/aENR1aGsI+lI3Y5QnzZFJr07adw0/ysOVs7LSte86baWN4cs5xJk6/sNf0t2TfrUhTRvANRxkfCF20tRR3qEt40ifzvKdtZV2pCkXSH/S8zzTl3FmHGnLM0ha2tCeQ5nUVc6RZwSP2su96xfId6SudPWGoG33O9uvttyfI6CMIzjJuOW7P20rj2hoE178D+7Th3PKJ01ZoE1j8j/3IT1tSM8h3bU8oE31/U//8uFHm8bivuRLG9Y1DunKDZ+VMv7LUz/j1Z++8l8595053QY0mGPazX3JC361bazeY1xp7jntKpd7Um845vRhXOYuKKIRrGz+ebsQDZYZHn5eXg98+KBzbdIMJ4UJEMiLOEyTJ322vWEdk1kdE8eRiSzNS+y/9HyM/U8fJqTD/4xr9oXRvjpDyFhn09VNfWXyErpvY5DnXrwkjry40mZxo6z6QzDOjEd7QNrsOPQ9bE+54FCeftO3csn34sFHPqzqJE8f6uYs3ViCS/9duy/lHEnLtfKznJA+km9M+s69ywshc7/ycx/O+nN2AGWG/9N/8N8K/fpHn8bjnOeiPX1IDxjPSlxUuAltp/+MVV1p2tnUs1GGaCZ9KTfEpfpDXGc8ee7GpT/ljBm4D89PGW2nPWfz37MBaVt65n/L+PWP+pkDktJu6so3Nu1owz3Ag+s8Q/+17f9wYSddWvCmTtrVnnTPxDWQ778+pRlLIM9QWvCMaJQiPBjavPN2IRrkiB5oJmWGajJ5sHmgHrwJZCJ40PIzEZwd8pTPpExbXlITX528LNrCymdyaj99mnwmfial+vKNMRPP5JXvUDYTNn06p1/3EdCHvo1R3/5rUxvGqB2gjjQRRZ2V01f6V8a9SB+CfO06ayt4UcaYHcGXPly7L+n5rx/3S9zhA5JxakObPoTyc1/BjXsKTpz9V0Z9/41VP8C1wzhzD8biWp+5z4wVLnGV2so8cC0995zno9/cv778h0Np6qa/9KFMPoz6CxgzHIfjTLr62oEL17l//c8+Q3XpOowTaD948187+jAW/QH5yudenYG60oND//OMlUkb0oP/3Jc24QDojyjT2NOnusNnKn2Iz/QJl8G/a23oz5ExGtOQqGk7/asrT11p2sUlqO8e9Gmc0rVjTEBZ17n/3F/Gr4w8dfQX0K771bZ+Uz7PMONX3gKWcU6Jp4K9Bz7PlWhwoEHVUXcP0iRxzkRx7Rg+VHkmlQmUdJNCOWeTzUfWtTImpsMkMmnUyQuaSSgvk9oYpCdPuyB9aF//Q0g/JnTKZWzSHP7n0Jc2jEt7xpU25A0nvf6VMy71hyBPfXUCads4gLrqSVdeP/qTrh8HUCaGA8o4jBuu9K29tOk820/uTT0gXz1nID31XStvDEmX57+z8fmg6R/4ELjWlvLG7OVX1j1JT9vKq6988qS5dig3HFfrYLAiDV6U0646Ga8xZ+7J047y0uSlvGtjGI4p5bQV0LZxBhcZp3aUl66MtvSR9jM2ZTx/H+H0l3L6ydh9kIOP9K+uOs7KOfQnP+OWFsJibElXRj2QfuXlSFo+4MqbR+rkHpyDP/0k3TUwXgfImNO/NPeZe/JfvfSvvDGYJ6mrff/VMRZlpfnv7N5BcRoNDVv0M1eiweSW0smDCniAXoQ8+DxcD9y1dIcyJl0etv8OKzovETCRpJlAQzB5fXQyoeSZPNJNdGMAeWlda8shzVhcp4zy/huP/p1NTJAXxdj1kbGkPWd52tR3IPnqgOF96G84dvnuR331Mp68vPKMKfX0Z1z5wOhb+9LV17Z+/QfODmWG/SqrHfXzHFJeOe07O9RVVruOpBmjdIB7Uc44g3t5uB3lA/pVbzhGeepknMYE0rZreeoqp73cqzIZPxziDDy/PMOUVV67cDkE7aZv48pYlU9/yrs25qRlPGlLu7iCjE9++s7qXP2ActKVccBd7sN/Y8kYUsYzkRZwLc+9Kg+k6RtoM+PQtjxjgAfPyXyHv+BZ+56jNpV1aDfvZGv01z/6hOv0paw07c7OVVW0CZTznIJr4zKm1JMuXygQ4wf6MMZh3Zbx6x/pyuA06FmL0