Cách tính toán lượng dầu có trong két
NGUYÊN TẮC CHUNG:
1. Đo nhiệt độ và chiều cao chất lỏng cũng như nước ở trong két:
Độ chính xác của chiều cao cột chất lỏng lấy đến 0.5cm đối với từng két.
Nhiệt độ dầu: Khi lấy theo nhiệt độ C thì độ chính xác là 0.1°; Khi lấy theo nhiệt độ F thì độ chính xác là 0.5°
Công thức chuyển đổi nhiệt độ: °F = 1.8 x °C + 32
2. Hiệu chỉnh giá trị đo ullage hoặc innage.
3. Kiểm tra tỷ trọng S.G (Specific gravity)/API.
4. Tính tổng lượng hàng trong két (kể cả BS & W).
5. Chuyển đổi Gross M3 sang Gross BBLS (Convert Gross M3 to Gross BBLS):
M3 x 6.28981 = BBLS
6. Chuyển đổi Gross BBLS to Net BBLS:
Nhân với VCF từ bảng 6A-ASTM.
Ví dụ:
Có 255.000 barells dầu thô đo ở nhiệt độ 71.5°F, tỷ trọng chuẩn 32.6°F API ở 60°F. Tìm Net volume ở 60°F.
Giải:
Với 32.60F API so với giá trị bảng 32.5°F thì số gia nhỏ hơn 0.5°F ta không cần nội suy. Vì vậy ta có thể vào bảng ASTM với giá trị 32.5°F ở cột API Gravity at 60°F và với gía trị 71.5°F ta có VCF là 0.9947.
- Net Volume: 255.000 x 0.9947 = 253.648.5
7. Đổi Net BBLS sang long tons (L/T):
Ta sử dụng bảng nhân 11- ASTM.
Bảng này cho ứng với từng khoảng giá trị 0.1 API, nội suy khi cần thiết và lấy 5 con số thập phân.
8/ Đổi L/T sang M/T: L/T x 1.01605
TÍNH CỤ THỂ CHO TỪNG LỌAI DẦU:
1. Các định nghĩa/khái niệm:
a) Khối lượng riêng
- Khối lượng riêng tiêu chuẩn ρt của dầu mỏ:
Là khối lượng trong chân không của dầu trong một đơn vị thể tích ở nhiệt độ t nào đó. Thứ nguyên của khối lượng riêng là g/cm3, g/ml hoặc kg/lít, kg/m3.
- Khối lượng riêng (Density) 15°C:
Là khối lượng trong chân không của một đơn vị thể tích dầu ở điều kiện chuẩn 15°C, ký hiệu là D15 hoặc d15.
Các quốc gia đều có quy định khối lượng riêng tiêu chuẩn của quốc gia mình để đo lường dầu mỏ. Việt Nam và Nhật Bản lấy khối lượng riêng ở 15°C, Trung Quốc và một số quốc gia ở Châu Âu lấy 20°C, Anh, Mỹ lấy 60°F làm khối lượng riêng tiêu chuẩn.
b) Tỉ trọng (Specific gravity – S.G) của dầu mỏ
- Tỉ trọng của một chất lỏng nào đó là tỉ số của khối lượng chất đó ở nhiệt độ t1 với khối lượng của nước cất có cùng thể tích ở nhiệt độ t2, còn gọi là khối lượng riêng tương đối (Relative Density) ký hiệu là S.G t1/t2 hoặc Dt1/t2
- Tỉ trọng 60/60°F (Specific Gravity 60/60°F) là tỉ số giữa khối lượng riêng của dầu với khối lượng riêng của nước trong cùng điều kiện chân không và nhiệt độ tiêu chuẩn 60°F, viết tắt S.G 60/60°F.
- Tỉ trọng API ở 60°F (API Gravity at 60°F) là một hàm đặc biệt của S.G 60/60°F được biểu diễn bằng công thức:
![](data:image/png;base64,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)
Nhật Bản áp dụng S.G 15/4°C; Anh, Mỹ dùng S.G 60/60°F, Trung Quốc và một số quốc gia ở Châu Âu dùng D20/4°C. API at 60°F được sử dụng tại các cảng của Mỹ. (API – American Petroleum Institute).
Đơn vị đo lường:
Quyết định số 1780 của Bộ thương mại 26/12/2000 ban hành trong đó qui định đơn vị đo lường trong giao nhận hàng hóa được dùng ở Việt Nam như sau:
- Dung tích tính bằng lít ; m3
- Nhiệt độ tính bằng °C
- Khối lượng riêng ở 15°C tính bằng kg/l ; kg/m3
- Khối lượng tính bằng kg ; tấn
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)
c) Quan hệ giữa các đơn vị đo tỷ trọng qua các bảng tính:
1. Bảng 3-ASTM:
Chuyển đổi từ API Gravity at 60°F sang S.G 60/60°F hoặc D15°C:
![](data:image/png;base64,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)
Ví dụ: API Gravity at 60°F là 62,15 API đổi sang D15°C.
API thay đổi từ 62,10 đến 62,20 là ΔAPI = 0,10
Thì D15°C thay đổi là ΔD15 °C= 0,7307 - 0,7303 = 0,0004
Khi API thay đổi từ 62,10 đến 62,15 là ΔAPI = 0,05. Thì ΔD15°C = (0,05 x 0,0004) x 0,10 = 0,0002.
Vậy tương ứng với API Gravity at 60°F là 62,15 thì D15°C là 0,7303 + 0,0002= 0,7305 Kg/lít.
2. Bảng 5-ASTM:
Đưa API Gravity ở nhiệt độ bất kì sang nhiệt độ chuẩn 60°F:
![](data:image/png;base64,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)
Ví dụ: API Gravity của một sản phẩm dầu nào đó ở 76°F là 38,4 API. Tìm API ở nhiệt độ chuẩn.
3. Bảng 54B-ASTM (VCF Table):
Chuyển đổi thể tích dầu thương phẩm (trừ dầu thô và dầu nhờn) từ nhiệt độ thực tế sang thể tích ở nhiệt độ chuẩn 15°C.
![](data:image/png;base64,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)
4. Bảng 56 -ASTM (WCF Table):
Bảng này nói lên sự tương quan giữa kg/lít và lít/tấn tương ứng với Density ở 15°C. Hay nói cách khác là ta tìm khối lượng chất lỏng ở nhiệt độ 15°C thông qua bảng này. Bảng này cho ta biết khối lượng trong điều kiện không khí của 1lít xăng dầu ở 15°C và thể tích đo bằng lít của 1 tấn xăng dầu.
![](data:image/png;base64,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)
5. Bảng chuyển đổi tương đương giữa các đơn vị đo thể tích của xăng dầu theo hệ đo Anh, Mỹ ra hệ mét (theo điều kiện nhiệt độ chuẩn):
![](data:image/png;base64,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)
Bảng này dùng chuyển đổi các đơn vị đo từ US gallons, hoặc Barrels sang đơn vị đo lít hoặc m3.
Ví dụ: Một lô xăng dầu có API Gravity ở 60°F là 22.23 API có thể tích là 129,063 US Galons. Hỏi thể tích đó ở 15°C là bao nhiêu?
Với API như trên ta thấy 1 Galon ở 60°F tương đương với 3.7838 lít ở 15°C. Vậy:
129,063 US Galons x 3.7838 = 488,349 lít ở 15°C
2. Tính toán đối với dầu thành phẩm:
Bước 1: Tính TOV - Total observed volume (thể tích chất lỏng ở nhiệt độ thực tế).
Bước 2: Tính (FW + S) - Free water and Sediment (thể tích nước tự do và cặn).
Bước 3: Tính NOV - Net observed volume (thể tích của dầu ở nhiệt độ thực tế):
NOV = TOV – (FW + S)
Bước 4: Từ nhiệt độ thực tế to và tỉ trọng (hoặc khối lượng riêng) chuẩn đưa vào trong bảng ASTM ta tìm VCF (Volume Correction Factor); tùy thuộc vào hệ đo mà ta có các cách tính sau:
1. Tra vào bảng 53(A,B,D) hệ mét; bảng 5(A,B,D) hệ Mỹ; bảng 23(A,B,D) hệ Anh, để tìm tỉ trọng ở điều kiện chuẩn Density 15°C.
2. Tiến hành tra vào bảng 54(A,B,D) cho hệ mét; bảng 6(A,B,D) cho hệ Mỹ; bảng 24(A,B,D) cho hệ Anh để tìm số hiệu chỉnh thể tích VCF.
Ta cũng có thể tiến hành chuyển qua lại giữa các tỉ trọng chuẩn giữa các hệ nhờ vào Bảng 3 "chuyển tương đương tỉ trọng API Gravity về Specific Gravity và Density 15°C" trong bộ bảng ASTM/API/IP – Petrolium Measurement Table
![](data:image/png;base64,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)
Bước 5: Tính NSV - Net Standard Volume (thể tích ở điều kiện chuẩn):
NSV = NOV x VCF
Bước 6: Tìm WCF - Weight Correction Factor (hệ số chuyển đổi khối lượng):
Từ tỉ trọng chuẩn đã tìm được ở bước 4 ta đi xác định hệ số chuyển đổi khối lượng WCF (Weight Correction Factor ) dựa vào bảng 56–ASTM
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWEAAACDCAYAAABcBKrqAAAVMklEQVR4nO2dz5LiRrrFTzJ+EwOOrql5AKR+gAs4wrW4XcvbdzOpWhnGMbVy727Pqh1BameYjXvp9gZHGGn2d4p5gGmXw0j3UZrvLiQgBeJPU4AEfX4RRICk/PQnpUPqU+aRAiAghBBSCJ8BgAh1+FSEnkJr4MBED+hUi96afJRSPCfOiEqlgg8fPkApVfSmnJ7Qh1/rlPZa2kalUkGl6I34pAg9vL6KIPIKjy99xEVvDyHnTvN8BXhGYSIc+y6UUisfLzzCykIPSnk4SOgNsUJv837EE+C2XQXQxM31I6LMTB/u/Di48OMYvkeh3sbyeeSFS9N2OqFC+H4MIIQ3P/7H3vLLJ/afo2LXTSCruc/Yx/PKmnlzZvWTV7YC5QU49xs3KYxAC+CIiezfEGc+4ThExkiwT8F0+wC9Wj7QorcEDfRiX+3vs7iL8pEYBwLHyHGPRD6FnhP7EBlx7PMoPX7b6mNOYBZlV2KVH6WUTKfTojcjn8ATpRwxk/ztW74Wc69Nq37s+YFJro/IuKKDqZT0CGxEKSXFpiNqV3Ds380+IuNg3H1zmFZrHqGHWvdxv7LNPiQy2W0GAMTwXw8waCm4G5pQtatr69c16tVFWcdE6Ddn86roPAiC5dYy2YEQnnoJvBXreG4pMQHaZ35LW1pqz3KulwXVTgfzagrvUP/L48rziHn9ZObHqLU7qAKodv6JflPhXDPipcsJV9u3cDDAcKbC1m26u3LLOPtu33bG8F37tn5p+dYAwAAtpeCFVnk3ufWf3cp+bFqk/VYgEuC6W5vHWtm3OvBulOzD8P0VagAQj/Bu7KRpiizNfh876ggBgJEHpYa4kdWHnqvprzTlEPsYog1qcDGEdxW4fgRBiLv2ACIDtCuVRXoi9vEz2vh8Zf7nwOg5KpXZ9WsQCQCEuKtUoJQLEwXwKpVUH8qdsiiuLZ536xcZcea35oHo+S15IHq2bLrMPC0QGXFm3wM9T2dERlvL22WtdMLybwlEb7qPXVl+ZYENt8JpmmElBVOu299Cz4l9mJ8PWErr2PNndRaItpZZuf1lOuKwREbcNemIyLiiAHHMJEklREZcpSWw9iVTP5n5gXiz72nKozdbR2TEVUoALaPpdF5uVMJjVHw6YhvhEINxFzWloFQLA4zxOL8/d2Aiu6X4HpMYQO0K6NaglIeo09/+5LTawVvzHq1Z0zccAjdPaX9W0b518H6S2xZG50EgdkttOSVD9sSBiQSRcTBoLT1Yq9ZxPTs/UMPV/IDHGKHOu42CqHb+iZG3KYmwqX6a+H7aR1OpecojG6kBM/kerXm3vfeISvqwtXQiHI/eYQy90EEdQETmn615vmoHDyKIzPs05bB9ndXOK+jB66RHwvAK9we4Kq/rO97gVuu4xjhNU2SJfY9P6T+SaucBkQG6NVuIm+gH1+jWFJSqoXsdJOdRPALqlODSsq1+wrskHVHr4kHOd9RZsSIcPWJs/w491LpjOOY++fdr3kAPWpaQhgi3iWrowfVjVDsPkEBjMNwludvEvQG6tRoebzpPzA+GePPu9iOEvIl+oDHu1jJ/GLHv4iXuz74P5ElYOo+qnQcEeoxubfYnHMJ7fYVo9mee/pNTg09A9Fv2GgcAhLh77iPeopob6ye8Q+X1M/z+QSCRgauWW8LnRSG5kMg48xweNuXz5t3CZjngJKe39vfK8rM87KzL12L5bFe4QPTGXG/etsx3xspJbomxU+zjd9PbRFHnxD4sn0c6kJVjCcfJ5IyTaVq0WTnZls6t86CsOeFZzjfvOnfMRCbWfD2aylQC8ZRK5vdGYnLqZzG/Jzr9vqhfR3qT0WI6tIymwdLvch0npZSo9II7lsCfESF8v4YOm54XOGx5uW5j+O5L4G15h45/DJ/0sOUzh8OWLWJ/yM6iF0rotfDOnhCP8A63rG5SCj55EZ4NNWb+9XJp9tP+27M+wi+Btw9Pzf0TchiYjiArXF464rJhOuJ8qVQqiQgXvSGEEPKpQj9hsgJbwucFW8LnCx/MEUJIwVCECSGkQCjChBBSIBRhQggpEIowIYQUCEWYEEIKhCJMCCEFQhEmhJACoQgTQkiBfHIiHPtu9kWcobd46WMyAZ6y35qc/P7YF3+S4mAdnxex/xwV109f1In0jRkuzGIC7ioVuCZKPRaS38nLQO3v5wkNfMgKHLZ8XnDY8vnCYcuEEFIwFGFCCCkQijAhhBQIRZgQQgqEIkwIIQVCESaEkAK5UBFO+n2qTF/QvMW8xcsf13QSjX03mW/3O7XL500nR+C4dTp74Wtu/B1ikjWEd6hUPAQrXR6T/r3J8Y4yfXxj/zkqleR4r/T/De/m85RrFn2Lc1ddQUWtiVMy5LKIxDgQHSx/XyYQDS2BVcYx0UocOEaivOJb558v5TsnjlyngV7EC7QAdvxtMYtHKSXT6bTozVgl8EQpCKBllNm+SIyrRAdTmWa+i0hkxDNR8j3wRCm7bCCeUqJHi3KOmUjungeeeLOYJUYpJZcnwpERx77IAi3IuWIj42SnBzpzcQYaueUW5bUYoynCp+BEdSrWcjOh3RazDJRWhEVEIiOu0hLY2xcZcV0jk7m2eqJ0IKu7EIjnGomm1m/liEkLRsYVN1eEE4FWgDi9NSJdEpRScnHpiHj0DuPrOqqzCbUrOO8n21MGtSs440dEABD7eD3QMFev09tQD5mb0NjHG9yjUz/89pNVTlKnGRzctqv5s+yYZC/i0U8Y/9Guz2dwfl2tz/DuZ3z1v1+jOh8I2MRX+l/4y3/7iCTEm59e4Ieva8gbJ9j+YYqpBPjTN1+gsiVtUTQXJ8K55Fw01fo1MHi98BOIHjF2rlBDetFrAHgLkQjGGaBl5QLDEXDfWXORktNw4DpdEGKIV5hV76aY5ICMHxEj6xXR6vfReu5nBLT5/QQ99Q2+qAyXBNqmimoVAJr4fjqBUd/gu7C8OeFPQ4TzLppmH4Eeo1tLk/ytAWC3tnCDTqcKoIrOKw0MhknLKfQwrHdACS6YQ9apRegNcdNvfkRMchCcK1Tnbdomvp9OIZGB+68lAQ2/w2/ffsDE/Iov//DcMvlZRxXtFw5+jcr7+PziRLjavs3eqkaP2VtZi2ZfICIQCaDhwNwnF1+1fg3YMWpXcNKLPhwOMGhZF+S4i9rGW1vyVI5dpzNi38Xwpo/mjjHJflTbL7Lph+i3bHpivmAH32pgrs2xj+dtwVf/AVQ7/8Skp/DNd//ALl5T1/Vy/20WnJo+NLs+SZ8tbsTB8jKBaGua/aAmQwkf0hyC8p0TJ6jTQGd+B2apXnNjloOzezC3qXdEhkA8u2xkxF16MJf/QG8phv0QsGRcZu8IkfkFAyyLp3Uhpl2RMO9+tD7G2ifqFOHTccQ6jYyTllt85uvYFrMElFaE513UcrqpRUZcNTvWix4MkXHXl9kY0+q+FhlxE3HLj1EilFJCP2GyAv2Ezwv6CZ8v9BMmhJCCoQgTQkiBUIQJIaRAKMKEEFIgFGFCCCmQCxXh41tZ2taHdDc8Bcet0/m0vPqkleX+HNTKMob/fGFPuYudJcI7VJaGPpeNCxThGL7bAgKBSITbd7U1IhnCawGBJMuZ962lizuG7yrU3t0iEoE8WEOVQw/Dm9koKkGfA6iOzJHrNPbxBm+T+gw0Bi17BOS2mGQt4R0q7X7OiLYY/vM2ZPQBU4lw+9MXuJsNTY59fIcf8GEqkMDD37+8QzgLEI6AH6aYptedRAbe7Zdr/CPS9fxtgJ2G1BVMgV2Vj8DRbQ9TT9qVQQOXQ+nOiZNaWQairTK0snwiB7WyXA7tiVk3czbfaFFOuUfMXVxL+BS2h+23iY/AdbfGN2ucgFNaWYbeEDcPGwyaaGX5ZPa3ssxEwei3Z2h/vqYZHPv4Dn/F13WFXK/LEnFxIpzLQW0PFzZ5fYlg0MUbpglPz8GtLJOcc2swQMv6Y6WV5YnY0cpyTjzCb8/aWKfB4Qj4a6dadv0F8KmI8JFsD4Eq2rcO3k/YFj45B6/TJvppntEZW3+stLI8DbtaWabEo9/wrP15vsiGd/i5/jU+P+4WH4yLE+FT2R7alN0m79w5aZ1WO3ild4tJ9mNvK8s5m1MR4c8DDFppL4pWH/LQRT23h0Z5KDg1fWhOaGW59BDnUijfOXHiOs1zTKOV5X4c0srSjrnVwnIWwhNFK8sCOKaVpT29xPaGT6GU58TJrCyXytLKcn+OYWWZLrMq2vabmJe2oeQiTCtLsgKtLM8LWlmeL7SyJISQgqEIE0JIgVCECSGkQCjChBBSIBRhQggpkAsV4eNbWW6bRw7NaeoUobc6nVaW+3NQK8ucZWhlWUZOYGW5cR45PKeo03T+68FHxiRrObSV5bxsBfV3/4nfPwjkoYsarSxLxglsD3ezRDxfSndOnMjKMjJajMmWoZXlEzmwlWXgKVF6tNNoOVpZFsTRbQ93tEQkh+MkVpaxjze4R6f+ETHJXuxtZRn7+Nvgz+g9+xv+8IekDtf6QdDKsmQc0PZwuyUiOQkHtrIMR8B9ZzWpRCvLE7GDlWU8+gnjPwOi3mI6jWDcv+PLuzA320Ary7JxcNvDXWwuyVE5ZJ2GHob1NXl9Wlmehp2tLG/Q+Tqtw2818PefES4/uqOVZbEc2/bwY20uydM5dp2GwwEGLUtkx13UrHQFrSwPy75Wlqt1+Cytw2x7l1aWhXNs28NdLRHPl/KdEye0slz34I1WlvtxUCvLrFNa4KmMA1suZ+CidoEiLMe1stw27wIo5Tlx7Dqdh1sSYVpZ7s8xrCwjI24iXIJMLwlaWZILglaW5wWtLM8XWlkSQkjBUIQJIaRAKMKEEFIgFGFCCCkQijAhhBQIRZgQQgrkQkX4mN6ziR3ivBz9hE/E8f2EQ29Rp5mi9BPenyP4CYd36Wi4XfyGNyxTFi5QhI/sPRuOgLezYawCiQz0bZteAkflBH7CoYfhzaJe+81dY5K1HMNPOLzDz199wIdZPbXUqknPVk/i8lHccJFjcCLv2UUcLRc2arl8I+aOXqfJUGisjMajn/CTOaifcDLEWQHi9LYMV16KUeYRcxfXEj6J9+xibRg9XqHNZvBROUWdtt8mBj3X3drm9BL9hJ/M3n7CANo/TDGVAH/65gtUtr3ayIqx/u0bxXNxIpzLgb1n58QjPF4xFVEIB63TKqpVAGiiLxEMungTbo9JDsgOfsJ2PX0/ncCob/DdP9ble9fFKB+fhggf3E84IR494orN4GI4Up0CVbRvHbyfxDvGJAdhZz/hGVW0Xzj4dbLunmWXGOXg4kT42N6zC5iKOBWnq9MF1/VFdPoJH5Z9/YTz+GN9ywW4Q4wyUHBq+tCcyHs2MuJcoI2lSAkfzJ3ST1gC0fQTPhwH9RNemrf0EtB8NsUoHvoJP8F7NjJOKS/IQ1DKc+KYdWpPXy5LP+H9ObSfsO0lvOI1vPATnmzzJC4R9BMmudBP+Lygn/D5Qj9hQggpGIowIYQUCEWYEEIKhCJMCCEFQhEmhJACoQgTQkiBUIQJIaRAKMKEEFIgFGFCCCkQijAhhBQIRZgQQgqEIkwIIQVCESaEkAL5ZEU49t3su8RCD0q5i9fYpK9Y55t1z4ePr9Pkd/KWI/s7OTWx/xwV13oNUXiHSsWFWUzAXaUC10TpGzKS32V/nf0u0MqSrEAry/OCVpbnC60sCSGkYCjChBBSIAo4+5QKIYScLZ8x90cIIcXBdAQhhBQIRZgQQgqEIkwIIQVCESaEkAKhCBNCSIFQhAkhpEAowoQQUiAU4U+eGL6roFTOxzbDyRTx4W41u5nFtQ109l1u11j7YO//mvjp/q49Hnkx/ezBCb3sOkJ/Fmvz8Y9CD5XZ99xV+XArCsoLOerqXBHyiROIMZGIiETGESf9LhJJEET5JbQjJn9WlsiI4xjZuuhOy0US7bLOjyUwG/YlEuNAsMs+2CE1BDqwJ1i/05jz3zsc/0CLgpZgmrd9Shwz+YitI2WDIkxSIjGOLa5PF72sqGxeztasXDaK5b6kgoi8P5Vk3i7bnyHQorXOlFs5DpERvRJ3/fEPjCNOjggHWiXbTg0+a5iOIAnxCO9wi3Z18ftlTUEpD2Hsw01vo2PfhVpKRSzfaqcBMHoH3Lar8/n56YsYo3fXwDCNsbxQ6CXTW4/AyE3nJ96/SnkIrfUvis7mb0utVNF5EEhwjW4tm4qI/ZfojoFxt7Zh25cJ4Q1vcH/1PruWzitcd2sLH+NqB/1ONVt0+fijimo1iTnBK9w67zH5P3v7XAyvenCcW7Rru2wbKSsUYQIAiH/5EfKijYUGdPAQaEADw/96xHXjGvVqIigaGjfNZLHQU2ghgIgg0JbBdvwLfpQXqP/iYHgjCPSaFYdv0B0PgBuBRD00BkPM9C42DlQLCEQgcoPH7hj6pgnENdwHGtA3qJnl+CG8pBBEBBJoQAeQhw6qazYBzT4CPcbjPOka45cfx2j0oiRG1MO//8dsyQfHMM4QN/0moscxruv22proS4QXP9agnPw4K8d/vju/Q9pN1K/tY2vwRt7iXtaUIedFwS1xUgoi6TUa0lu6Qw40pNHoSZCduMhnBlrQ6OXmS6NeQxpai+5FIhKIhpa8jEOg7fVay0U9aWTKZGMEGqK1lsZy/KgnDWubAo10mS1HoNdYpES2rHtdeSSOhAKsHsvF/i7li5PSucdfRCToJfsSaCU6mCbb0uhJtKEMOS8owmRFuBIS4ektJYYDjblYZYQrG1B6DUhDB0nMzIOppXXY67WWs9czW5f9MEsD2T8Da+FAYyGIW5PNszKWyEY9aSw/WEu3MyO2s22PeumfzWzfF+IY9Zb+xPKOde7xT/azlwaKeg1p9KLFdq4tQ84NijCZX+AZcoVztTU6LxfoxfclEVsWVHsdmTLLLV1L7AErRqYFngh+VrD19hZioDPxMvufEbhE8Ndq+YoYbjhGkn+sc4+/iEjQs8S8IQpIW8NJy7jRm2Ri2PPJ+UAR/qRJW5TpxxaCXOEMdPZ2O+pJI6fFmS07W0ferbO9/uztvt3ibPR6mRib4yeivLUVPN+X/OXs9a8Ls1jGTqHYKYmkJZvbel7Zf/v4W/sw6xUx+9OIetJQsLZtOt8WivB5okTo6k4uh9Bz8Pv9GN0qkp4VrQF0IOg3i94yQvL5rOgNIORghB5a/75FNOsu0OxDAsD5PQaa7ENAyglbwuSCiGGcGv7yL2uSDiBsBpMSQxEmhJAC4WANQggpkP8HOY4TUv2aFKoAAAAASUVORK5CYII=)
Bước 7: Khối lượng của hàng:
W = NSV x WCF
3. Tính toán đối với dầu thô:
[Các đơn vị quy đổi về hệ mét (Việt Nam), điều kiện chuẩn ở 15°C]
Bước 1: Đọc mớn nước mũi, mớn lái xác định hiệu số mớn nước của tàu: t = da - df
Bước 2: Xác định góc nghiêng ngang của tàu.
Bước 3: Từ hiệu số mớn nước (trim) và góc nghiêng ngang đã biết, cùng với giá trị đo ở két hàng được xác định bằng thiết bị đo, ta tiến hành hiệu chỉnh độ vơi của tàu bằng "Bảng hiệu chỉnh độ vơi" trong tư liệu của tàu.
![](data:image/png;base64,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)
Ví dụ về bảng hiệu chỉnh độ vơi
Trường hợp nếu trên tàu không có bảng hiệu chỉnh độ vơi thì có thể tính lượng hiệu chỉnh như sau:
- Tàu nghiêng ngang: lỗ đo không nằm ở trung tâm của khoang thì lượng hiệu chỉnh độ vơi AB1, tính theo công thức:
AB1= AC1 * tgӨ (m)
AC1 – Khoảng cách theo chiều ngang từ tâm của lỗ đo đến đường trung tâm dọc của khoang.
Ө - Góc nghiêng ngang (0)
- Tàu chúi (mũi hoặc lái): thì lượng hiệu chỉnh AB2, tính theo công thức:
AB2 = t * AC2/Lpp
AC2 – Khoảng cách theo chiều dọc từ tâm của lỗ đo đến đường trung tâm ngang của khoang.
t – Hiệu số mớn.
Lpp – Chiều dài giữa hai đường vuông góc mũi lái
![](data:image/png;base64,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)
Giá trị độ vơi sau khi đã hiệu chỉnh (uc) = giá trị đo (uo) + lượng hiệu chỉnh (Δu)
Bước 4: Lấy giá trị độ vơi đã hiệu chỉnh ở trên tra vào bảng dung tích của từng khoang, ta xác định được tổng thể tích của hàng hoá trong khoang hàng (bao gồm cả dầu hàng, nước tự do-FW và cặn+nước - W+S) là T.O.V (Total Observed Volume) tại thời điểm tính toán.
Bước 5: Dùng các thiết bị dò mặt phân cách dầu nước, xác định mức nước tự do F.W (free water) là nước đã phân lớp nằm ở dưới dầu trong hầm hàng và tính thể tích của lượng nước đó, nếu có.
![](data:image/png;base64,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)
Bước 6: Ta đi tìm thể tích hàng gộp thực tế GOV bao gồm cả nước và cặn (W+S) (Gross Observed Volume), lượng này chính là thể tích toàn bộ dầu trong chuyến vào thời điểm đo nhiệt độ, bằng cách lấy tổng thể tích hàng hoá các khoang TOV đã biết nhưng bỏ đi lượng nước tự do (F.W) ở đáy khoang:
GOV = TOV – FW
Bước 7: Căn cứ nhiệt độ đo được của dầu trong khoang và khối lượng riêng/tỉ trọng thực tế đã được phòng hóa nghiệm cung cấp khi đem đi phân tích mẫu:
- Tiến hành tra vào bảng 54A, 6A...(ASTM/API/IP – Petroleum Measurement Table) để tìm số hiệu chỉnh thể tích VCF (Volume Correction Factor)
- Đồng thời tra vào bảng 53(A,B,D) hệ mét; bảng 5 (A,B,D)hệ Mỹ; bảng 23 (A,B,D) hệ Anh, để tìm tỉ trọng ở điều kiện chuẩn Density 15°C.
Ta cũng có thể tiến hành chuyển qua lại giữa các tỉ trọng chuẩn giữa các hệ nhờ vào Bảng 3 "chuyển tương đương tỉ trọng API Gravity về Specific Gravity và Density 15°C" trong bộ bảng ASTM/API/IP – Petrolium Measurement Table.
![](data:image/png;base64,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)
Trích ví dụ Bảng 3 -ASTM
- Đo nhiệt độ dầu hàng: tính nhiệt độ đo được ở 3 vị trí trong khoang hàng (trên, giữa, dưới ) được T1 , T2 ,T3 rồi tính nhiệt độ trung bình trong khoang:
T = (T1 +T2 +T3 ) / 3
Bước 8: Tiến hành xác định thể tích hàng gộp chuẩn G.S.V (Gross Standard Volume), đó chính là thể tích hàng gộp thực tế G.O.V nhưng đã được chuyển về ở nhiệt độ chuẩn:
GSV = GOV * VCF
Bước 9: Xác định tổng thể tích nước và cặn có trong dầu hàng (Water + sidement) nhờ vào tỉ lệ nước và cặn, tỉ lệ này có được khi người ta phân tích mẫu dầu trong phòng hoá nghiệm:
Tổng thể tích (W + S) = GOV * (W+S) % /100
Bước 10: Tiếp theo ta đi tìm thể tích thực của dầu tại thời điểm tính toán NOV (Net Observed Volume), đó là thể tích toàn bộ dầu hàng nhưng không tính nước và cặn (W+S) cũng như không bị lẫn nước tự do FW ở đáy:
NOV = GOV - Thể tích (W+S)
Bước 11: Tìm thể tích hàng thực ở điều kiện chuẩn NSV (Net Standard Volume) không tính đến (W+S) và nước tự do FW.
NSV = NOV * VCF
Bước 12: Từ tỉ trọng chuẩn đã tìm được ở bước số (7) ta đi xác định hệ số chuyển đổi khối lượng WCF (Weight Correction Factor) dựa vào bảng 56–ASTM
![](data:image/png;base64,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)
Trích bảng 56
Bước 13: Bước này ta đã có thể tìm được khối lượng hàng thực chở trên tàu:
W = NSV * WCF
Bước 14: Nếu cần thiết, ta tìm có thể đi tìm tiếp thể tích tính toán TCV (Total Calculate Volume):
TCV = GSV + FW
TCV là một chỉ số tham khảo đối với Đại phó khi trả hàng tại cảng dỡ. Vì trong hành trình tàu không kiểm soát được nước lẫn trong hàng hoá, nước tiếp tục lắng trong hành trình và tạo ra thể tích nước tự do nhiều hơn tại cảng dỡ hàng so với tại cảng xếp. Vì nước tự do không được hiệu chỉnh với nhiệt độ, nó phải được cộng vào GSV để có thể so sánh chính xác TCV "sau khi xếp hàng" và TCV "trước khi dỡ hàng".
Bước 15: Tìm toàn bộ thể tích hàng thực nhận lên tàu TRQ (Total Received Quantity), là hàng xếp lên tàu bằng cách lấy TCV trừ đi hàng có sẵn trên tàu OBQ/ROB (On Board Quantity / Remaining On Board):
TRQ = TCV - OBQ/ROB
TRQ cũng chính là thể tích hàng hoá phải giao ở một khoang hàng nhất định. Đây chính là con số đưa vào Vận tải đơn (Bill of Lading) sau khi hiệu chỉnh bởi hệ số kinh nghiệm của tàu VEF (Vessel Experience Factor).
Bước 16: So sánh số liệu nhận tại tàu với số liệu xuất kho cảng. Sau khi tính toán xong, Thuyền trưởng phải công bố ngay kháng cáo "Letter Discrepancy" khi số lượng hàng trên tàu khác với số lượng trên bờ cũng như thành phần nước tự do trong hàng hoá. Dùng hệ số kinh nghiệm VEF để so sánh số lượng hàng trên tàu và trên bờ.
4. Tính lượng dầu hàng (dầu thành phẩm) còn lại trên tàu:
Như chúng ta đã xem xét ở trên thì rõ ràng là dù có tính toán tốt đến đâu thì số lượng hàng nhận được khi xếp hàng là dầu thô cũng đều khác một chút so với con số được ghi trong vận đơn. Lượng hàng sai khác (ship’s figures) tồn tại là do lượng dầu cặn hay là dầu lắng xuống đáy khoang mà khi dỡ hàng ở chuyến trước chúng ta không thể nào dỡ hết lên được hay cũng có thể là sót lại trong khoang được rửa bằng dầu thô "cặn khô (dry residues)"; lượng này cũng có thể là lượng dầu lẫn trong nước rửa "cặn ướt (wet residues)" được chuyển về két slop khi ta tiến hành tráng lại khoang hàng bằng nước biển.
Lượng dầu còn lại trên tàu (residue on board) = cặn khô + cặn ướt
• Tính toán lượng này đối với tàu dầu vệ sinh hầm hàng bằng dầu thô được thực hiện nhờ vào bảng tính (RESIDUE CALCULATION SHEET) hãy xem một ví dụ như sau:
![](data:image/png;base64,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)
+ được rửa ; - không được rửa
(5): Lượng cặn ướt thu được trong két lắng sau khi rửa két, còn gọi là "the so-called slops". Nó còn tính đến: cặn thu được từ các két đã rửa, dầu sót trong đường ống, dầu hàng sót lại ở những góc trong két ở những chỗ vòi phun không phun vào được, trong quá trình tráng lại bằng nước biển chúng lẫn vào nước và đi vào két slop. Thường cước phí cũng tính cho lượng này.
(6): Dùng đầu dò mặt tiếp giáp dầu nước để xác định mặt phân cách của lớp nước lắng ở đáy két slop, thải lượng nước này đi sẽ cho ta phần dầu bên trên; tuy nhiên là vẫn còn một lớp nước ở chỗ tiếp giáp với dầu mà ta không thể nào thải đi được, lượng nước này ước lượng chiếm 20% của lượng dầu lắng do đó để tính lượng dầu thực trong két slop thì sau khi trừ nước phải nhân 0.8
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)
(7): Lượng này là lượng còn sót lại trong đường ống; dầu được các bơm vét chuyển đến két slop khi vét dầu trong khoang hàng mà sau đó không thể bơm hết toàn bộ lên bờ được.
(8): Dầu hàng bị lẫn trong nước khi tráng lại khoang bằng nước biển được chuyển về két slop, mà các bơm vét không vét sạch được trong khi vệ sinh bằng dầu thô.
(9): Ước lượng số dầu còn sót lại trong các két giữa khi các két này không được tráng lại bằng nước biển.
(10): Ước lượng số dầu còn sót lại trong các két mạn khi các két này không được tráng lại bằng nước.
Lượng này chính là cặn dầu hay dầu lắng ở đáy mà mặc dù đã được rửa bằng dầu thô chúng vẫn còn bám chặt vào các kết cấu hầm hàng. Ước lượng số dầu này là rất khó vì vậy người ta phải dùng đến tỉ số thể tích của két được rửa lại bằng nứơc và các két không được rửa lại bằng nước và tỉ số dịên tích của các kết cấu theo chiều ngang và chiều dọc bởi vì rõ ràng là dầu bám vào các kết cấu này dễ dàng hơn là các kết cấu bằng phẳng khác.
- Đối với két giữa thì tỉ số giữa kết cấu thẳng đứng và nằm ngang là gần như nhau, dung tích các két này gần như nhau, do vậy tỉ số diện tích và thể tích cũng không khác biệt. Vì thế người ta có thể ước lượng số dầu còn sót lại nhờ vào tính tỉ số thể tích các két giữa với nhau.
- Còn đối với các két mạn thì ở đây tồn tại nhiều kết cấu ngang và dọc hơn nên tỉ số của chúng cũng sẽ lớn hơn. Và qua thực tế người ta biết được rằng lượng dầu còn sót lại trong các két mạn sẽ nhiều hơn 1.8 lần so với các két ở giữa.
Theo một đơn vị diện tích két mạn > giữa là 1.17 lần
Theo một đơn vị thể tích két mạn > giữa là 1.52 lần
==> Tích 1.17 * 1.52 = 1.8 lần
(11): Tổng lượng cặn khô trong các két không được rửa bằng nước (9) + (10)
(12): Tổng lượng dầu còn lại trên tàu là tổng của lượng cặn khô + tổng lượng cặn ướt. Khi xếp hàng lên tàu thì lượng tổng (12) này sẽ được trừ lại cho lượng hàng thực tế đo đạc được trên tàu để xác định chính xác lượng hàng mà tàu thực sự nhận.