xhip389V6IhjAhW0IMCJoUJ4OF7wF4gE8DDzAsh3X9l5Dt74Mq5DvifyZS0lPXfxDbBtRXQTl5q/aU9bfnvDJTxsiRNP8DYMplTVro+MuGVzZG+M2HTZ8pK194Q5IUAaEcZaV62fHCMT5oX1T3kBVd2dlzalg8XAeWCZ2n+G6syGVvKpp98SHNvzsbhrF6elTEZgzZTRl/A/+DE/4xdemDYf/oepmlXPWna9R8Yn3EM7xPO4Fy59GHM6vvvDLSVa/+NUT1lA/px5N6UV05a2k5Z+Na3duXr37W62jTW4C73oD2HcsN+Mx7pxhT8ZSz575w+Mo6c5cGLvoByGb8xydenced+0l5wpxyQr9qqb60AAASOSURBVP4Q/E/bKZN8eZmfSXPWfg51XcOL64xPOfMq81yZIT5duw+gjvwhSJvFJc/ysp4aYumBr+dKNIQR33nnnSfCDQAP0YPeElhpkqo/O0E21eZsOe1Jy0ug3vADknZM4EzIpDnPtjfMy/UDlRm+FKmjLy+MIx8h7WS8KfdAbasf0M8Q/J9Nk5+03K8+pOVlNwYvX+oPx5D+pA3Th/1uKm/4QusD5Jz6qTtsW5/GkjR1pBl/7kF9eEyZtOe8UlpwnnKzfSQ9Z7jZVB11za/ci7HmWn3Xs3XTrnM+5MM6yV+pX+Vy366HfWdln35z7yu1rcymxqX94TujbPrM2HLWx7B91w5jDyBi8BLQr/kwrJe0YTnltT87FunwPgvKDeeZMCylCJ/FUv//XImGkOGIhn18TRgfYit44hQPUpqz1TYRRUQ/0rIaw97KS/msAK0+lE9dbTlwGNK9LOS1+nJNnq+syZq2tWWTJWVMLoe8rG5c60c5h3xtacN/9dKetlPeWJU1dkfypJM/u5/vf//7LU8549aOMRq7/9rK2Rjcl/9Jc9aucSRd+xlPcCMth/LSU8ZZXePJON2fvh3SjEkZ/UjTVtoOvpylG2Pk60lzVl5expHxSg9+1XOd8fhvvOoYE1wbizE70pYxKWusPhoO7aTt3EueadqT7p4c2nfWR9Lz4aeYd8CRseWe/bevSu5XnvFqQ18Zn7HmvvQj3X9l5KVv1/pO+8ajD2lpy9mcNh758lLPOOBYHeOQbkzSgvuU1Y40Y9Bf7ivp8Dzbr3b1rWzGYwwO7UozLvcvzfNwVl4/rrWrHWlwoA/X8owfPtO2PPUyRu3mPpKn39yr5x3cq5NxOuvzpz/9aevzy1/+cuM0zj333P6XsnKnGJgr0bBvtsiWe+yxx+TII4+cPPnJT54ccsgh7TjiiCMmOQ499NCWJz9phx9+eLt2lq++vMMOO2yDdPnShuWHZdSzFWvSjj766EkO6ekzac7SZw/pxxxzTEtPWWVSPv0kTWj13Evqpr5z8pSz8ZNDumN4Ld+RNlI240v5pKeu8qk7bFeasTpc2wVNHdepq7x0h2t5J5xwwjQt95gywzYyHmlp3znXGUvStOXaOX055//wvlJ2pX7Tfvr1f1g3/WWsuedh+rD/tBdcyVNntr7nmPRhXq7TZvpzzuF+8hwyDufky1PfkXkmX73MH+nKp0yeu3P6Th9pSxup7zrp2lVP+dRXzrW85EtzrZzDu+d/3sHkKZcyOXsPXQ/L5N1MXso6Z5x5z9OmszTfhpzVz7fEtSN5dheUd9BBB7VvkrDpBZuHgbkSDauo8847r+2tkHj4Yzsnxv7YxrW9xzO7j8Fwz4KMbaW0YZ7rYTvD65TbmvOm+k16r80tGcNKZVdKm73Plf73xlR5m96bZVvjxvtur5Arrrhi876YVWq+UW4L34WBwkBhoDCw2BiYK6ex2Kiq0RcGCgOFgcJAEY2aA4WBwkBhoDCw2RgoorHZqKqChYHCQGGgMFBEo+ZAYaAwUBgoDGw2BopobDaqqmBhoDBQGCgM/H/00KebeA9OYgAAAABJRU5ErkJggg==)
CHÚ DẪN:
1) Mũi xuyên;
2) Má kẹp trên;
3) Mẫu thử;
4) Má kẹp dưới;
5) Giá đỡ mgàm kẹp;
6) Góc vát mũi xuyên 450 .
Hình 1 - Sơ đồ thiết bị thử nghiệm lực xuyên thủng thanh
8. CÁCH TIẾN HÀNH
8.1 Vận hành thiết bị nén
- Lắp mũi xuyên vào thiết bị nén.
- Điều chỉnh ngàm kẹp sao cho mũi xuyên tiếp xúc với mặt mẫu thử.
- Đặt tốc độ khi nén là (300 ± 5) mm/min.
- Chọn thang lực đo của thiết bị nằm trong khoảng từ 30% đến 90% lực nén lớn nhất xuyên qua mẫu thử.
CHÚ THÍCH: Đối với mỗi loại vải ĐKT có lực kháng xuyên thủng khác nhau. Để thu được kết quả đo chính xác, tùy theo lực kháng xuyên thủng thanh của mẫu thử cần lựa chọn loại thiết bị đo có thang lực nén phù hợp.
- Đặt chế độ làm việc các thiết bị tự ghi số liệu thử nghiệm.
8.2 Cách lắp mẫu thử vào ngàm kẹp
Đưa mẫu thử vào giữa chính giữa má kẹp dưới. Lắp má kẹp trên, ép hai má kẹp đủ chặt để đảm bảo không có sự trượt hoặc hư hại đối với mẫu thử trong quá trình ấn.
CHÚ THÍCH: Má kẹp ở dưới có thể đặt lên ghá mẫu (xem hình 5).
8.3 Tiến hành thử
- Kiểm tra thứ tự từ 8.1 đến 8.2 và cho thiết bị kéo chạy cho tới khi mẫu đứt hoàn toàn.
- Lưu các số liệu thu được trong suốt quá trình thử nghiệm.
- Tiếp tục lặp lại tuần tự các bước trên cho tới khi thử nghiệm hết số lượng mẫu thử.
9. TÍNH TOÁN
9.1 Loại bỏ các kết quả dị thƣờng Theo quy định của TCVN 8222:2009 và gia công lại mẫu thử, xem mục 6.
9.2 Tính các giá trị của mẫu riêng lẻ
9.2.1 Xác định giá trị lực kháng xuyên thủng thanh đối với từng mẫu Giá trị lực kháng xuyên thủng thanh là giá trị lực nén lớn nhất (ký hiệu là PT ) của từng mẫu được xác định trên đường cong quan hệ giữa lực nén và khoảng dịch chuyển, đơn vị N, (xem hình 2).
9.2.2 Xác định khoảng dịch chuyển của mũi xuyên đối với từng mẫu
Khoảng dịch chuyển của mũi xuyên (L) ứng với lực nén của từng mẫu được xác định trên đường cong quan hệ giữa lực nén và khoảng dịch chuyển, đơn vị mm.
9.3 Các giá trị tiêu biểu
Các giá trị tiêu biểu được xác định bởi các giá trị thu được từ các mẫu thử riêng lẻ với độ chính xác như sau:
a) Lực kháng xuyên thủng thanh chính xác tới 1 N.
b) Khoảng dịch chuyển mũi xuyên chính xác tới 1 mm. CHÚ THÍCH: Loại bỏ các kết quả dị thường theo 9.1 không đưa vào tính toán. Tuy nhiên, các kết quả này cần ghi lại và báo cáo riêng.
c) Đối với mỗi tính chất, các giá trị tiêu biểu sau đây cần được xác định:
- Giá trị trung bình;
- Độ lệch chuẩn;
- Hệ số biến thiên. (theo TCVN 8222:2009, mục 6)
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)
CHÚ DẪN:
PT là giá trị lực xuyên thủng thanh;
PXT là giá trị lực nén khi mũi xuyên xuyên thủng mẫu thử hoàn toàn;
LT là khoảng dịch chuyển tại lực xuyên thủng thanh;
LXT là khoảng dịch chuyển tại thời điểm xuyên thủng mẫu thử hoàn toàn.
Hình 2 – Đường cong quan hệ giữa lực nén và khoàng dịch chuyển mũi xuyên
9.4 Yêu cầu đối với việc thử thêm
9.4.1 Khả năng lặp lại các kết quả
Khi hệ số biến đổi theo quy định tại 9.3 vượt quá 20 % cần phải tăng số mẫu thử nhiều lên để thu được kết quả có giới hạn sại số cho phép theo quy định của TCVN 8222:2009 và số lượng các mẫu thử yêu cầu được tính theo TCVN 8222:2009, mục 6.
9.4.2 Các giới hạn sai số
Kiểm tra các kết quả thu được theo qui định tại 9.3 để đảm bảo các giới hạn sai số thực tế không vượt quá giới hạn qui định. Sai số kết quả thử nghiệm được coi là thỏa mãn nếu số lần thử nghiệm tính theo TCVN 8222:2009 không vượt quá kết quả thực tế. Nghĩa là các kết quả thử nghiệm đã thỏa mãn khi thử nghiệm đủ số lần và đáp ứng yêu cầu của 9.3.
CHÚ THÍCH: Kết quả thử nghiệm theo tiêu chuẩn này có thể so sánh với kết quả thử theo tiêu chuẩn ASTM D 4833 đối với cùng loại mẫu thử.
10. BÁO CÁC THỬ NGHIỆM
Báo cáo thử nghiệm bao gồm các nội dung sau:
1) Viện dẫn tiêu chuẩn này;
2) Loại mẫu thử nghiệm (vật liệu hoặc sản phẩm);
3) Số lượng các mẫu thử được thử nghiệm;
4) Trạng thái của mẫu thử nghiệm (ướt hay khô);
5) Kiểu, chủng loại thiết bị thử nghiệm;
6) Các giá trị tiêu biểu: lực kháng xuyên thủng thanh trung bình của cuộn vải, tính bằng N;
CHÚ THÍCH: Khoảng dịch chuyển mũi xuyên trung bình của cuộn vải, tính bằng mm, khi có yêu cầu.
7) Các giá trị riêng lẻ như: lực kháng xuyên thủng thanh của các mẫu thử trong tập mẫu thử nghiệm của cuộn vải, tính bằng N;
CHÚ THÍCH: Khoảng dịch chuyển mũi xuyên của các mẫu thử trong tập mẫu thử nghiệm của cuộn vải, tính bằng mm, khi có yêu cầu.
8) Biểu đồ quan hệ giữa lực nén và khoảng dịch chuyển của mũi xuyên (hình 2);
9) Người thí nghiệm;
10) Người kiểm tra;
11) Ngày thí nghiệm;
12) Điều kiện về nhiệt độ, độ ẩm khi thử nghiệm;
13) Các thay đổi về điều kiện, qui trình thử so với tiêu chuẩn này nếu có;
14) Thông tin về kết quả bị loại bỏ kể cả nguyên nhân không dùng các kết quả đó để đánh giá các trị số tiêu biểu; và các mục khác khi yêu cầu.
11. LƯU MẪU
11.1 Mẫu lưu có diện tích không nhỏ hơn 1 m2 .
11.2 Mẫu lưu và điều kiện tiểu chuẩn theo quy định của TCVN 8222:2009.
11.3 Thời gian lưu mẫu tối thiểu là 28 ngày
Xem thêm: Tiêu chuẩn kéo giật
Xé rách hình thang
Lực xuyên thủng CBR
Áp lực kháng bục
Kích thước lỗ O95