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rb6Lh04whive0Uu5k0jLGusBPbnOwf629DVt1qrGFbs422L3O2HPNuMVfZWq7p1nc++6ZteTu6mq3v/K+tYRu8deqzmetun2cbN5/65xON+Tv3aYPt3Tz3pbF+G1yXm7bxlrRfV++xpvdfOPfff3urDbajc9Mn8t6t4WQS8NvarjZdWFTqVG66tVY+ITbexo422o7OIDXsbCnXdDs6OV2zDV593uF16ljJXzTb0m4DlW3aGrbEMzRnKzzfbfDWtqND3H+bvLV8m21HJzfZBs7ZHq92m7sW0kj1aerOUKTG7ejYtvvSl77kbksI/vH8fP7znyfLsnb74+kaHAwSkXdP4Nqf+oDC82Xf9k9tYGGoqpt3Y571QcZa4Fh/XrN6b3QdTbj79zaW0+r92vi6N62lujXWa709nhvvUTvXtc49bfk+tprO76u5EgS2WFfbP43sE0FWArf6PGq3H/Y7pzHYa/U89+S1fYY9z0+6SRRoqJVgynM99cHk2s3d9N7Ehqa56dw9ije4jrwiGuoFgOKVcytBZP19keMUl4Xv/fL7f+UEfZ6gs+U09dfXeB+d+nJQyFi3EETdvS49Y4wxxlg34zGDjDHGGGNdrGe3K7BXCF53gTHGmrIsC5LE7QeMHUQcDLq4t5wxxhhj3Yj/zGOMMcYY62IcDDLGGGOMdTEOBhljjDHGuhgHg4wxxhhjXYyDQcYYY4yxLsbBIGOMMcZYF9u2YNDUwhBCQAgFuqlB0cztKooxxhhjjG3S9gSDpobfmxxEnghEJzAfmsTdbSmIMcYYY4xtxfZ1E8sDCAEAopg1VAxuW0GMMcYYY2yzBG3L1hsmtHAIk8UEiGY7nz1jjDHGGOuIbWoZDCK1ZECVs864QUXfnmIYY4wxxtiWbFPLoJcORYwim8iDZqPbWxRjjDHGGGvLtk0gWZs97IwZlLPz21IUY4wxxhjbvG2bQHJ38iKqncPGMorywHYVxRhjjDHGNmnbgsHx/AnMC+GMGRwFaCm1XUUxxhhjjLFN2oExg4wxxhhjbK/i7egYY4wxxroYB4OMMcYYY12Mg0HG9iUTWlhCWDOaHlN0HgHCGGNsYzxmkLH9SlcgXRhAaSnlbv3oMjWE+5axZM0CYrcqxxhjbL/glkHG9qvoCcTv3ECurnHQXLiBO/ETIA4EGWOMtYCDQcb2rShOxO/gRk00aGLhxh3ET4x4GgWdbmNRWeoprKGSQlckCEXHWveADkUKQzN8OgxMDRFJgaaFq3mFNcOT1oQWqS2H+x0YY2zv42CQsX0seiKOOzdy1eAO5gJu3InjxEglFDShhfswOZiDTQQiAyqm0OcGgNETcYjsPAqVoE2fx9zQOGLBZs2KWdzAdSevfAJ3pi7BGZpoQov0YfLoAmzbLUdMQUrmOSBkjLE9joNBxvazuq5ic+EGkD6PaDUWdILD/EzUbSkMIvX9NOQ5NwCMnkdansO8Gw3q83MYGo+haSwIGeOxoJNXaAAy3GGJ5gLeLrrlCLec62mE524C4GiQMcb2sm0IBk1oYaebSNHXPx6u7l8MQNegKGvdTzU/Ya3z1WTsQPB2Feu4OAWMx4LrJwn2YxB3UTIBIIix8SHMzRdA0DE/N7QW7PkaRH/zSNG3nIy58amMMcZ2zzYEg0GklgyoMpC9oKHhe8BcwDJkyKqBpdTal5ZeAgYAqIbbxSTLa/8e7HwtGTsooufTwI0czEoXb2iDBGYJdzGIfve/X3BsHENz8yhs2EXcJreciQ1iU8YYY7tr+7qJBxNI4AYW6qJBcwEYGK8/WUcJY0jNLiHV8MURRGqW9zVmrKngGMZxAxfn72JofKx2mZngGMaH5jCaXJskol+cQjF+AtVhhZVzRrMbdBGvX4eTsluOW5B+aQrF+HHw+jaMMba3beOYwQGcf2UQkxe9fcU6Li73Y6z+VBPoH+PmA8Y2J4ixcWAu69dFHERqqQz1bgySO+xi9G4a5dmoJ0RzuooFEnh5IlQ7CznS6uLVQaQWy1DvjUGS3HJ+moY1M+qOIWSMMbZX9Wxr7tETSIzOQ5+NIgoAegkD51PAwoWa00wDCEW3tSaMHWjB1BLspg3oQaSWbKzXvh7sHwQSJ9YmnlTSLdreQuB92fDaPZ/b8RljbH/Z5tnEUZxX7+KCO1FELwGNDYAmFkoAtwsytnv0+bm6tQkZY4x1i21fWiaYegWDNxZgmhrmMdYY9JkLQD83CzK2K3QFkhAYRQ4zUQ4FGWOsG+3AOoNRnBicxO/9HnCicXYIx4KM7aborLOAdM0Ywp33pS99yX9ZqS7/+eIXvwjePp4xtt22YcygCS0cwmQRmLwLGEspRM+ruHCxH1EAuiIwmgWAEMLIYxz9dWOMdChiFM4pAst5wmyTYPGLX/wi/u7v/q7zl7BHfOELX8Df/u3f7nY1GNt2f/M3f7PbVWCMsa4liP/sZIwxxhjrWrwdHWOMMcZYF+NgkDHGGGOsi3EwyBhjjDHWxTgYZIwxxhjrYhwMMsYYY4x1MQ4GGWOMMca6GAeDjDHGGGNdjINBxhhjjLEuxsEgY4wxxlgX42CQMcYYY6yLcTDIGGOMMdbFOBhkjDHGGOtiHAwyxhhjjHUxDgYZY4wxxroYB4OMMcYYY12Mg0HGGGOMsS7GwSBjjDHGWBfjYJAxxhhjrItxMMgYY4wx1sU4GGSMMcYY62I9nchECNGJbBhjjDG2h62uriIQCOx2NViHdSQYBIAf/OAH+OY3v4lf+ZVfQSQSwTPPPIOvf/3rncqesY4TQoCIdrsarEtIkgTLsviPZ8bYntOxbuKvf/3rsG0bqqri3//93/HMM88gEAggFArhzJkznSqGMcYYY4x1kKAONI00a2H56U9/iunpafz1X/81/vmf/5lbDdmewi2DbCdxyyBjbK/a1mCw3tWrV/H666/jJz/5CT766CP81m/9FqLRKKanp7daBcbaxsEg20kcDDLG9qodDQa9uNWQ7TYOBtlO4mCQMbZX7VowWI9bDdlO42CQ7SQOBhlje9WeWWfw+eefR7FYxH/+53/i/fffx+c//3ncvHkTkiThV3/1VzEyMoI///M/3+1qMsYYY6wVZgbDPQFIQkAIASESsCx79+rzcBrHepKwVre/DoXTh9ATEBByGqutXvPDaRw7lIS1am1v5XzsmWDQ67Of/SyuXr2Kn/3sZzxDmTHGGNtvCqfR038Dv3v/ESwiEBEM7QE++Ynk7gWEvWfw7uoMAj0SgAJOHxqGWrJgd7qD6OE0vj33X3HxwSqspSn0BPZkqFVj79cQta2G//Iv/4KXXnoJ//Zv/4ZPf/rTkGUZ3/nOd/DBBx/sdjUZY4wxhgJOj2Xx3I/+B1J9EioDI4ITb+Ky/Ab+t2mj8wHYnjOIvl6B/TIqZF8Eg16HDx/GqVOn8NZbb+HDDz+saTX8zGc+g2eeeQY/+MEPdruabB/TlUqXRrMfpfOFmhrCQkDRO5/1tjE1RCQBJb87v9X1pFTtfgqrBvbrd4uelCBJ6z1vic6PbTUziEgSlLy9f+6bmcFwwK3zLlS6kAwg4H5OslrugmBmC8wS7uJ5HB+pD4aCmLi9isXJfkgCTuthQKo+63K6BIsAwETmWA+SahqRQKWbOYGc5Xle/dJWGxwLOO3pnnaOUbWbOLeaR/LQGGZXFzF1ZBha2UL+9CH0KAtYrX6wG7UcPsT0sZ7qMyHkNEqWDXo4jWP9k1i0ZjF2KIDEwmpj+ofTOHZorX7xhVX3uislA4SHmD52qCb/ler1O8dq708cq1voXt53wWC9oaEhvPbaa3j//fdrxhpyqyHbHBOluzJUw+nWIEOFDCCRd19THomOF6khHJpEsdP5HmCmFsGrR0qwiGCoYdw5ewm7EiFsmYnyXRnpkg2bCGQ4fxQkcu5rykPpdNOCmUGkbxJLRPsnENxlZmYYF46s4JFFMLQI/ufZy/v0edsh5grufG4AvUKg+dNbaT18BMsmkJ7E359Po2CvBXxzZ1fwxx873cyGtozjn0gib9mgZmnJBsHE9LEx/PTiAzyyCEQ6nvzW4/iDvAW7GiyO4MqjBSg9EaRXbiPVF8Do8echXr+Fgu3+vyjcxNXPfRWjQb/WvYeYPtaPyYF5fLRqg8hEpudbePx0Htb/8od4t6QiElCw8MhCdqzHCXy9aU+9ja/e+xirbt3f/M6fwbC9f5g9xPSxI5gc+Ct89KiS/x/hidN5WJ6oce7sMl786GNYRDAzK/gvnzq9+YCQOqBD2XRcsVikF154gZ588kk6fPgwnTp1it56663drhbbI/yfW4NUNe95qZIMUKLmLZXyjQl9slJJbelEIqI8JerK2ZfauuZNF0JqWFAib5O93UV1kBCCbLu+xgZpWp6qbxsahYWgRG7t2gxNo3xDOh+GRlrL9yRPiiQokbP21T1sULnmbb0Ig7SI5NyrfX2zdpCepEBYpVWrjRtmaDQcUGhh1SKbDNKGAxROr9BqNQudkgGJEgur1JCtN62R8eRTx3SPPbLIJp2SPRFKr1TyMykzHCBl4RFZNpGe7KFIesX/Gmry8XnP7/haYsoM95AUv0WP6vM2MzTco9DCcpoiPQotPFqtzb/6npNHOL3sqZ9Op3sClLj1yHPPWrfvWwbXs1Gr4Ysvvog7d+7sdjXZnhJEKhVd/4xUCuufgWpr33LH6rUPmBoifZNY3vYWJwMrReBgNGsFMTERXXdcUXBiAtGNWgfd1r4H3dRaZWYw3L8T12xi+cA8b53z3nvv4bvf/a7/EIbgEQy9t4x3NvxdYCIz7Ha1hlK4XTexZLAv6GlZDOKI7G1pdLqSG9KayygO9SMIrNMq6acXsZMyrt56BzbpuHn1c/jqaLD1paB6+3BU3EP5IW3QaNyLM+/eQuLaCXzS7eaW0ytON/YG+Q/iHsrmWqP0YF8Qa788QjgytPkxigc6GPTyG2v4a7/2a5icnMSnP/1pfPOb38Sbb76529Vk+4oJLewZ21Ud8KdDcbt9s6POGMPqEe94xLAGs80SdUWCd+yiTj7vhzUYgBOQuuNNFN2AFq6cE4ZmNMkzrMGgxjIlT5l5qn3fGTOoQ+mbwhIB2ZgESSjIkwktspZ3WHPG9ZlaxMnPp6zqfY14ylTya79c9SQkaRSzRG45Yaj+mRxAJjLe+5Ko3Bcdyb5JFImQjQUgiQTy7heLngysjUcMqzDaDJxq0m+Ur5lBxP1yS+TL0CKVsUxhqOW1oKBQl7ZcV6eCT5nkeT+Rt0FUQLJ/Eku2e81SAnnbgDYc8Iwjdcb1mZlhJ2AIqyj7fuGayHjSiUQOdqVOhSQCgVHM2jayYwFIkgy1vI/GWW6jlZUVlEqlJsFgDCeHXsfNdxoDo8LpHgSUHCxDw3BPP+6/+JHTnWtoGF531q2JlaL7HD3M4FhPP+6/4JM2OAD5Tgkm2o/fe2MnIV+9hXfy85hr2kXcxMMy7tHRFieNjODKo1VnlrWexD98S4Vub/BcPSzjLo6iJv6rYWDlzkaB6Drab0xs1KFsds2HH35Ib731Fp06dYoOHz5MTz75JL3wwgtULBZ3u2psG7X03Pp0E1fkEyBZNSqvKAEQqif6dPsaKsmQSTX88t24mzifEIRE3u02yFNCgGS17OQlZFLLbr4ClMhX+gmc8wD3eCUfJChvU0PasAAlcnZNmSKR85QpSFbLNa/Xzs+TUtfFSUSUV9w8qm8apCoqGU26MvJKbRmKEISa9P7l7HX+3cR1fLqJK/KKoLBadu+Dcw9EPFfzuqbb19AoLMKULttkV/O11u7rBt3EeUUikci5XWjO+XK6THZ5vXx1UiRBAjKlS8416IpEQsQpZ7nnS2HnmKFRuFIHtxJ6tUy7mpecLrl10Nfq7Pt6LQ8pseDmQURkkKZoVG5y73VForDqLUMiEfemd95LLHA3sdebb75JzzzzDFmW5X+CnqSAFKbLK5ZnyEOEApLsvJdPUkBKVLtz9WSAJDFEl1dWq93EkohXjxvaMAXCaVpZtd28/dNaZFCm0u+1oTIAACAASURBVMVsEZH3dVlbp5uYqNJVLAnQ0OUmXcTe8zxdvXqyhwIJ9/W63cRuuctuuXqSeiJpWl51u5d7FFp4VCKt0pXs9vnqp938V22qdjWL5+mW25VsZoapJ3KZHq02+Tw2wMGgj/fff59ee+01Ghoaoscee4y+8Y1v0LVr13a7WqzDthQMegO7inzCCboMoo2Du/rjG5zvDdrW5QR/9cHg2mvyCRi9aT3BnaFSWMiklpuGCy0Fgw355BUKq4Z/EOJXZl4hIWRKlzcoZ4/bUjDoDewq73nui+0XDNaoD/42CAb9ymspX58AzSfoI79zDY0iUpjSpWbX0Fow2JCPrlBELTeOM/M71z1fkmTPexwM+tkwGCRy7m9AIuE00hEQ94zlM0iLOIEXAIovrFA6EiApvkCrlhMMKvE4CSH80w43S+v8IZH0lhtf8AnS1gK/+K1H1efDzAxTQIrTLd9AzmstPQDC0GVaqdRv3WCQnAAwILnXNUSXK4Ghz7hAb/7L1et3jinx50mSKvk8T48erbbzEdbomm7idjz55JN44YUXUCwW8Y//+I84fvw4fvzjH+Mzn/kMfvu3f5vHGjLAWG6c/RsagLxhQh2KEBBiFNk2y7tDg+gPrpOv5Oa7UTdBsB+DAO6WKp3U3rSexMYyihhEX3CLs1mDKbycuIOp38/AIEC/Cbw80es/nsdYQcPwrNARyGh3/M8BYyyjWN+JFBqAvOFd0ZEMSJDEKGbtNsZyGsu4g6Po721239vIt+F5K7hpo7VpzWUU6Sj6t/y8TeDl+B2cO5WBYRP0eeCliaB/15rpc1+DrdxX1pLgBG6vWu7MeAJRFrFAZd1BZ5kZy3aOZWP9mLy9CisbQ7W3+PgVrFq2f9p3m6UVAEZwxVtuNoYeSVQXnY71SBDoxRk3D++M396+oxDxExiR1psJDcCTnohAxSn0V+pXU46PkSt4tGq511XE1JGAU37vGbz7aAaxnoBbv0c1+R8J1OV3/Ao+ruYzh56ewGY/qe4ZM7hZjz32GL7xjW/g2rVr+Nd//Vdcu3aNxxoy94u4iGWj/sA6AZupISwuYMDYxBI1oQEMibso+Q0yNDWEpQsYKLn5tvg9Ntgf9EnrSRwagIy7KJtbHyEVPZeGfGcSlzIa5o+cw0izQTWhI5BxBytG/Xif9QLhLhAaqN6XWkfRH2wSsJkZRKRX0b9iwaK8E/C3Ud4Q7qH00Gfc1SbzHewPAg8ziAQuoH/ZgkV6bdrgAGRxD6UOPG8j59KQ3zuLyxkN80fOYgRN6hj03NeaYjsQlLJ9qXDzKp57+ncg7ZfVojuEg8E2cashAwAExzAuA9lRz+SQi5MoJk7UzDS+WzIBU4OmA+bCDRQ3G9QExzA+dAeTfWuTRgAdiqLDXLixQathLV2JITuk4lxUrJ82OIaT8h1M9iWRrytzPXfLa9e8llcKLycE5iZvYCDWpFWwWiYwF0tCd1sp9UtTKMaPY6SSyizhbmuXenAEYxiXgbmY4rkvkyjGjyPquZt3Sw8BU0NGJ/d5W691b6Pyijjbp0CvTrrQkUzqMNrMt5CMIfu5yzgbFXiYu4E7dLTJ8xbDSfkOzvYnoVdbDAtIJvV1F92+WzJBZgYZ3TN4PjiBl+MCV8++jSOj61Q0GMNJWWBuLIm8O/O1cGkKxeefxohwk5kl3OMpIwdf4TQO9UiIWn+F/3skULc2YBfYdAezR4ey2fd4rOH+stFzm09Uxrm4P7JKRs0ZBqmy53jdgL9q+mo6d5IJnAkdciVtIuF53zsppZ5Bqiw8dXIngVQnidTnmye75thafdaGHjZLm6uOzVHDtWXmqmWuvV8ZN5hXhDNOR1apcahhnhQl38K4K6fM6ngf7+SRvEKi5noSG4/D2yM2GjOYV0TttcnpukkPBmne+xLP1dzLavpqurw7maPus43HKS7W8pHT5SafSV15cCaBNM83R5btPbZ2HaWayRjN0tpUWdOvvky7Jh0o7o4TdCanuGU0DArU3edto+ejrkzv5BFdIUnyPv9xstpZO+8Aa2nMINs3BNHWF2kSQnR+u6R97he/+AUKhQLeeecdFAoFHD58GCMjIzh+/DiGhoZ2u3oM3fLc6lCkUSBnYza6u3/qmloSC2NXkOrS7jdJkmBZVuvrlu1LBSQDo6Bbq5iJSru6L6uZSSI3egVnQm10j7OWXb9+HT/+8Y9x9epVSBJ3Mu53/AluEx5ryJiXjksrxzHRy1/LbCcUcGn5OM40G0/JGKvBweAO4bGGbMfpCiR3dnF2VEJYa5h9sO2qC0yLeVy5MrKrLUVsm+lJBCRndnE2FkBEK+/49r3VBabFX+J73xs54K2wu+uf/umf8Bu/8RvbfI+dXUaSOQsbbdABcxrHepKw6nYx2ZKHbp6rHcyzlTIPJWFtdo/hTeJgcBdwqyHbEdFZz5IOhKVUaMerEEwtunWY5S/mgy46A8u21563yb4dD/6DE7fdpTiykLpuBsBeUsDpngi00j7frcVdIibQc/BDpYN/hfsAtxoyxhhjbLdwMLjHcKshY4yx/auA0z0xzFpLmDwSgVppHSycRk9gba9yOV1yun7NDIZ7klDTEQTc43K6BMunSbFwugcBKYGc1bzFcTpzrJpPwtu97C4d4y3fsgmF04cwrDr/rtb/0DDUkgXb7XrOrdogt8u4oZ6e/uvC6UPoCVTyTyMRiDj5+FX24TSOHVrbEzu+sFpzzQVUlr58iOljh9zhDwJCTmPFskHu+0k1jUigkk8cq5vsXuZgcI/jVkPGGGP7xwiurOagBMJQVxYx2S9BoIDTY1k89yN3Rw09ib8/n4ZuV4K6ObyNN/Dxql09VrBrA77C6R7E7Jv4eHXWsxNJPTefR04+bzz9B24ZBZx+ag7Pzn9cLf8fvpWGbhO+cvx5vPcXeZjuOpMo3MTVz30Vo0HhM8yhkr9VkwcBeDh9DGM//VPc/9jZ+eT/Mv4Ib6BZ0PoQ06fexlfvfYxVtz5vfufPYNj15z/E9LEjmBz4K3z0yAaRiUzPH+GJ0/nq2Mi5s8t48aOPYRHBzKzgv3zq9KYCQg4G9xFuNWSMMbb/ONvDzcbcxZyDRzBUE2kN4WQsWD0m10Vhc0+5geCVUXe7uWacfIQEd0ebyrkjuPJoFbOVbedCAxiq7Eozcg6XxV9Af+gsWl64eRWf++oogsJvSSI3fyFq80ABl84W8dyLf4iQ5ASqI1duIS4F1pnNfgdnL+uwiZzt6W5PNm439zCHt+88hx99L4pAQADoxZk3LyN8bQHvuMHr0OWziLpl9p55CXHxBv6PAvm2rK6Hg8F9jFsNd4GpISwENtiEY+eZGsKSgKLv0HBtU0NEElDy+3p4+MFnZhCRJCj5PTaQ38wgEnDrtRMVMzMYDkhQcjtUHvNhIjPc43R3hlJYrJn1u8Ee6ENDGLr6bUwbGz3HTj7+OT3E9DG3/OAEble7mnsROynww/xDEBVw8+rn8NXRYJMJb4Po6/VrMQSAIRwJtTppqRdn3r2FxLUT+GS1y3mlpsu5edI+DOIeyqYTDA72BbFWoRCODDWr3/o4GDwguNVwB5gawqFJFHe7HvVMDeG+SRR36kvO1BDpm8QSf6nubWbG/Zxo7wWC/ZNYsneoXmYGw/2TWNyp8lgjM4Phnn7cf/EjPLIIZGiIBFoPP+Iv3cZ1NYDzz06j3G6TF+AuO9OHe3/0S6d894+DSszUGzsJ8cM8HurzmHvuj/GHIWkT29HdwYrRTt2c1kqLKt3WqqfbfB0Py7iLo02CXgMrd2hTf/BwMHhAcavhNgimsER5JHa7HvWCKSyVVcgb/fKq3y94C+Ut2nkkeKmYvS04gUU7B0XaYztwBCewWFIR3qhe9fsNb6G821YeitRsnBnbduYK7tDzOD7itFoVLp9F0f4JSmbrWQTPXMNl6TyenS633QUKcxl38DyeHnF2xSlccst3u4bRG8NJ8UM88+0snn3qdyC1/bttBOcuy3j9tbVxf4XTT2HOtpoEd+4klRXP5JKhIwjWl9sbw8mh1/H0H+iw3IsuXD6L4rNj+IrbjT331GnoluWOW/w25j73p/h/ohICbV4CB4NdgFsNu0CwH4PrHXdbD5e5bYTtBRs+r05r3gPu092z/uM//gOPPfZYk6NBHBl6D2cHAlByFuyvnMVl+XU87c6e/cux+7gU/nucr4yZa0kQEy/F8d65Z5EpNwuymhhxyj/+Cbf82D1crCnf6Sp+773n8fRXNreNYu+Zd7Hw2W/hCbeM/x76Lp5Fsz9ARnDl1iC+dfQTTrd19AN89+oZ9DX8wdKLM++uQF3+b/jkIac7Ofr+d3Hve6MIuC2r8eeB45/8BCQhEJw4gv/v7ybQ00ara1UnNjjuUDZsF3z44Yf01ltv0alTp+jw4cP05JNP0gsvvEDFYnG3q7btNnpu84nK5vQgIEF5511KAJTIr3Ou52DN+7JKhicPuPlUz6ke9+YravK1PccMVSZRzVsmGaBE3qZGeUqIumuxffKXVSrblfOd9xM5m/IJ4ZRTPb52TiJnV/Op1EVWy+RXi24nhCDbrrszhkZh917HczbZlCdFOPfS73U+IUgIEOQ0levyyivuMYCAOOUsm4jypEiCEjmr5jPJK9LaufEcWbbP+9UynDycOliUq5zjUwe9Id+144YWJknUPa85i+pvCZFeLc97LXZ9/nKaSpZdc358wamfJLzHK3lKlFhwytMr5wAkp0vV62ete/bZZ+mNN95ofKaZS6dkT4TSK6vb9HyZlBnuIWXhEa12IH8OBlmN999/n1577TUaGhqixx57jL7xjW/QtWvXdrta22K95zaf8AZ1TvAmqwb5BYP5hPe157ihkgyZVKPy78bzUHNufb7CE9w5AV3ltRMIrgV1lcDQPxhsTO8mIlnIpJYr/0Y1uKsPCMlQKexzvPo6n6CwanAQuA7fYJCIyA34EjnbvX/+r6sBohtArh13A8FEJahzgjc5XSbbbgwG84pESvW157ihUViEKV32llF7XiUgbDzuydcmqgRolWDPCQQT1aCuEhjGfYPBxvRERGRoFJHClC455UdqjtcGhNXjC97ja8Eg6QpF1DIHgVvAwaCXSZnhAIXTK7TqPlRmZpgC4TQ9WrW2sczOBYM97bclsoPsySefrI43/MUvfoFCoYB33nkHL774Ig4fPoyRkREcP34cQ0NDu13V7WNquJCVoRpR940oZqtdGfX7++qYzwLZrEDW+/a8jtnZFJYo5b7h3y2WyBNmo37HdczPEbJZqS7fAmaiwMWpIuL5RUTdPoVg6hXEp0bbu85gCkv2BvXL2ZgdFQD6cdS3w8OEFu7H5OAC7Nkgj8naRvGcjZlRAYE+DKKyIC0AM4NXszIul6Ju91YUM9WZmvWDsnTcnCNkZwOY9b49X8CV2Qks2hPuG30YFJ4yqnWwMDMqOXWoOb5OvlGBS1NFPL/wLqLuOKfghPO8ttXVF5zAbatSv34chU/9Ftz6Ced5bczfRGZ4AFNHf4TVmeAmJgkw5qcXZ95dwPKhJ/CJKQvO/77n8ejRJrtsd8H+qCXbFV071tBYRhGD6A+2cK5Zwl3IUI21PYCJCDRbCSR1KEJAiNHaoK7VfMuN+Qr32MB6SzG0THcmGIhRZDcxPCsb68NkcQjquSgHgrvFWEYRR9EfxMafgVnGXZJxuWzX7FtN2VE3MNKRDEiQxChm25l9W8m35JPvwzLuQsaRoGihghspuPWLtlc/19xYPyaXPofLZ6O8VzbrMM/sYCIQzaFnW/c07sWZdx9hJtbT9mQRPxwMspZ1zQzl0ABk3G1jplsRy/UNhoC7JuEFDBgE2tQs5CKWzWZfd+sda5GpISxdwEDJrd8mfqEkcjYoP4ip/iSv37ZbQgOQcQ8ls7GlzF/RfwkMM4OI9Cr6VyxYlN/ELOQiVkxqUon1jrXIzGA4cAH9y6uwSN/ULOn4ggU7/1mcGzgNamVNN8a6BAeDbFMOdKthcAzjchGTIQVrK7HoUPxWmg6m8EoCyI6GoZlr52qaCXPhRustjH75xgWyoxFo1UDTyRfBMYwP1R0zS7jbQrZ3S2Z1iRlz4Qbu0Cbr5xWdRTl9DwEpDK2tdbaYI4QBGbhbdqM5/SayaCNuCsYwLhdxtk+BXg1wdCSTemOAHpzAywmBubFhaEalZU1HJlN5Xo+iv3cTDXi++RaQyZig3hjGhwTmYp5jbTyv5C4xYyy8jSIdRf9WW8RHZlBK38ehngjU8h5bjLtbuPsR5yzbWfOvJ1ndXm1vKeD0oR4oC6v++wsfJFsfdsgTSFit/TJDef3n1iBVrp9NvDbpA9UJJc3OJaKa82WSK+ckEjXvq3ln8oh/vqI2X5v8j7mzM7HOJJLqzGFZpXKlfqKF+uWcySXV+iUSnvrKpJZtMtSwZ2az2mRSQHdrPoHEmVCxNgs3TnF3woicTlNCVGbWypTOpauzjwG4k0SIiAzSwvUzcHM1s3LXP7d21nDN8+Cpz8Z1kHxnATcc8zyvzSaR6J5Zy/Wzhtet30KawpKnfvE4ydX6ypQuWVTWIp6ZzWmyeCZJ2zo2gcTQKBJQaHXbJlpsZL1ZvzolewKUuPXowE82EkRb79wRQqAD2bAD6oMPPkChUMDNmzexsrKCkZERfOUrX8GpU6d2tV783LKdJEkSLMvisWrsQHjuuecwPDyMU6dObe2ZNjMYPrKMH3/0veraeTurgNOHXkXfvR9joi9QN6mogNOHxmD/1S9xJdZzoCcccTcx23ZdM9aQMca6xC9/+Ut86lOfWucMz17EQkDIaZQqfa3ebmL37AL8hkaYyBzrQVJNIxJwFnMWiRysfBI97p6+IpFz9vQ1p3HMm2f964fTONbj5iEEEgursMkJ9mZXFzF1ZBha2fLvDv7RH+BQT8ApT8SxsOodXuDZ81jEsbq6F7u7N8bBINtRB3qsIWOMdYmf//znOHz4cJOjJjLDRzD1+E18vGqDyIAW+BYeT+adwK1Nc28Db3y8Cpt0JN94Gocu9OH+xxaIdCTfeA3Tho31QzAT06du4KsPPsaq7ewFfO07fwbD/h1879EClJ4I0iu3kWpoGXTLv3sEDz5+BJsIZmYFJz6fQdmqbDt3BFOPz+OjVRtmZgWf+j91rO7DAYYcDLJdxa2GjDF2wJg5vH3nOdy6EoUkCQBBTLx5GfIbt1Cg9pcEir80gZCbzxFZIPGy9/UdZ+WHDTO9g7OX3O3nRq7g0e1J9Ada2a96CJffnEDI3Squ98xLiP/Pv0DeJBAVcPPq53BxKgpJCPTGTkK+eguCg0HGNo9bDRlj7IAK9mMQ91BuecmujhaOM+8uIHHtBD7hdi/L6dKmWimBEAaG7qBUXdrrDs4dcbuJgxO4bf0EmYe072YfczDI9ixuNWSMsQPCLOEujqJvq0tZbZqzKLRNTjfxP3wrDX0TC5cDBpbvDHmWOBrCpZVVWHZlsekipvr9u5v3Mg4G2b7ArYaMMbZPBGM4OfQ6njqtw3abyAqXz6L43FMYEe0vFt5amX04ijn8qEAgAsz82yhSZSRhAacPDUMteSaIDB1BqKWK3MHZUxkYdmWM4FOY+6+/i9GggBAjOP78ezifdrufC6dxqEfZl5NIOBhk+9LOtRrqUITSgXwYa4WOpKTwkkdsnwti4vYK0g+O4xM9Trds9IM/xYMrowhsW5PZCM6mw3j96UMISAL/++p/w7OojAkcwZVbg/jWE84xEf0A3339jDsO0On2PTfQg2TOb3HpIVw+uYLHP3EIkhCIfvBd3P8fKfS54w1HrtxC/I0T+GRAcvK9/z1I+2Q/Yi9eZ5AdOM3WNRwZGamZ/bbhc2tmEAndwLixiIld69pgB8WG6wya0xjuu4Gvld7FRGibWk8Y65Avf/nLePnll/GFL3yB1848AHp2uwKMddqTTz5ZbTn8xS9+gUKhgHfeeQcvvvgiDh8+jJGRERw/fnyDXHQoHAiyHaMj2XcDJ0vv4gwHgoyxHbb/2jIZa8N6Yw0B4Dd/8zfxs5/9rCGdmXkV97TrbiBoIhNxF071/kQyO3MRZgYRSYHe0IhpIhORICKZNgdBu+mEX54+5w47ZTTddtjMYNi3fnX0JCRJQMlvZtB2u5x6S0JBfsNeCxOZ4WFkjJ2oV5MaTH8b99RrOBMUEDAxPSxVF8dde960nemBMacxLCnIN/SXufWKaM74qNYzxPRwAJJIIL/hgH0T08cCkCIays2mY5rTOBZQmuTll36DPAtJBAIRaJ3Yp7iQRCAgIZGzG/eF7jj3uqQEci3d12PI8F7MrJlO7GnXoWwY21EA6IUXXqAPP/yw7oizp3Ai733PIC0cJs2oPQdhbdvql9c0MojI0DTKNzvJ0Ci8jXVwa0KJiEZGk7056+tXqXdtFsra3rsIk1bemY0+DaOhJk3kSRER0sqVvXQ7r/nexHlShKBEzlu2QZmItz7OOSKsbn0v2CbymQwZtk1GJkP5ZmUYGYpEtG2rg0MnZVijcpPNYCv1qxzV3Xqvm97I0HDEL0+DMkqGynaZMpn81q5LV0iS1vZAVkvWtj1LXq0/4zolAxHSOlSvxx9/nCxrt/YTZp3GLYOsq7322mt47LHHat80y7iHMB4PrZcyilnKI7GUgqJvQ8V0BbEbzjqqwYkJRDudv5lBps16N+str6mfnnTqXd/8EJ2BbRPyikAifxtnWpvGt0U6DKPVPv4oZson8fblQguL13aYaeAe5A2ftxk7h0RxCkl9G6qoJzF2w2ldCp45g2inx4CZ05jWqa3WsqbPm1s/AQCFJGI3trKmWxBnZs4gJEI4Mxra2ti3kRlYlg1dkaDkbmMi1MqCxltVgGn2tnhfR3BlZRw/TL8D6sAieB999BHPFThAOBhkrJ7xAEstrYcVwuNh4F45A8XtNjahO/9WdFS7lyMZZBSnqy+Sqay46p5X/Ymgegg6lNEsaCmFvkgGeibiHDcAXXH346zr4l3L32io5Vqate5tI9iHBzGnnlQps7KHqFCQ9/kdb1a6jIXT1VvJW6rkSTqUmFvvYW+3so6k5HRLz9Na191a97MORXL+rSne7tEItHwGEbeLWk9WjtV1/ZoZDA8rUCICQtGgRZyuTIOAmzEJIqJBUyQoet4pxy8PAAjGMH7vJnY8GnSft1AQGwQPzvN2v5xBUqpco3NvpUQeRGvduJoiQZIEIprhBgo6koG6e1vtFteRHMuCFp3PLa8NQ5Kc43oyAEkSEG4Xb0XGfX8t/zWFapq17u1ybwgPxgIIKHm3i7ngqY9/97FZ6QYVAom80+1azTuioWzrSMacevcfy/h0AXvSLzjbleVOV+pdrgaQ5vQxZ4Zp6PehlQ1khgM19zBcPbeAZCDguYdhT9dy5VgCf1m9Fm/3tO4cD7vPYt5GPhlw97MNQ8tpGB7OVMsUwqfr15zGsWMKlIh7Ttjp9p6P9SBQecbzOSjVOiZq9v4FAARHcfL+TYj91FlsZnCsJwnL2o7lWnyWnOlSHAwytmUxzBoawgCAKGbzCff9ICauawgvpfDgBIEMDXjgBmv6PLKJvLNIaT6BcHV8opuHoSEc1mAsTiA6cR1aGHhwKYJXHy+DiJBPzGG+4P72Kqbw4ITt5l+7vL+Z8aYRSGhOPQWimM0lqsGHmXkV91QDNhnQIvdgPPT/zdj3kpPX7KgAdAXzJ2zYRMgfncSlwghmyioiEQ3l2xPVNbz05LcxULZAdAJiTrixVhATb6qICPd6yyoixRQmswRK5GDbBMoPYmoshaWjIWA6gm8PlGARIa/M4Wa1Ac9E5tQklhbvYeBNGzSbQuq6irAQcFr7VESKU5jMysD8t3FPLbnXeB9Gw04IQYSO3sO0ufONg+2JYaZcucYRzOQSgHC25jrzpoZwcQrLx1dhlTMQK+5F6jcxF19w9mXNK4hob2IiWJmoEsVMSUPY/dxGU29CCwssXxrGqwMrsCxCXnndWb8NAJYmG/N3mdNraXRFgqI59RRuPYVUOe9V3EuXYNkGMpEHMB76X2noJWeXiOyoBPFOEvPHV528B88iXfgKrpQ053l7dwJ9PkuWVNOPSZCKk1h+2qm3tPIQAAHmNJ658TWsrNogfRBnn80jei2N8J2p6rmByrmFeczFb2HVtkG6gmHtOs64rX+F5LcxsPIIFv0upNfXnvEz11REKtdfUhF5bwpT2SEMlE/jTwZW8MgikP5ZnH16CouLKdwYWMGqRdCV13GrQJ4H0cT0M5NYXLyLgWtOvYYD7ufvyZfm/wT30stYtQ1khpdhNtzXIPqO3sf0w73+jHsEJ/Du6gwCAQlAAad7nOCtEoRXXu+/lf32Fg4GGasXehzhlrZNMvBgCTi6URNiWMP5+n7e6CzyGHVaGEbvYTy2cXfmvXtLONrX6ya3MRt1v/xkDeej/m1KxoNibZqYf97BiesYv9EHSYSQWkTjN8XSJELS76Mc7K2+ZZbvY27UaSUZzRLu+d4wHTezT8CpQhTHE2je/BXWoCUEEieizjnRc1DDCeRnojCXi3jCvc/RGefanWycoDIcGUcs2CTjsIqyvYjZ2esYf7sfARFCanH3Jos0cJ83Y8Mg1HnenPuwThtiWMW56v1xRWewgKfQExAQo3fxtdENmyFx/94SjoZ6AQFEZyzMjLrdnn75u8wHRScNgJEZCzMx/67S4Jk3Mf72EQSkECYWfbqPlybRHziF0m/9VrWeZvk+5mJOq1h01sbdstm8e3RpqiE9ZJ96mw+wdDSEXgFg5ATixWWY1OTckRnk8BQOBSSI6E/x1WivE4OjgPm5JxByMsGJuBub+5FVlKxF9K9cxdFQr5P/iPOcJxICg31BZ+26yv2u5uMGlpGvO4sd1+cbVrFiLSKbvY6v/3AAPYEQJm5be+cZZ3seB4OM1Qv24SiWqo14/nQoYhRZv0CvFWYG848b7vZFrS1fc/Ro+CenNgAAIABJREFUGNn5QrVrL5PZeJPP0OMy5rxpLj7wPU9X+vDgZQtEBrQIGgOFsArDGMeNU9MwPd8w8bztXoOBl/v8AoQQBsJzmC8ABBPle00qaixjidz6vlopw8DykpvLQBhz85XmwNauvZpv5RqTfXjwkgWLDGgRv7qaMO4dxZmN46TOCoZwFMUNn7ekFENWTuNcdBP1M6dxc6AEy3Ket1QLy9c8cTSMuZuFajfz9PQ6wZcr+LjspHH2asD0pQe+EW4h2Y8Hf/zIbRkUjcFTWEWpPI4fPvtnMD39d/Gc5bQak4FXjkjNg65w2je9T4URnruJAgFklnE/fhwjosn9Nacx/7jTcke0hFSfVP2D5PHwHG46maB8v0lQbz7AEpxjocfDmPuTaRhEAEw8WAIeH6i7dy3c72q+7nn66SN48OLHWLWc7m6/Z7x87wmc6e3MM+63EoO3rMywu2evEBByGiXPDO/McA+SahqRSrd2Igcrn0SPu3ewSOScvYPdbuKclUeyJ4ZZaxFTR4ahlnI1r7Vq66CJ6WOVchu7ygunD6HHrZOcfrDJ/YkPoE7MQulQNoztqPWeW0OVCdXpxAapcmUmrOenZrpx4zmJ/Np7sqo6s48BklWDyFBJrskvUTdjOE8JAYKsUl6VnXPkBCVkz/m2QaosfPIv19VL+KZZq6dNhiqTqKtPznbTh93zE6rnespke49BJrVsU2XWK2SVqhOGqzOJZZLlSt52bd6yTDJAcjpHqiyqdVmbYeucK+BNX/d+Ike2XfdeNd8yldWwZ0ZzfT5EZKgUVvK0XRNlm88mJjK0MAlP/bWwqPs8QIjnPHVrPCeeK1evW06nKSEq/y6TbagUFt7PPU65mpm1eVIkQUJOUy7t3ic5TvHqZxGnnLVO/jX1kurSSHX1tKishkmq+Syc+thkkBZxz4+nKS1XyiiRZXuOQaZ0ySKb9Gq9S5bzTPmlr5RTW+8SWTaRoUXcusRpwSqTGpFICNCQ59yhdImsskYRyZtfnBYs9/msziQeoqEhQUJUjrn1ESAMDdGQELXX4t6D+IJFds17nrwr97VyLL5Qm96Tb0mNkFT3OS+semYPGxpFlDxZTWZqt6O3t5cePnzY5KhBWiRAUnyBVqufi89r+TKtWDY5M50lEkOXaWW18jpC6ZVVsg2NhgOKex2e94lqzqvMa9aTAZISTjlGZpgCSqVMIj3ZQ4HELXrkfS2G6PLKKnXgluxrHAyyrrX+c5unBGRSW121oV35fG3wl1e3ryzWgjwpIkzqriwtswPlNzxvGmnG9l3rgaTrpHuWtCF9v91DnZKBcMeWvFk3GDQ0igQSlKsPRKtBnRMMKguVIMwgbbjJ67aCwbrXRqY2bY97rFIpM0PDgXDte12Ku4kZ8xXFrDGOG6EwtBZ7JNthli5g1DvDd74fKd7ppEpPSghrxg6NeTKhRV7FkdLtXdwGLoqZ8jje7h/2zPLtHLP8KmLeGb5/FcIf9vJOJ+0wS68i5p1N/JdB/OEWu1sLyUDNzObtYyIz/Cr6H7yLib6dWPLGR7Afgy2Nxd6qIs4e6UFACIjQBG5bP0HJJJBZxr36fvfePhzlrfQA8HZ0jDUXTGGJxqCFFWBptsNZL4FSHc3yQInO2J1fW7GpIFKLiztWWvNqTGDRjiETOQ3cvrLOLITNZL0Ie6Jj2XWl4MRtWB2+hyMzFkY6m2UTQUzcvt3RHH/5y1/iU5/6VOsJzBLu4ijGtv2PXhmXV36Mif5A3aQIDvzWwy2DjK0riFSHA0HGmgtiYnFma4sfM7YDfv7zn+PXf/3X/Q8GYzg59DqeOq3Ddps9C5fPovjcUxgR29kiPYLj8Ts4ly44C2sXTqMnoLiTSEZw/Pn3cP7ZDAzbmVRSOP0U5iyedQ1wMMgYY4yxjgpi4vYK0g+O4xM9zuzg6Ad/igdXRhHwWQ+ynXyPyHdwbqAHSs6CTWuvkzln4eiRKwtIvP60uwTQB/jTB99DNOB0jY9ceYSFz/4RnjjkdPf/99B38azYpW7zPUYQbX0/GSEEb0vD9h1+btlOkiQJlmVxqx87EHp6evDRRx8hEAjsdlVYB3DLIGOMMcZYF+NgkDHGGGOsi3EwyBhjjDHWxTgYZIwxxhjrYh1bZ5AHRbP9iJ9btpMkif/+Zvvb6uoqTxo5gDoWDPKszN3Ds2I3h+8b20k8m5gxtlfxn6mMMcYYa9m6C06zfYmDQcYYY4y1rO2t6NietwPBoA5FeDZIFwJhzQRgQlO07S9+i0wtXFN3/58wtA5tvu0tL9ypTBljjDHGmtjWYNAJbEaRhQzVIBA5P9/H70GIECbvdrpEHdp2BFCyCoMIRHkkKu8l8u71eN7rgGBqCflOZsgYY4wxto7tCwZ1BaHJIgAZqrGEVHDtUDC1BNqGiEdXRnGj47kOQv1+CsGmx6M4rw52vFTGGGOMsZ2wTcGgDmU06/wz8UpNIFgVPY9OxlCmFkalyE4Kpv5/9u4uuI0zvRf8/21Qk9zNVOUmd8lZNUhTFs/OXdiANJtktiZsiLZ49ox57mh7YnZTk2MTsK3Z3WMpMyl5UqdKFrshZ0YEZE80PHuz1FRCjcBupraSyowtQDm5W8qCyG7umdxNrjK5ytgC8OxFN4BGowGCJPgFPL8qls1G99tvN1rEg+f9ykXXf4/7MMYYY4ydRIcTDLpbqLcAK+PxDjvJSOfSwYNgJpr98HTb32zrzb55uhnYp9lPzzUTfhYSKGXigdd6KDNhwm38rsPGAQXLDpfZw7VEFxnub8kYY4wx1h+HEww6ZZT2dIALMxFHpuT3LbQ05FN+gKTmmn3o8qvACvm/l7Ba8AOj6eswFO9/FcMBURFpuXuZTv2AUgbxtZnm7wdSz4hqsKhezzxS9Si0l2uJoM5ogN/vssgpyGNgQ9/DFwVbD3zxYGzfbCxIOuwe58K0FyQsWDXwzJmMsb06GVPLuAWslgAos5iWAcTHoUQFSKEm51LZAQDIckT2sdcyFQOUU71+jJSDeqALUZEjapQTH+8SYHa4lja2DnFjHA4VuSn6ONg6hFjDTPjZcE0khICIiPrUnIPxG9GvMdYTewGStIaXq8tQ65NU2wuQJKnRmmA41BL4qcvbGP/+CGK6hRpHhIyxPTicYFCdaYyw7RjkBNUziaUM4kJAxDMo9XrsUZbZM695ut50vV+lTBwilQdKZfSl1vUAptE07U3v0xIeh5u5GwFNuMm99ff6fs2pcfo33c6xcU0kUoAVCgRtvfk8RZORLjowNlPcrM/2zs0ieYlQqC4jFQwE1y6jWq2BiGDpj/HOWBJmS0AoY/HRNown07hoOuDFddhh+dd//Vd85Stf4dV0BsghZQZVzDSaQ290CAqipoHxmlfrU9BQ7mB5usMrszOvf98csEIHbnpWDMcvI49UIhS07b1iEPEMJqz6vVgB5lqn93HNBEQKLffLQsrrV1kPcBSvXjlVRrroN3NrVuO+yukiHENrG0F++rgw5zKYsNqzxWqulymFZKSLFiYyc6c/KGZHyEX21QzOFwIZQbjIbl9GdVlFfZP6rgEFj/Gs7VuijMVH65h49zVkXeImY3YofvWrX+HLX/7ycVeD9dGhNROrOcfvx1dCJh7qb+WaSIg1jNWjhUYmMY8bzVEhSPTczCZjLDAy2dZ12Acucx9cEzfyADCBMdlFYfWAmcGy05yGp5RBfN8BoQvzRt4P4urb/GBuws86uibmMiVooeBHzVnQShnMmS4AGdOzCkqrhUY91KsGlPxa4P11USiPn/JAEHDNOWRKGmYO9N1BxYxWQuZm8JkLZVR5UBALcLOvIlOax2UVaOZcZCwuNgNBAH7LR3i/OhWX5x/j7Q/sQHbQRTYpQQo+dwZnDxljPuqDrsVYGgFo/VEMctp3JC1qn9Dxmhb63Wo/T2Nbj2UqRnttwhxDab8OKNR6aPB8ChlGqE49XEv4PJpFZGnBc2pkheq269voGKS01TV8+7XIsr2XAvcuXJZ/TY177hik9XA/T4LO980hQwFBi7obdf573XUf8u9P/X61l+u937u8N2wgCCGoVqt12cMhMyFIaOvUdTdLJyE0Wu+2k6WTJBRa2q5RLVBu1T/EMRMkGq8ztjd///d/T3/wB39A1Wr1uKvC+uTwg0F26Ha9/y0BSTQvKIkOBh1DaQngLa0e0DhkaAZZhtIIcBzD2M8lHIvO980L9Lp/SegxGHQMUhrBckS5La+zQbZ7MGiRLgQpS9vRwaBjUkKI5pfYTvsF9tXWq1Qji3QpVG7L64ztTc/BoGNSUv+IlhISScJ7bucLFdo2khST/Gd5fp7mhSCBeSpUIp5Hx6QLMYmUW8+ochgPq5ulC7EELT2rNL4sNdm0MBIjgXl6/nywA9+TMZqYHa74OHbrvSiPdZ4B3Cm3NnerMxqQX4PtFlAen4aavg4tfwOm66KAsT5U+Jj582ROjPWvrXtzy0V9tHl9eqDdB6KwoeJuN5+7qH758iIe1WogsqALgcdvjyK5y0CRza0dgFQsV2soZuIQArAXYpBG0ygS9ylkh8jN4sJrhB/98FvIPNrCUiIGvVDBciqGePoebikSEkvPUM3lkd82kIxFhyMb68BfPq/gumNColp/6raxgQ3/+d9ZB9774hOkx2KQ2v7dTeHOsyUkY1LkP8lBwsHgMJDHMNFhLkPX1L0BDvFxKMhjra1LpYutTUCZnW4uyafOQEMeN+bKGJ+WUe8btzo3h/LY4Q7QOXXkMbSG2c0+g2szBHKMXQN1xlqpWK6tQxMCj+8X4EaFdPIoJlo+vZp9Bv/65eeobvszCxxVldmQcZF9rYz3fv4W4m0RlovshddAP/oCn2bGIgKw1n3lS4uQhYB65x0IqQ8hy85tXJxeQ7Xq/bs5+9ZbmJIGP9jbDQeDQ0FFztJQysRbJkN2zQTmcNUb7CGnsWIozYm5fbYeRwYGVlpGhKi4aigoYdybwxFetrBUmsAhD9Y+fQKr8XiTV8eRmbBARHyv2AGouNxtOLu7jc1GjGhjITaKzIsFVGqEfIo/+Ngh27iFd86/jG8g9IVjO4uLI6+i9vHPsTga8RxuXMFITIJQlrBVJQAysH7R2ybiUJa2UCUbV0ZikISG9XUdsZgEoa2j6k+uuXFlBDEpMEgv8Bqwg9uvvY1iLYfpMzEkFAWSJEErFKCPjEASGgoFHSMjEoTm/XtpVG3jCkZGYhDKEirVPmUoTxAOBoeFmvNXYWn+I5nDSsuKJt7I5Qlk4s19UrBAxTTCDaby9Cy0cLZQmzmqqzlcfjbPa9rtj4kxGbDXkAegHWyIMhtU8mjzueux/dbL2HcO7SbGzgIbD3CXgDdmpsDTwrGj4G5tYvIFuW0ewrvvvINirYiySxHdG+7ipQcv44vn2zBH/gr2Tg3kZvH6/f+Ip19UQY6Jke+cwxXrG/jBsyUkYx97+5cNXPjRQ6/Z172N729+gPLzKsjJ4kJMR+GOCqmRfjyLtz4pQIvpWH9eRbH0f8FMSpDEFO6UvTJf/ulL+PVTAxd+VMDf1OpdKe7ipQcv4ddfPEN25K/wFzs0cBO7n9Jg0G1b17e5fm9osmPXRELoBz+jmfDXGXZhmqd0ZQk115xvkTosbRfap+O8jHIauVC2MDcwqa44xpU+TVDulFGCgvE4Gn038422eBt6oM+gbZoHPx87xbzn7nF48kA3i6QkQWhW4wPUzSZxafMW7i3K0QGeU8ZjTOKFuADi45gEcHdtwz/exsJYBiW/z5RtZsFzzLCjMP+wgqq1gB+9/DWY2+GlE+fx8I6KYEuwu/4T0DdTOCsJQF7Ee/MCT7dd/3Ft3x/yKM4/fgYXAMmjOI/o7rddaoiHP0whFgsfNY+Hd1KI9aOZ+oQ6pVdWnwBZaUxurF41oECDFVq2zS0A1ynX+L33D1wbeiCwdDALh2awJuJYRcTyd2yAyEhf9wfJRLzqfTFIIQ8A+ZS/Ikt0SfZavrn0oN8UXz/GW+bOm7w6nxJYG0sf2hWx00DG4jUNuPsAdvBj0s8YiruXIPnNX3O1e6h+6q2uFMV+cBc0fw2LsoCQF/FjQ4H46JLffPbXePl5AZok8NGlGNZG3wRxypDtwS9+8Qv87u/+7v4OnrqDyvq/x3fOXYSxtfta2o+fOY0vK/ILCrqnt6fwztJnePlLI5CEiuqDH3B/wB6NHHcF+sI1kZgDVijX3pyZDjRx2jpSq+Ognj5zVeSomelS095BOf4GPRzUqzCUONbsHNRQwlNOF3t8hmys5RUYTrOAqGNVIuTAGAD1XRjKKB7Yy1BT9ayGiuVaDcs9F2Ljwd1JLD1rTlQtLz5CbbF1r1R1L2Uy1jt5bAKP11wQxaODt6k7KGgjuDSeBMqPkIl1KOfSN6G88+e4nZlCeux/YP0nhG9+fLbzoBP3Nl4v/5/4/LmKWPeRKSysH/PT9KmYPXLIUPyJnSMnsQ5M1qwY5AQnhG7bPzQ5NRQyHIcMRSOrPlFwsAzFIEMDaVbwOO1oLjvC8dz/02/X++YYpHSYe7EXltbbhOZsOOw+z6DPMSmx26TSXVi6RAmjyxyEjB3QvXv36PXXX+8yz6BDZlInq1r1Jj1PxlrmGaw6JiVjEonwQg6Tt+jWfH1OQm/eQce80JiTcL5QoWrNIfOCX97kJE0K4ZUzeYueVdZpIVSud0ywbi5lL8RIEpM0P6+QEIKASZqcFCTaypyneaW+3a+bBALeGLh5B095MBixEkmdpTW2WZr/umOQEhU4Wlpz8mBLI8Vw/EDSDwSCx/mTBAMKaZrif9j7gekxfe5zMLg/Pd23HibsbtfLCiZs2PQcDBL5q4zsdYWQ9pVGGDsMuweD5E04HdOoWjnCoMnJUtauBp5/h7JZm6r8D2JXp7TPYJ0Cw/HmattMta7x6m5tNkbOpvK7jAxVc7Dg9+NKbWJ2Wg6srRx1WgMOFZHLrWB2NQ4h4sjwzMGDSc2B6DrK4fW1u7D1OMrXuwy+YWw36jJqtevYGlvARo9dU+yFUZTfq6CaS+0ydxtjR0BexKfPzuFrf/I3qB3R0NuNW2/jafBcrgWMfmOXfoYMGJQ+g3IaRRqDLuJIwGmMktWs+lxuLuxun+SuibVxB0Q9rDjhlFHCOIDAh77qwkzMHfgy2EnV2n90171zBA4D2cGpWK7t4blbrvFzx04WeRGfHmHH1Kl3lvD9F76Ekao/MGXyFiqfgr8c9eCUBoMuzISfjYsnAKeI6cINb3RnJg6xasAprmA8ISBSgJdBLEKVxzBRSvmHtM6dt5mJQ2Tqv2mwLCBTygP6DCg3jVnEERcZQFGglPKYM6exMq4gnxLeeQEgriNNPBSAMcYYO3LyW/ik8tZx1+JUEkQHHx4rhEAfijk+tg1bVZvfqm0TZjyNqGn4TqJTf/+PCd83dpQkSUK1Wm2biJex0+bHP/4xfvazn+Gjjz6CNMBz7w0TfhcBuFs3kBKB5WvWxk5NIMgYY4ydVN7ycAqWephTsC/c27g4koSxVUXronEbuHLGX3Ku0qkuO7h9sV7favQqIzuB8gcol8DBIPy533pZdYMxxhgbcr/61a/w5S9/uad9p+48w1Iidrj99jY2vOXo4I0Zee+LT5Aei4UCnCncebaEZKzbJNT15epiHffZWQ+UX99pY+PUr+LTtz6D9+/f71dRbB+46Wl/+L6xo8RNauy0q1QqjWDwRPz9dLO4OF3G//H5N4CYgPzWW22LT/TT2bfewtnghp3buDj9FH//628gNnIC7sd+9WN+mj4Vw/aJ7//+8H1jR2lP8wwydoJ973vfo+9+97vdn2d7oTFZNDBJt54VSI9JJPzJpK0Fb+Lnlu0FjSRJEOYLVPHnBrQXmhNWA2h5jSgwATVAk5OTJIRoTDTtZAMTVj98TtXtLF2I6VR4qFEsJvyJqquhuTxtWhhJ0tKzCm3XJ7z292uWN0m3nlWoWqtPYO2d/42Hz0/tHJ/8NZUxxhhj/eNmcWG6hp9+UUGNbCzEJAiouFNZh+430zabj1W/+fZjvPTgZXzxbAkXfvTQa/Z1s/j+5gcoP6+BHBMXYjoKd1RIjfZZGYufFKBJOtYrVRRL/w1mUvKahzeu4IXV/w2ffVEB2Qv4y//6IRyqgXAXL/30Jfz6iy1kR/4K9g51bOE9O3Ye84UKqsW3Mfb//Alep4/x+fMqyP4q/vc/vg2n9u/w5icFaDEd1edV3J0eObXT2HAwyBhjjLG+cdfvAx+8gylJgoCMFyZFD/M+z+PhHRVScEd5DOcfP4MLAsljOA906e8XqsP2E8z/l7cQlyRg6g6ef5rBWEyCwDwe/jCF2C5dNn7y2hmM/NUlfPhHApIAdrafoPT2CxiJSRDqMiqPnsI53d0EW3Aw2Ctbb4421ntdi4Ixxhhj+zOFd259hpe/NAJJqKg++IEfYPZmc3tnn+M6HgP4PeCJgx1/YAoAzD98jmqtPtj0LqZHeq/LSTfQwaBrJlqWqNs/G/rajP8AWNDyKdTjQddMgGNDxhhjzCOPTeDxO7dg17pNJ+Pi2eNdBuG6Wbxe/i9e0ywR8pd6H5Usj57H43duYYO8OuxsbMCtUY/T20zim/c+ReF//g5e/LaFao1wdvQ8Pvrz23BqgfKo1/JOgX50POxTMX3kkKGAoFl9Ks4hJ/CrpYGaRfvnUoz+nGsfTt79Px16v28WadCo16ep9fkIcAxSAFIMJ+JFNuj2PoDEIl1oZPV4jKUL0tfDneGJyDEpIQQpS9vE41dYP/QygKRt4EfLwBFvUMnkpCAh6v8FYXKSJoUgAfiDNix/cEmznPrgkKb6IJJJmp9XSAjRONd2YADJ5K2HtJTwzz15i27NS3495unh8/q/m+CAkHm6dSvhDWjxB4w0BpQANHnrmT+QpX5MfVDJod76QzOQwaClHd4HrmMokUGmpfUx+Nyjk3b/T4ue7pulEaICQT+wi37PI76MWFrjjxkHg8NpT8GgpZMQGq0H97d0/4MOBCi0tF0LBX4OmQlBQltvfiBZOkn+MRwMsn7paTRxPzgmmVYt8Nw6ZJoWj8o/BAPXTOyaCaQ2DRT7voSICzMhEM+UIl9Vcw6MzVSfmqX7KNDXMdFSNxt6Y9UVHXbE/m39I/daVphrItHYLwHTdWHqJtruWMc6eO9Bfbtut/5e3881E4Fz7OemBeqbAizKITgNua0LiHgG0U8CAMhIF0PPg5rzuhgcoDpsSLhZJC8RCtVlpOqd6e0FSGuXUa3WQESw9Md4ZywJ0wk2U8lYfLQN48k0LpqO1/ymLqNaW4d+Woc4shPpiy++wG/+5m8e+nk2br2DMgWamt11YHQKvQ8jYT3rR0TZp2L6wCINHZro+qVbU5+fRTpqvdx/S/OyCa3VdsjQjEYTuGMobVkwS/OawMPN5LuVFVEBAqKb14PH7F4H77jg/Y/KyjqGRrsl4LrfN+88nZ8l71nrng22SGu5T94xnBkcTr1lBr3snrYezPrVsyHB3bym39b96izSpQQZjcyhRbrEzcSsf771rW/Rj370oyPJDF4INhNP3qJKhR/iwzBQmUHXvIE8NMxErSbnZ5sSpovWDFMgexTMSCUiMlYAIKexYigolZ321+LjUJA/edlBABg3YBlAJt4hc+eamMuUoFmtWTA1Z0ErZTAXvKbdymovHOaNPBTDQXOlPxnpIsGaKKNxJ3uqg4zpWQWl1ULj/VGvGlDya4G6uCiUxzF9gOSwa84hU+rwLPVMxYxWQuZmxF1qy5Ie5DxsULjZV5EpzeOyGsx9yFhcVFun5nDKKCG8X52Ky/OP8fYHdnvn/B0TSUlqPHeGM0Ad4NngkRfxSaWKWn2p2NLbiMU4K3gYBigYdFFYLQHKOOKhV2xdQKTy/m8F6GIOWPFHBqOETFyHaSYg6iOGLQ0IB0AB8thEdBXkacwqQGm10Ler6qd4egWGkkcqKtB1yihFBtIqZjS0BF+7lhXmFrBaUjAbEZ2puUDg12Md5OlZKKVVFNzgcXmsNVqTCyiPTx9gSSL/WdJmcNBVqtUZDcjfaA32VufgPYLBZ5ADQuZifbUEzF+G2q0ZzF6AFG5GDlEvz0PcfR9ZNxDs3X8V0hzhXrUKIgu69BjvjIabmhljw2iAgkEH5RKAibG2IEDN+QEegFKmjBkqwutS6AUZQB6rWAHV01bqVRhKewDkcWHe2IRxNSpMkDE2AaBU7tdF9ZmMdDEi0wfA3drseFR8XNlTWW2ccpf+dfuog5zG9UbGzYW5Ng7LUJD3o0G3AMwcqM+o9ywp4+GvFfsQH4eCEoKJ5NLEdVAx7T+nKnKOAQUdMohsiHjP3eQLHZ47N+tl9VI5EOXxvul2npYjPo5JPMazwKy4j89fQ/VRBnEhAKhY3jKgiMd4+2ZEBpGxvtrAlZEYJKFhvdptupkOR1+5iOx2lb+0HKLBCQbdLXQOJZoU42pLtscLMqKzVo2iGwMSBISYA1bqwWQnmyc4y+MFH8jEW+ZH7JjtBOCUO4Vy0WW1iY8jKpwM20sdvIzbGmw/C6imr0PL34Dpuihg7GAZPf9Zmhjr3yCkza3mA9EWZPoZZWxu9e187BRyt5vPXVTCT17Eo1rNy+oJgcdvjyJZHyjSwebWDuqfoJPj8dZi5UuYVQDxZAvgj1l2qKZw59kSErH9hRxTd97Ds3P/C8wtDggPy+AEg4dEBiCni/6E0wSi3QLBU8Dv95hPxZGpR9B+f8e1tqDOxdYmoMx2aHaNKKsleE6YcOUxTKCE1UJEntXUm4HzXuqgzkBDHjfmyhifllHvn7c6N4fy2EEbd/tIHkPnEJex/VCxXFuHJgQe3y/Ajfp4lEcxwV2r2MCYwp3KNWy/8RegKoeDh4GDwSElp4uwtJYNflDX2nfN1uPIwMBKlwg4XFZL8FxMQ4aKnKWhFMogumYCc7jaDK73VAcVVw0FJTQHiqgzGkqliQMO+uizHjPWAIDnEjG9AAAgAElEQVSJscOsCRsoKi53m6fI3cZmr5+ZE2PgqTpYf9WbhQWEsoStWvvD6GYveOv8CgFlaQtVsr1jlCWsG0nEYpJ3bCP4m8Ll8+/g239TQ0Rx7IAGJxg8URmYiROUPfTmAExlMoiHRq2qOQdG4KbJ6SLImkAm3py7LwUr0L+t97LaqDmQpSGfapY9h5W2+SB3r0Ng3+lZaOFsYR8GfdSfpWDT7kF1bXJ2C/DGq5ykKJYdOXm0+dz1+GHnZcs7B3ITY2c7x3nuOrzxKlPoMA6Fsf3ZeAA8fI5KzYH51Vh7oOFm8dr9b+Lp8yrIMRH7zjlcsb6BHzxbQvIfr+L79CN8UdmGOfIdfOv2NurxoPyCgifbO9xUfAgGJxhEHON+v6vj667nNWdCGT+2GrRTkevYxC0jnQsFWWou0CROzUE1+ymrrSqtZXecGLxrHYKnTCMXyhbmOu27J96zFDl90F45ZZSgINhNsLVcG3o8g5JmoS9VZ6eY99w9fhZ67uoDRzSr0T/QzSZxafMW7i3K0YGcU8ZjTOKFePPFx2Un8CFqY2Esg9IbBdxRJc4Lsv6SX8DmS2cwkvgppn7wFuKhSc931u8D30xBFgKQF3FtXuDptj8gavIW7i2OIiZkXPqmgn/YcndZwJj1wwAFg978cwhOORIh/AHvDUxoHe3ZGJlcKvc4j17rccrs9J6OYieNjPR1f4BKxKten8gU8gCQT/mroUSXZK/lAe16Y/R6jixo/jHeTwqwugS8bIjIWLymAXcfwA7mPvyMobh7CZLkZ9Vr91D9tD4yuJ394C5o/hoWZQEBFcvVdWgfT2NEaj53tYcVVPMp8OIkbK9++ctf4rd/+7c77yAv4tNKFdZXv4NzI3rkCOLHzxyQH+TJL0yiU3p68oV4x9dYH/Vj5uo+FdMH0Ss8eCtmBH80suprywZ/NKtlDdn6T88rmpzgFUhYu+73bbcVSHoRXoGEDbP9r0CyV+EVSBjrrz/8wz+kv/u7v+v8PNsLlDS2qVojsheSZGxXqeaYlIzpVKjU/z9BS8+qVCOHzGSSjK0K1RyTLiQN2qrUiMgh80KM9EKlsda2vRAjfb35O+ufAQsG/eXMFOM4zty2TNpROUn3/zTZ9b45BimhpfH2wtJ46TnW1FswSP5Scxqt73OpL0uXKGHw0nPs8PQSDMYk4SVU5gtUqTpkJmMkCW9JuWfVGjlmsrHPfD3gCy0/N3nrGTVXn7Np4YJJVV6O7lAIooM3xgsh0Idi+sbW/UEHR9j05poJxFdnQcX0kZ2z7qTd/9Oip/tm6xCpTRjOXqYUcmEm4shMHO0zyE42SZJQrVYhemnyshcgXfp/cWvrEdJx0WOfPhfZ5Cgy5wuoLHPzLzs8X//613Ht2jX8/u//fm/Pc6/cLC6+Rvj4Z4sYbVl2zkX24mugj3+GxdEY93E9BAPUZ7BJzTkwNlMQCfNIzmfr4tgCQXbI1ByIrqPc8zrM3lQ45evcD5AdgLqMWu06tsYWsNHjFz17YRTl9yqo5jgQZINl48rrAAeCh2ogM4MNto7E1tXOo1b7wJsrr32KlKN0Yu//Ccf3jR2lPWUGGTvBDiczuIErI5eQq9ZAk7dQ+TSDWIz/rRyVwQ4GhwTf//3h+8aOEgeDbFAcWjMxOzYj/SqIH4jjxfd/f/i+saMkSQPZM4cNkUqlctxVYIegb8EgZ1iOD2e49ofvGztKnBlkjJ1U/DWVMcYYYz379a9/jd/4jd847mqwPuJgkDHGGGM9++d//mf83u/9Hme5BwgHg4wxxhhjQ+yIg0EXZkIE1mUVELoNuCYSIrQ9YcJbYtiGHtrmrQ3beT3YA9fSL7/7TwJmlzWQ93u+RL8KZYwxxhjrwREHgzLSRQeG4v+qGHByKiCnUaTQ9mIa3sx9KnLkwDAsUGPbEVAMOEQgsqDVt2kWKLytD+R0EVY/C2SMMcYY69ExNBPLSF/3I59SBjft3bYDsG+iPNZczUFOF0FEOLwFHiZgrHQLPFVcNSYO6+SMMcYYY0fmePoMqjONzFp+LRD1xcehRGy313CIgV87OZ3bdR3aXvZhjDHGGDvpjmkAiYqZZjTYWPPVLZQRiAb97S62xmcaR7b1r7P1QP9DM9AnMdSnL7hfZN/EA2grO7COba/1aytScD/CE8OGLvayNvHh9Wdlw8TGgqTD7nltYgkLVg08cyZjbK+ObTSxetXw4748vCSgiwJmULzeiBK97W4BaGkiXmn2LQQANdfsb5dfBVbI/72E1YIfRLkmEqk8AA0WEah+gNaPfog29EDZXtF5pOrRQC/1i6DOaAAUGA4d67rHQ8/WIcQaZigHtbGp9QtFIhSsqzkH4zf8wVGM7Ye9AElaw8vVZagR03e42SQkSYcVCBTV5W2Mf38EMd1CjSNCxtgeHN/UMvI0Zv2gLr9mN4O+UBNyKBbsTrve0nRbKjsAALewihIAKOOIB/cPZCX3T0WOCOQHC/FxpfOuHerXxtYhboyDqMhN0cfJNZFIAVYoEFybIX8gkRfYlzLxUODnD5TaTHFWl+2dm0XyEqFQXUYqah43N4tXM6WI1XNkLD7ahvFkGhdNB7y4DmOsV8c4z6CM6UY0eAP6zXrQF2xCvoE5jOGg3QXl6VkvC1kqoyX8CgeHB+JNmxPPlA5USikTh0jlgVK5D4FqSMsUPgmYrgtTDzWTh5u8G0FO67RAuh2aJsjfr9mM37+pd46HC3MugwmrGQjCNbE10zpwSc35o+DbvljISBctTGTmTvl9YEfLRfbVDM4XojOC3uurwGSnSE/G4qN1TLz7GrIucZMxOxS//OUvj7sKrM+OddLpRpCGEvKBoE9tRIMlTPScFux2ojSKjgEFeaSE8IKtvjQRe7xmwzlgheAYXTKDPVAMxy8jj1TC7EPtfLYOEc9gwqpntVaAuTgym81dXDMBkYLXlF7PfCHl96tsTgukGA5yqox00W/y1iyQHyHJ6SIcQ4PhnO6spmvOIVPSMBN8/OQ00m2Po4yxCXT4YqFiRish0zI0vn2uzQRHi8znZl9FpjSPyyoQGQpmX8XqK/fw3oRA58UfVFyef4y3P7AD2UEX2aQEKfjcGZw9ZPvz61//+rirwPrseFcgCTQVa8FP3UZTcejDeN9cmHOrmHWaQQ71a3iya+JGHgAmMCa7KKweMDNYdrypc7z2x/4McIEL80beD+Lq2/xgbsLPlrom5jIlaMFMGAA1Z0ErZTBnuqhnc0urhUad1KsGlJasmItCefxUB4KA/z5qMz1kpV1sbQLK7HTkFwt1RgPyN/zsoAszEUdmwmo8h46hoMTZQwYAcLG+WgLmL0ONCgXdLF5dfQX3FuUugaBHvTwPcfd9PzvoIpscReZ8AZWa/9yZCTx+51WYnD1kjAEA9cFBinEMhaAY5IS2WxoImhW9P9D40TSt++8WETkGKYFtzR+FjPCJu5wr+hiLtOBrhtZ6bmv3+rVdk+Vff2ObRu13omnX++8YpOxyrV49o89jaWi+R+Gy/OtrvFWOQVrXE50cne+b954qvVyHpUU+vw3+s+fdn4hyW15ng0wIQbVarcseFulCkLK0Te27OWQmdLL8FyxdkBDztN6pPMekhBCkrVepRhbpUqjcltcZ25tYLEaVSuW4q8H66NiDwaPSGlwFfgbgU3jX+29pPQa+0cFgOGBvBuoOGZpBlqE07qNjGPu5hGPR8b71HKA5ZCi7BNl+WVGBZfCZHIDHkO1i12CwEaDV2gI0x0yQbjW39xoMRgWWli6REN5zN8/BINsHDgYHz/E2Ex8VW0dqs768HLU00Q2FwGTenchjnVdUccqtTd9e0+cabLeA8vg01PR1aPkbMF0XBYz1ocKng63HUb6+S99IeQytd7bZZ3BthkCOset7w4acm8Wr5Wu4MyUi+xFGkkcx0bJzs8/gX7/8HNVtfzBZ/2vLGDuFhiMYVK/CQAbx0ITTc1jpX9/Bk0wew0SHeQ1dU/f6q8XHoTTmfGzZo71PnDoDDXncmCtjfFpGfaDE6txcy7KBg8w1E1ib6WFJRHcLzTE6NnTR7DM4DI8eOzh3fRWlfAqS1PzblcoRiO7ikiRBaFb7QBB3G5uNbTYWYqPIvOj1GcynJA4CGWMthiMY9AdLUCgzODyTOavIWRpKmXjLyhiumcAcrnqZLTmNFUNBPtU6JYytx5GBgZWWe6XiqqGghHFM+5vVGQ2l0sRgBDh+Nm9zK3pUh3ffVlqv1TWhdxkFMjEmA/Ya8ggNlmKsTh5tPneB4E5efIRarfVvl6ULCDGP9VoNlE91HFAyMXYW2HiAuwS8MTO168ATxthwGpJgkEHNgSwN+VRrZjQYEHujmCeQiQcyEIiegkeenoUWzhZqMxgMcYwr0ZOCu2YC8UzJmw8ymGmOr/pZ0hCnjBIUjMfRaK5vrrttQ49nUG+Et80+TiXETiHvuXv8rMNk9HvhlPEYk3ghLoD4OCYB3F3b8DOINhbGMiiRN5LYNrPgOWYYG3L96HjYp2L2wSFDaR3l2+yUH+rY7xikQDumeh6u47v/p1vX+xYxujp6dHn3Ed/hUfGtZWhkBUaj8yCSwbb7aGIisnQSQus8MKSxW/cBJJYukdDWqeq/7JiJxqARYJ7Wq+ukS4IEDyJhe/Qv//Iv9Fu/9Vs8gGTACKKDfyUUQkQsjXRUXJiJOWDF78jvmkjEy7hOrfPluaYJJ51uLitmmlDT6WOob/8d7/0/vbrfN29OwPL1g/Tts6GLGxg/5RNws/6QJAnVahWia1utNyfg0/eqWE7td4CHjYXY+3jh2adYjPMgEdZfv/jFL/D1r38d29vbiMVix10d1ieD1UzsmkjMASuhQBAA5EAgCFtHavWI68ZOGRnpFQObKX3fywLaegqbxgoHgmwPZCz+2MCT6QXY+/yCZy9MY/PWPSzKHAgyxnozOMFgQYeYA1Yi+rd5y8UJfzUPG3oqH1rdw5/uI2HC1JtLhNl6eLkwG3pgbd9ExDFsgMhpFC0gted1lr3nKQVriAYpsb6RF/FoXWA6loTh7GWFEG/6mEv0EJ8sxnmwCGOsZwMSDJaQyXgB3s1wGsfWvfnciGBNZHDTVpFzDCiKAacROMpIF71l18r+3G/IxBvzwMEfSOCaN7BpOCDy1uidvW5ACR4TMeCAnXJqDkTXUY73niH05h/s45KHbPioy6jVrmNrbAEbPWYI7YVRlN+roJpLQeJAkDG2BwMSDCreN2jHwGaqNUPnbm02RtCm8p2nC/GKMXBVhTe1SP3/AWBzCy4AOb2C2dU4hIgjUwodwwaYilxE14OOe+d4DkHWDyqWazmoPab41OUalnkOQcbYPgxIMOiT0yiShYlMvCUg1Kz6/FwOrh9ggYxGxsfPDDLGGGOMnXYjx12Bg/FGfGZKAOIJwCliunADeQDIxCFWDTjFFYwnBEQK8DKIRajyGCZKKf+QNGS4MBMp5EtAXgeMzYz//2Vo+TxKAObMaayMK8inhFc+AKS89OCcCUxkvPniEuMO9xNjjDHG2KkxAFPLML7/+8P3jR2l3qaWYexk46llBtNgNRMfBddEQujHXQvGGGOMsb445c3Ex0BOo8jJJMYYY0Pon/7pn/A7v/M7nOEeMH0LBu/fv9+votg+8D/M/eH7xo6SJHFjDDvd/vZv//a4q8AOQd+CwVdeeaVfRbF94L5ve8d9BtlR4j6DbBD87Gc/O+4qsEPAX1MZY4wxxoYYB4OMMcYYY0OMg0HGGGOMsSHGweBubB1CeMvZCb3X1WkZY4wxxk6HgQwGXTPRshzd/tnQ12b8pewsaPkU6vGgaybAseGwsKELHb2+3bYuop8N10RCiD49m2xw2ViQdNg9Dm6yFyToNqFtbzeLpCQhYTjgcVKMsW4GLBh0YSYE4uXr/VkSzo3jak71f1ExozVfktMrGL8hIBLmwc/DTi5bhxBrmKEc1MYm0cwWRwR3as7xno1gRGjrEHFvyULGOrIXIElreLm6DDVi1LGbTUKSdFiB6E5d3sa592OI6RZq1CwnNppBkaNAxlgPBioYtPU4VmcdUCOAOyBZRj2kdM0EUrDQLFpGukiwJjLcfDyoXBOJFGCFAsG1GfKzxQRLA0qZeOgZkJEuOjA2U81AUc152eUjvgR2irhZJC8RCtVlpKKmn3GzeDVTipgOScbio20YT6Zx0fSzgOoyqrV16BJPY8P661e/+hW+8pWvHHc1WJ8NTDDomgmkNo3+ZARbS/ayjZnonI6aC33onzSBPo+Jljra0BvZrUATaLCPZLif5F7LCvObSb39EjBdF6Zuou3OdayD917Ut+t26+/1/VwzETjHfm6af665DCasZiAI18TWDCH4XUPNOTAUAPm10HXLSBctTGTmDlAHNjxcZF/N4HwhOiPovb4KTHbK9MlYfLSOiXdfQ9aNaDJmrE84GBxQ1Ad9KuYALNIA0qxDPIVjkAKQYjgRp9cI0A7x5N31cv8tDQQo1Fp9hwzNoPomx1AI0MgKH6c09+m1rIgKEFreI4cMpb3s3evgHRd8HywNhNCb7xgaRb1VQd3uW1Q9Oom6R9F1855TxXAazxMQdS/ZIBJCUK1Wi3zNMRMkhEbrXV5PGNu0rgkSYr7jfpYukdDWqVojIrJIlwQpS9tUcwxKCNF43pa2axRdAmPd3bt3j15//XWqVqvHXRXWRwORGXTNG8hDw0xU67CfZUqYLlozS4GsUTATlYjIVAGAnMaKoaBUdtpfi49DQf7kZgcBYNyAZQCZeIfMnWtiLlOCFsyEAVBzFrRSBnPBa9utrPbCYd7IQzGciGb2Mhp3tKc6yJieVVBaLTTeJ/WqAaUlM+eiUB7H9L6TxC4KqyVAm8HuHQ5cbG0Cyuw0ok6nzmhA/kZrdnB1DmIOWKkPTEIJmfhBspjsdHOxvloC5i9DRYfm4dVXcG9Rxm6Ll6iX5yHuvt+aHbz/KqQ5wr1qFUQWdOkx3hlNwnQ4g8gY8wxAMOh/cCvjiIdesXUBkcr7vxWge5/AgQ9gHaaZgKiPGPY6gLUGPgHy2ER0FeRpzCpAabXQt6s6DPH0Cgwlj1RUwOuUUYoMqL2BM8Hga9eywtwCVksKZiOiMzUXCPx6rIM8PQultIqCGzwuj7VGa3IB5fHo4Kw3DsolQBkPP1ER7JvIwMBKp+4J8XEoKCH4HaI0cR1UTPv1U5FzDCgoIXOT+54OJ+95m3wh6nlzkX21jGufLiLeyzJ28XFM4jGeOc0w7/H5a6g+yvjHq1jeMqCIx3j7ps2jjBljAAYiGPT+kGJirO3DX835AR6AUqaMGSrC+8yujwzOYxUrzQEn6lUYSnvg43Fh3tiEcTUqVyRjbAJAqdyvizokXj+2tkwfAHdrs+NR8XFlT2W1cco9jaLtuQ5yGte1evDkwlwbh2UoyPvRoFsAZg7Sd9TdwiaAibHdyvCfiZX0roHn5lbzHrUFmf6XCWxu7aOy7NRzt5vPWyjec7OvonztDqb2uJ7x5tYO6mm/yfF4a7HyJcwqgHiyBXBukDGGQQgG/Q/u3SjG1ZYmPy+4iM5WNYpuDEQQEGIOWKkHk51snoKmPi8ThUy8ZS68jllPAE65UygXXVab+DiiwsmwvdTBa35dg+1nAdX0dWj5GzBdFwWM9dC8e3C2Hkf5+i7PhDyGzlfFWBduFq+Wr+HOlIhqPI4mj2KCBxAzxvbo9AeDh0QGIKeLjSlEiHYLBE8Rv/9jPhVHph5J+/0e19qCuu594qLKagmiEyZceQwTKGG1EJFvNfVmAL2XOqgz0JDHjbkyxqdleNneElbn5lAeO/xQ0DUTWAuNLI7esbcvKwCAibED1ooNEnd9FaV8CpLUHDGfyhGI7uKSJEFoVnszr7uNzV6TfRNjaEtFMsaGEgeDQ0pOF2FpLRv8oK51IIOtx7v3iYsoqyWILqYhQ0XO0lAKZRBdM4E5XG0G2Xuqg4qrhoISmgNF1BkNpdJE9ECivfCzecGm3SCv3iutgaBrQu+SFu7a5OwW4I1XOYp8Jjtx5NHm8xYI5OTFR6jVKPCFlGDpAkLMY71WA+VTHQeUTIyd7RznuevwxqtM7ToghTE2HE5/MHiimuEmTmD20JsDMJXJIB6ad0/NOTACN09OF0HWBDLxQCYCVmCwQ+9ltVFzIEtDPtUsew4rbfNC7l6HwL7Ts9DC2cKeRgDvJo5xBZEjx10zgXim5E00HZwLMb7qZyhDnDJKUBDsJtharg09nkFJs3bPMrIB5T1vj59FzFSwV04ZjzGJF+LNKO9x2QnEmDYWxjIovVHAHVXivCBjzNOP+Wn6VMw+Rc9X1+DPbxeeH9CbRy5irjy/rP3W4Tgc7/0/vbreN3/uyOA8g94zgw4/0XMSts+B6M01GDz2UOfHZCdGt3kGydK7zjPY3G0v8wwS1ecaFIHnbX69ynMMsn373ve+R9/97nc7P8vsVDr9mUF/3jkEpxqJEM7yeAMSWqf8aIxMLpV7nD+v9ThldnpPR7ETTL0KQ2ntv9jahzT8k4vISNpYyyuhEegqcqFjOSPIoL4LQ7mLB3b38b3qcg21Wj56uTrYeHB3EkvvqoHmXxXL1Rpqgectn+KMIGOs1QAEg4Ccvg4tYoBCyzyD+ZS3VJq/JFpzs7+Mma1DiBS8zd4f256XHLbXkId2CEvhseMjI71iYDPV68Ta7Ww9hU1j5QR2HWAnj4zFHxt4Mr0Ae5+T/9kLl7B56x4W5T2MPmaMMQxIMNgYTBCa9FnNRWRv5DSK4axOTvX6tO0rY1NfXePqoVwZO0ZyGkULSO15jWNvpZsULP6CwHonL+LRusB0LAljT6uDuMgmJVyiAj5ZjPOgEMbYng1IMOiPaJ3IeFm+I+Sac8jA4A/9QaXmQHQd5Z6X3qvPP0jNycwZ65W6jFrtOrbGFrDRY4bQXhjF02tVVHMpSBwIMsb2QRAdfEEiIQT6UEwfuDAT3jQkVEwf+tlsXSC1eTTn6ubk3P/The8bO0qSJKFarUJw6o6dYn/2Z38GIsJ3v/tdfpYHyMBkBj0y0kUCXS8jcchLgbhmAjfGnWMPBBljjDHGDmKkXwWdvG8IeYjMYZ8jfgTn6M3Ju/+nA983dpQkacC+f7Oh86d/+qf8d3MA9SUY5KY2xhhjbPDVm4nZYOlbZpAxxhhjg+2rX/0qvvzlLx93NVif9WUACWOMMcYYO524AwtjjDHG2BDjYJAxxhhjbIhxMMgYY4wxNsQ4GGSMMcYYG2IcDDLGGGOMDTEOBhljjDHGhhgHg4wxxhhjQ4yDQcYYY4yxIcbBIGOMMcbYEONgkDHGGGNsiHEwyBhjjDE2xDgYZIwxxhgbYhwMMsYYY4wNMQ4GGWOMMcaGGAeDjDHGGGNDjINBxhhjjLEhxsEgY4wxxtgQ42CQMcYYY2yIcTDIGGOMMTbEOBhkjDHGGBtiHAwyxhhjjA0xDgYZY4wxxoYYB4OMMcYYY0NMAKDjrgRjjDHGGDseIwBAxPEgG1z379/HK6+8curPwRhjrLORkRF8/vnniMVix12VU+VLX/oSNxMzxhhjjA0zDgYZY4wxxoYYB4OMMcYYY0OMg0HGGGOMsSHGwSBjjDHGWB/sfPg1jMQkCDGPSqV23NXpGQeDjDHGGGN9cPbNn6NSrcG9/e8RO0UR1imqKmOMMcbYCbfzIT6gKRDEcdekZxwMMsYYY4xF2biCMyMS5gsV1HqYknnnw69hZHQRy5tb2Hcj8c6H+NqZGKSEgUq1h1I2vo0zIzHMFyqo7nPaaA4GGWOMMTb4/MBOCLHLj4ZCpQb7yhmMpJZR6TXC2vkQr9//j/jsiwIW7s3gT6xq9wBy50N8uFFr22fHuo/SH/8UX3ySxsgubc0b3z6DkUt3egsau+BgkDHGGGPD4Y0CnldrICIQ2VgYiUHMPwxtK8PdIfzRD5+jYi1gJNZbc++GBXz8929iNJbCnecV/If/cQc7VOu45u/GB2/js1o4iNuBVf4mPv+B2tN5p374HJX1K7sGjbvhYJAxxhhjQ+Aclt6ZgiS6BVlTeHfpPCTJ3yd+DgpED73/dhBP/WfIQmrsO5VKdTzXxpUzmM5X0J7QO4s3f/gWpL0Ed/FxKKKXOnbGwSBjjDHGBt/Um3gzLkHaJWo6++YdvBW138YVnBmJQQiBhLGFakv77lmcdb6NL52JNZqb58u/g38XEUgGA8GPXjqDmCQC/f028O0zI4jNF1qbp+v9CP2yE8az0PnrhX+7WcelDvtE4GCQMcYYY6ybB1dwZu0l/NsXFbi3L+K/v/st3Haa/f12PvwaRtam8W9fVEBEsBdG8JeXz0Bfbx94MnXnOSrbt3FxRML8w+eo1gh3p0cQ+/8+xNfOXMJypdo6+GTj2zgz9n/jP2x+gUqN4N6+iH989xwuZkMB6YMr+NLaNP7tc6+O//idP0Z2u71PYhQOBhljjDHGuvgIl/H5HRUjksDZ+IsQ4jGeOvUoawMfvE34INNsgp56dwkJIeHjBxuoUY8DUM6+iZ8/X8fCSCwQnG3g2y/l8Xs3P8Jbo1628mzqFShSe8bxI1zG5z/0+hqejZ8H8Bhllzr2WQwa6a2GjDHGGGPD6Y3Lgb6G8XNQgGYwtuPgMyoi98IIMuEDP3OwQ4TRnvodRthx8AST+KYah6if/+yb+PnzNyPrKBp9HffWj5Azg4wxxhhj++U8RQlv4KfPq6gR+aOS/Z9iBmMxaf+DO5wySoSesnsHwcEgY4wxxtiBfAZnh9Bri3DP4uNQRAk/sR1Q3wtv4mCQMcYYY2y/pi7jDfEY775+G06tdV7BjQ8/bNu2J2fjOA+Bx/dtONTa/29jY6NvASIHg4wxxhgbPjsOPtstmHKeogTCE2enGXg5T1ECAtum8O5SAuIf3sELIxdgblVRox18+LURrP1PV3BWdG4m/sxxQfZtfFgfmbzj4AkI9JkDFwTCFN5ZSkD6h3cwPqJjvRDkcT8AACAASURBVFIF+dPP/HXlf0UNwm9KJjzZdtFITUZt2wUxNshWV1cH4hyMMcY6i8ViVKlUetjTpdsXYyQJEND8UZaeUaVaa+51+yLFJNHc542H9FCLUUxCy7bn9WPsBRqJSf5rCi09q1CguIg6jHh1eOMhPa/UiOwrgeNBUJaoXKlSjSj0mkJLZa9s9/ZFGumhjl9UOlaEzpw5Q8IPBnuKGhk7je7fv49XXnnl1J+DMcZYZyMjI/j8888Ri8WOuyqnype+9CVuJmaMMcYYG2YcDDLGGGOMDTEOBhljjDHGhhgHg4wxxhhjQ4yDQcYYY4yxIcbBIGOMMcbYEONgkDHGGGNsiHEwyBhjjDE2xDgYZIwxxhgbYgLY//rJjDHGGGPsdBsBAF6OjjHGGGOnGS9Htz+8HB1jjDHG2JDjYJAxxhhjbIhxMMgYY4wxNsQ4GGSMMcYYG2IcDDLGGGOMDTEOBhljjDHGhhgHg4wxxhhjQ4yDQcYYY4yxIcbBIGOMMcbYEONgkDHGGGNsiHEwyBhjjDE2xDgY3CtbhxACut2n/Y6yTqflPEdhkK6FMcbYHmzgypkFWJUaqJe9r5zBglVBrZedT6k9BIMuskkBIQI/ySzcqO0iiaxbP86GHjqmt9Nlke36QR113taf4/qgd7NJiFT+eE5+SI7tmnZ9DvZT5OC9P4wxxnqwcQVnRv4al/7th1BHJAh/886HX8NITArEEBoKfrA4decZXvyvv4kzegGVAY4IaS8cM0EACJrV+oKledsTJjkRx1kaKGFGvRLN0kDhU3TYk7S2+jhkJhBdz6PimJRAr9dwSvjv8VFeU+/PwZ4LPvJrYYwxdnhisRhVKpXOO7i36WJMp8LzKtVaXrBpYSRGAn7cABDmH9LzanAvl25fjFHSeEaVauvRp92ZM2doz83E8uI1aADwZBtu8AX1KswEgOJTOG1Hudh+ouHaotzTOWxd4GCJGxmLjyyvnvn3A1lKdiDxc0gc4ekO/hx0ccTXwhhj7Djt4MPXMzj34C+gxpoZQQDY+fDP8eSDp3herYGIvJ/8NEak4F5n8ebPC5i4+gY+dGoD12S8jz6DKmY0AMU0brY038lYvKYByGMt3KznrmP1/AzUcFF+v61gs24wAMinDtLcG8e5bp/2Eef26ppFsmOTN7r0NWttDk/efBqxXYd3WLCJu76th7rtci2N/YK/B8varaDdrr3X45LZ1i8KneoT3q/lkE7PQXv3gGS4kvu5/tA9byvzANys7t1HW+9v1wU3i6SURLb92xc7ydzbuCAlkXWop/5KjLGD2/nwdWQefQvTfyRBBGM8bOCDt4t4lB7DSExvNA1Hm8LlNx7j3SUbNRq8f717zyn6TaAdm2ZDTcWWlqBwC7FjJlqOtzQ0m+321MQa1Uwc2A6Nwq90PrdDZiJQV8ekBJq/N5rIw3Vrq2/93M1t3jla6xK1ret9iRCuU31/AKRpWqMsb7/29yFQUtdrj75O8ptbw8c1n4FO9dmtW0H0+fxnLFCB8HX1fP0R17K3rgwOmabV/P9EoHmhw31Dwuyx7N5E/bsicsjUIu6pY1JCs8gxEwdoGvfK7i+LdKGRVWttdnHMJCXNbdprY0z9uHUtSeZ28GiHTN2kPRe4Lw5lk975o05n6eHXHMrqJtVqPVTOyVIy2eO+rScl3YquD2ODonMzsUO3L8ZIamv6JXJvX6SYJAJ/v0HKUpemYHuBRmJJWnpWoUFpLT5z5gztLxhsfPiFPlz9D5vWD0OLtLYPfIu0Th+YmnXwYLBeVmTw0+3cGmmh8zqmtktA1B6geKdp7ZPm3ZeIwK9l2y73pZNwneqBVsQ96VyMte9rbwug/PMnmhFaZP/NeiDbsU4dguyW83UMUHe5/pbfvevoPUgKvk+d6qT1Wtg+OeREd84loVltH/qOaZJFFpl76Lfba9mHwdIFafsJXhyTTKt+vS0FenU/kj/e0QGuX8H2920vddvvdew3iGTsFOkcDHp9ApPdgjwishdGKCa8gHD+4fPoYM+9TRdjUufXT6F99Rn01JuEi1hd95rT3PVVnJ9RIV+aRSKwHfYansxeQktvQXcbT1BEOh5o7ounUQTa+yL2Kp8KlLWKWYdA9Aht3RS7nhtAwm+W9Jsw5cVcexkt5a1jtQhoM6FG8P30SevXffHP3Van7gfh3F6v3b6JdBE4PxraSZ2BBqC4uu7VuUN95NHzAIAn271emYocER75lbL1wP1puZS9XL8NXbwK/JiQ6+l2ucgm1zDjP1tu9n08MZ1GnQAA8iIeUS5QfkSTv61D6LZ3DZ2asG0dkm43mizcbBLJrO03k8cRj/tN+Q5g6xL0bBbJVB6UT+FCqO3YebqKbXsbq+k4RDLr9+u1oQeamW1dgm6Tv11qdhVwCHCzuHCpWXawgcTNXvDOLQSSWQcEGwtRx0vN7gEONY+9ED5GN7G1qeCcDAg3iwsXmvvbC14dw+cwHa/eC68BKTmLD3AJU80KttTdyV7AQjaLpCQhabbX16w339oLkHQbli5BEgJCt+C1DLXW1UyGmnztB8jPz2AKAvaCBEnSYJFfP2kUo/HAedzbrfe18WbfxoX6OZImHP8F13mCxDm5UQcpVGf39gUsZE0k/WM1y2/ykuM4XyqD26XZUHIdfEaEc/GzEK1txC2m7jxHxbmNizEJH/35h3BqnZuMP3N2QAPUVLz/eQbrH/jpm7DhYn31PGZUAPIlzCaa27Pvo33giPMURXh/ICn882gRvQ0zCdEsvwwLGopIv9qhP1rXc+eQe+T4A2HSiPfSz8552h6M7Ndh3JeeyVjc67V3tEt/zcZu+xnE0ewzuDZDIMc80ECQfCqFPIpI3+ztWt3sq1idver3f3WxvgrMXur8zth6CrD899Ax8cTvUOtuPwHyKe8ayIKWX2vrO+puP8H8jOp3dK6fK46nJf9DngjkzGL1tSziMwbOXVrENc177dFivKUsNfcIi+oiHpE3sErAD2SV8/Vf8P4TA1endpC98D7ObVcb5d9/7Tbcs4t4b75ZdvDPqfO0iLurwL0a4dGiwO0L38f4VuD4128je3MVr2x7dXZm7+P1215A6ZSLeHEUuJ28BFqvokYE59xP8DZmkZIF3PX7wCspyAIAbDzIz2NmaqftHD95/TYcUrH86SLi8UUsL8rNOsqLeE8DNKuGT9NxuOUi8quEe9UaHqUFbl+4BCp45yZrAm+/fhsuEVznCXA3hQeXq6iSBf3uA2zAQTawv/Niva5onK8esNkLEr4/voVqNY+UaNa5SgRy/hN+8vptuGffbKlb/XPK/mAVr2z55/hPP8Hrt10QAc5T4JUUcPuiV4dqS51drK8WkV8F7lWrIEvHx3/+IVwiAHGcUwB0/hxkjAHA2Tfxl0YS0j+UG19CW1+P40UhBu6f0gEmnVZx1UwAyGNNvxn4gAwMJMl2GDgCAHiCnhNCe6xXzjGRKKYR7xjMdDu3jMVHBCI/MMqnehpM0Ht2a9eSDum+9KLP135+tKcAti2z2JENXcSRPu8F/r1l8rrTLIKlAcinehjcYeNm+nzgy42Dp8Xz6FZ9NWcBqVCWF96Htmb51+Bu40niHFrDNy/4O1ff6K5jtVREOh5HXjGwrPp/iuRRnC+lEV8bxVuyi+0n85hRd/kzVXoKh1ysP53FtdkneOr4mf1ri5A3biJTLCIdlxp1fgSA4GL7s3nMTIXLtrF2V4Fx7y3EBQD7A2SKj5AeDRxPQPwckIlfQNYhyIuf4tPFOARcbD9J4Nz2B0ifX8fylPcHVh4933h2vGDRv8H+ffLqGD5Ht2/o3mwGM1OAgI0H+QSMe4vN+r64jmXV/+OuXoZWfArXf4/mCzUspwSE63jnDu0vx+t1bYSCsFYBWh3FpSdL+Mu3ZC/Asz9AulhEetTP5sUX/TrvBOrWFD8HZMa8+3X2Lf9+CRsP8i9i1OlUZwflkobCJ4uICwGolzHfKNHB0xI4M8hYD86mXkEi8SJGo/6U7nhZxkH7p3SgFUi8JmEgn3/Smh3xs4b5dBrno5rq1JmO2Ts723mEae8VW8QjS4sOZrqeO4lkIyJoZsqKT7sM1/SzW40m0ZDdg8RA8HfY96UrG/per70lOxzk4GlU03mIu76KIjT03JptryGPvTZ/707NedeaT+0yejoyaIvYLZv0njtbhxBrmPGzu46ZQOJcHN79CVy38xTFtsDZwdPSeYye9ctcX0Vp3sK2mUBi9lIzcHC38UQx4eRUCHcdq9itfn6GaOMmVs9dgjp6HoCNm6uzuKoC7vZnUAzHy5IFstLxnXXcp4iy3W18pszikuznL7efIGFstx2fWnyEGl1DeSzWbCZ213Efr2AUftOnQLOMczIg6plAP3npZwmx/VnEOdJecBf5hqzjPsa9gM3dxpPEK0gF63uuJa3nBX1wUS7OY0b1X3KeovjiKOB85jfT1nd/0vK7994Wcf69bZjiJ7BcL/5ynSdIGFuo1UJ13rH8urWS3/oUtdo1PBuLIVZvJvbrRtutdWjU2d3Gk/nLUBvpxQe4ez6OsxDePso4ZwbZcJK9bN7THpt2d6z7oG+qONslA/jiLk3Op9GBOh5aWvSI0E7b65qjYOsd8QOd+P3O/QnTIbLMLiNgiRoDSDrVocvAhfZztw8GaBthGjFgIWoi7uAoXyRMcsKTHNcHOfg/9XN0vS+ddBhA0lLvqG0R97HrtXcpt20EdPD9iBoEE3yPd7muxnNghctpHbVtmf45e7n+tkmn20eAR9Yn9KKlha7L0hqDghwzEahDYICOpbXdr7ZzOiYl6vfQMSkhQAlz2xvEkTBp29uJzITwtvvn7mWAh6UlKJHwBy5ZGiUSiZb7IhImeQNxHTKT3kCOjmWHt1t62/Fe+fWRwQ6ZSX9wRX0wRPCcjklJIUhbr1HNMSmZjNgecY6ug02Cgy7CAzAsnUSyWVY2GThHYL/GgJbG/jXyBor4+0ecy8n6I6JrwfPUup6HKHQcOZRN6u33q0NZUtt2f3JdSw+Uydhg2vtoYm8iab0QGAxiL9CIvt426riBRxN3YGnRH56Wtvs0HS0BUXAUbS8riISn80BEsBPap+1DO3zuZkAQWV6HAI4oFPwBlNC0ULDTXpeO0710vC+73cOIn8Z5OtyHZkFdr71rGeE6hMuvB6ta6367j95tfw5a66GRFQriourZti3iHrVdQ+QXmejRuMHpbFqPC95TjTStWcfWILF9+qN6oOeVqZGWCE6f05wGoREI+u+DCG+LYGmCUA/gLI0ENLJqra/XZ+LX1uvRkEbCD0hbJmwxk5QwnZZtlt56fM0PmoJ1rlFw+hgvoGu51u1msOVtT1AC/z977/fdRpLl+X0jQdbZv2MFUC2Kax8/2C5mQmU/7RKAqkSf0+Lsm/qHmAntjESqWjo70yW/qcY+llrMZK27SEjdNfVoqr1NlYRM9tPuVhXBtt/sgaASMuV/Y7pGBK4fMhPIn0ACBH/fzzk4EhMRcW9EJokvbsSN6Gfoxm0M6rDm+r7WpnbCljXBtuS1dlzIRbKD++Vlkj1f/faG1vMzFX2fTY2EED27nkekiWSf/O1hgm3575uaIE1fI9kbs36brqDkTGLmrDPwBBKrSlM5lV5GTh8JZhADSDh5JNrMFOXUwWVOG9PT0yQ8MZgWNWSYg+MYUAqrmDMns87v+HBgGDZWVk51J5gDYFUlbF/ruOv1rCqkzy+h892dEzBd5GC9+DPQV9/hTiE8teWsF/Ez+grf3eknqDDMWWRqago//vgjcrlcwrvv8MVHF/H63/8Fvy1PQRrrd2EHt6Y/x8Xmf8admdyYbZw8Pvjgg4OtGWSY80UeKzPbo50i4hhQFOPQPGKOltI9Ha8rOTcJpPyPePLVHZwMhWWj1biMwoXIskCrioutX+NbFoLMuecCbn+1hta1v4HVGXTKSDo7tz5G89Ez3C5IZ0YI+nBkkDl8LA2iXIMc3Y+PYRiGYSbE4Migx84tTF/9R/xvr/8LVjJH99yo4upPtvHjRiVyZvHp54MPPmAxyBwuwTOGAQCyDtpdOTZ/GIZhmLNJJjEIwJ3u3cbH//RblKakoUn2O7emsf3xP+G3pXGnl082LAYZhmEYhjkTZBeDTBBeM8gwDMMwDHPOYTHIMAzDMAxzjmExyDAMwzAMc45hMcgwDMMwDHOOYTHIMAzDMAxzjmExyDAMwzAMc45hMcgwDMMwDHOOYTHIMAzDMAxzjhHAWEf0MQzDMAzDMGeAKQDgE0gYhmEY5nSyU82hUvsl/vn9BnK58zvhxyeQjAefQMIwDMMwpxYH61dyKNe6+O+f3IOQ+COdGQ8+m5hhGIZhmFMPRwbH42CRQceAIgRE6KXBSiluaeH3/Z+ZyXJ44+rAUAQUwwnYSXop8Ir0y2lpT8VwW66dcJuB1qF5dpNNeO8rxoj2Tx6WJrm/P0O+tzmGAkkIaMMKTsAfSTN5wTFzxLiRMMn/e6PoaHcp9n5Rb8O/vFPNIScl/63S293eM7xTzSGn1dE9huCI66OKepdG+J3yxkISEOoE/N65hamcBCGvodPN1tbOrSnkJBWdTvdgtpljZwwx6H5Qi8IqGrH3aiiLcT78TyCWNkBknEI7B8QxbmAVOr5eyQNw0G5mq1faNKHWyiP1L2irtKgCaGCrnqAGrW3UvP/WthMMOG00AchLlezGe22fjvtyXJQ261h+ehVVk+Ugc3Jw1n+Ou/Qb/P5OAZIAAAft10AWnbSwUcfys09wy6RM5cdmp4pcToJa7x7IjrP+c9zd/RBPnqgQzz5G1SRk0nCe6FPrnVD5nRdPQXQTr75bgeQOHnOOGFkMWloBqw0AkKHbBKLAy1TdQrVyL4LkU9okEG2iNAGnjwInq9o5YXb8cZ4sFh6tNqA+WEEeAGCj1QCgmuH7TwSiXazkQx7hvi6j9jBrdC5iq7QIFUCjZcdKumOnQlUB1LZjUWmnvoUGgLmZfKzuMI7q/meltNl1f39OzN/oEu6vyXj6+frhfnAyTBLyGt52uqDdVcz0hMsOHt9t4Obf3UFB+Ncc92/V8it0ut3Y36rVGQn9X6kF3FuT8ex/WT/UpEqn/XoCe3i4faWbv8adlfvQFYFnf5/Nb6fdTPid3cGLp4SbL79ESQqOCXNeGE0MWhrKNQCyDjv2oQ+gtAki0/3wXn2UOmXMnC4c4yFqso77vpL3I26zhUz185UlyI3VTFG2mC0UMCsjQew5qG81AHURm4sqgCbakeCh7SpWLJ6WbyCnjHzlOuS9VVQPZUragVGUoFmjTJvFsaredPYZE6xWVYIkqTDJglY0eEcIAM7653g6/xv8qiTQ14JtvAZhfrYAZJA4+fJ1yHuf4pZ1yNHBFErI4iUALGCj00G3VoEk8rjzXQfd3VXkxo7oLeDL/Q42KzlwUPD8QlkxVRAgk24PLUgASA4UdOuqZKb8PKAxUt3vUb2XnOjA8HJ9m9GyYT/ccoGXrJOdaic+Hge3Y5MuR95Th49U2PZovgxokdToWJpqtucg6ldoHDPaIiJbl+P2bJ1kgFSz//9wPa+/sXHLev/S7n9Kv7xnPvzcDbeV9V6bqnDvWTcyBqJfTzW7ZOsyCe//qfW8MQ2WC42PEGGf29EyYb+ErFM3vcj42DopqnmAtk3SlEPy7VixydB0srsmaUKQvNY+RX20SJMEicjf6vBrmeqdLiV3ySajKJGQ1+htpxtrV157S+HLGkmSTGtvOyntJXioSSTJa9TpTH5QLU0iKfA7i3m3H6YmkSSW6VXv/+H3E1oiTZIC4zifqY9WNZdon6wq5SRB80+C42dRNSeF7lX4fb+9ZXq13yEz2Pb8E9o/hPEbRi6Xo/39/SO3e9qZnp6mESKD3joxeQmVYbNuA6b2RsIxoIhyb12YT2O1EF6XmLUcAHddY7RsDWXFQGKOwlB/GlgtJK0tG9eOA0Pxp+KDVcsQWXxM5AB99tblBada3SnUOaCuhBdkDwj9FWZloLGFpKV/g2wBQH5mDrF1g3YLDciYLQDIV7AkA42ter8/SdHLke7fKGzhRtlvVcZSJZ/R1uB7PfC3x9IgFVbRCEQvamUJN7YOMAPlGChKZdRCIZEGVmckaClrA/37uu5MOIziGCjO3MXlawtZQyWR6lUYVh73PnuDWzsHiy6OhbOOouSO2+Rt53HnnsDPchXQqw6+Xy30I2GHhbOOolR0lwYdsqmx2NnGUwIuF/Khx8Wdkp0DzCvhJJIBCRf5WRnYe4515+j7+qKaQ6XW7a/l27uLi0UjnCTjrONKroxatxvwbw93L+agRdYBjo2zjiu5CjY73dAY7H16ETmtHksweXFrCpXNgO29TzFV1DMnojAng4zaMS3SkoQX7QhEVEaPDPYjJuGIj3/dj7KkletHZXyX+xGfoF2/XDhq40aj+nWDdsJD4NeP9m1MO16UKzrOWaOyyeOczZckXP+GRDSzRNG8yNmgxyfJVsjfQOVopDFWNxa9zH7/+u0N9jc0FqGCGW0Nu9ft4LVghM8mXRa9aGDQZ9F75keNDAbarAcL+5FClepJX/RNlYSI1kkZK02QanbdaGIoElqPRLZM0oRKZlsneZTIoK2ToujU7nr/F4Igr00oamaToSikt6MRK8/Xbjd+ra2Toh0kshk0b3h96x5O+0MwtaS+J2BppJndQ/QpOTJoG0WShEqvIhHFWCQu9LcqJepmaSRJgpZfdQ6lH66v4fb7fi4H+uBH/4JRP6//AhH//LJulG6Q2337+/0oXygy6NqQRDQS6F+fpyeeP/1IY9CuH1Gcpyc/ZI/ITgKODI7HiJHBI8apY6sBQPYzWH3yWNkNJCr45VQTu6FyJWzaOtzlZsGwjwzdDiayuAkOWf2RdRuboTVovp0awgmtY9rxqZVDkTY3MSRhnWYmxvfFXXcXpJ9JrJrBxdjuWlE0VnEjaR+YwixkAM3owr6Btvr+ussC217kz8K2G0KEPxxu9LB/Dyy3AHpBxpHv3yjI0O8HGh3VVtq9TluS6dSxtUeAamIjkFGSX9lFXR0zROS1KettbJSDbZSw2V6DImp4kbQ20L+vtjMwiuIYRWxf62Cj9A7t1zLW2v3F/Ka4iuK63a/vFLDR3USpsILdzVL2qJf9Bo3L3jORX8H3XTfBYDJRMxutxmXM5COBSusFasuLWAheDfj//cYI/g803/L6Jg6n/YE4KNz7HisFMTxIm59F8/N1HPUpp06rgXgcr59JvPyqg27X/1tlQZMkiMZd/HzdjkfS8u4z/XrIMz155rH2dgNlyR9nN6FFBG+wY+J5gzD/5C02ylLg3i9g4+0aFOkZvtk54HpHx8TzBkAfPsE/rBQCawjdtYmdbgN3Q4k383jydgPlnNTz+1dPZM5IPmWMIAa9hfy9D+RBeNmmgQ/rcZGXKpnaSExm8KYPwz4HBEKIBgbOatstNOBNPUf3q/K22QkLnTHt5FfwwEvKRq2cun/faIzpS29pwGxASPpinFKETmS6tldtBnMYtHSgbytJA4Wmmb0pYDWYGeItTXDvgdeWutj3e+T7NwqR8c1qa9x7bbewR4C6uBD7cC4tLo+XCei12Vid6e/hFvB5l1IEX34GlyEGLwlxDPzs+XXcWxAQTh3PcR3lfN/L0r01iOcm3JlmC9WZmZ7t3jSrY6BYNGB7DljVeHKJ025Cns0DwkJVkuJtWFVImgVTk9w+9hJLAuU1HbqiwIhOhwZEn1WVIAkNJhEcuwl5to1qzq2v6Dbogo2q5NkQSn9qNWhfEhBq2L4kBISqQ1eKMfuunXxvfPx7pCb1zWs7JnKsKnJVM17Gu+6Xd9aLKBom9GIRhm1Ck2YwU+j3xarmUDVNaL0+qjD9yvkZzO29gUVpcnAH1ZwUf8ZCL7e97HrGFX2Yn40kYHiJFUSoVZKEk0DjuQknqpy8Z3qvZSPcix1Uc7khvrsvObDPYXbmUMgn/fbuoeeK4/1tuXsxvndiYQXfdwn/aL8b1XAi89cryGf6pjGHmQtJ1/fwxjmeRBxmdEYQg3m4S7eGrPsCemu/smabMmHcyJAXaesxibVth4wn+A6l6coSZE+8ulvGeOsFe7hfVhpbdTheZE49BWnEg+/12fgraj2+i8uf3UFeIBy9SypbrYDq7gc42Tpev9gBCHDqz4HrZbcNWHhRW8ZiZDmh/Qa4Xs5jJ9rGN14b7SbwtIwX1zrokAnt6QvswIZRdNfedYlgX/4DPsUSypEIoC/GrKqEzy+9Rae7ibIQsFsNNFZbuNbpgGwD4g+PUfXa6xCBzH+FT3++DscTjnhaxva1DjpdE9qzsP0OEey5P+BT8dOYfbvl9e2W27cOEcg20PL71mt73237d99gJ/Ip7NhNUK0SK+PYTSxf8yOMDswt4Hq5hMpnS3jz86vAq33P3l/hDz9fR/6Tm6hdvQryrttGC3//heN96OcxO48jiFYeEE/wnXQ3GeaoGGma2N8AePXGoMQDC5q7/4y7kP6AJEYcEjYETiznTyFPIELpT4fJup2wt5772h1vDjeFEjYT9nBM3Fz50PC/ALT627r4J88kqVIvYpc43kO3o+nbSowxeVHe2rblTifHEpnyqCzJbv1gconPUd6/kW2l3eud5OhIYRbzIvl9a/tppoiK3doLl/PadCMaaT4X4h+e3tYd6fc1LNysFzUsJ6g4XyCWNuoQFS/6UljFruel/aaBy3741WmjKc8inCpg4UXNncaNtUEEwEH9eQPLr7rYKAsIvw3rMe5ermOj5AqDfGHOe35DUhDmFkBbM6g0n+CrO/mecLKbMtbaGygJ4UaEG09Ru/yq1x5K16A2WnC8rZCWX3WxWRYQjp1u//LFoX3LeZGg3S55/vltS27b85dQCN0sv0wnUuYd6lvApd5yChNbDTdp6GcP/w9sXn6FL0ve9F++gLm9u7hYqYFuvsKGdz1/53t8v1LokKR3fAAAIABJREFUjUlrD1igtLyfBWx0uqnPmPuqBaZKs5DHzGUAe+7fqf5yg3VcyUnJySLec0uXC4gF41K3o/G2cxnou/tyI+yZO5AdbwpbXnuLTvdwbe+9seNbFqVsWM2cfkZbM1jahOluIohC0lSWpUF4GZSy/vWY69s8/Cne6AbWjgGlXENv/7i0crCgeVNyE4kQ+Rmrq4VYdM4/mm0iUTtP6MbElicwjpqCuzagv4ffuOPtTZ0O2gA6ZiuEJxabD/Gwlrx8wI0eNvHQLRAWi0d1/0axNe69zlewNC+AWhlFIyCdLQ2VWtJf6Boerg8p57XZWJ2JnSpiedOqiRnF/n2NZHH2CAk3B+2mjNlI1KsnEHeqkKRtfNLpgIhg6wqU2QIgwoIyHCWM2LHS2rDxprGMxZJn2xOgsF97U8teM73p2FAn0Wo0MPdZG7r4A0zHExyOiS1c70XxHLsJRIWxL/rgROy3wvZ7xRPs94Rjv29dItiGAuVywfMv3PbeXAEXwoobrT0V1xZEpIyNN3tzKFzw+mBuobH8Cp0u4eu/ElBmA18AHBvN+TW8WnPtpt7v+UtjZYAfhPysDIHXsINZ7fkyrssC4ulVXDGCawN3UL14F7tdciOiUWe9qdhoZvKJwOvT3qcXUTXDJ5j4x+4dWKjly7guA+JZZNycdVyp1NDt3nSfoxM3OKOwg1vTVZj73UxfnnduTaNq7p95ATxi3knCvmjRV+I+aaNmE1M/2zLhJYdTclPLDcpo7ldPyBwN7BvXayN47dDsDBrfcbOJM/qS3OBgnzPc+769If4PyzgO2E0uE9jXL6lAxvsXKztsn8Gk5ziTrSH3OjWbmGJ7DPp1VNW/r92eH/E93WTSdTVczi+bmnnpZelGsHWFxKC9CKMZvkq4HVtXSHgZw7aukKK3vexDdw89td6lbkKWsFqPZLaaGgnVpHZaG977fvaln9ncNTUSPZ8C5RPa7naJbMNrvxu+3ss21lUSsp/1a5OhZLXfHWq/17eor7G2JdLqnVgbklbvZYb2ygSzlG2DlOC+haZGkhLui7LWpm6wLdsgRahU9xu2tICPh0HKPoOWFsvQ7V2XRPIzvfyKOgmOutm2o+1NOBJBnxL2GQxtJZqQeTywT6n7Egbtu5nDofLRfQZtg4qSlLgfZDDDOLjPYNTvnBTJWD4CMmUTW1Wayqn08n3y/bWqU5Tz/g4uv3zv+e/Q+pUcScsv6f0x7J942ExPT9MYYtAjUYCli7tJbjo9VAgkCcYBNpOFUfCDOmlblsO1E9++Jdsm0RMXg5k3bx7UVnyrodFs9Zz2nrlhz9kgX7JuYp52/5Pspb2fzVaWe528RYxJ6pBNp73KgT/qnsj0rg3fdBok98RVwhgpIlUo+u1pik62L55EdDyCbbsCxx8DVXX96wavyzLJiG7l4grJWNlAG3GR2G/D1PytbmSSZTm2hUpIAAbqpl03NdHrpy+s0sr27Iu+/bUE+1qgb66vy7S8LMJ989uWtL44S+tDr4wr8gRAkJdpOdJ/U5NifQnVQdBfmwxFo+6h7nUzeNNpkSjwohs0R7dlSW7/MDadDtkIbCUzkhhM6dN8dMPtrPb3O9TNuOl0VNydOjHorNOVnEavkoSgVaWpnCBgOUUouoJQWfvhWDbUPkwOJgaZc0P6/n+ZG+ifFpLRFnMKsHVShu4xaJOuqHRSj8joRejcH0go+iGLmZNlf5KEBeehWUkRg+l7DY7WvEFFSZB6SHsMMofLYDHoijnt1fu4QPWE4PyTYULPoupUkdZ+OFqRe9iwGGQy4ka4Mp6IF8PWZYKsH4kt5uiwdcWbEh1erid4Thr+5tSxKNdR2TeO1/6k6E0dH7b36WLQj5YdRMjZRpEk5TCjgsxhMkgMOutXKCclRP2cdbqSk0geKgRdrOoU5dSzNV3MYpDJzGiCLsjo4m58W8zR4U4nZzl5hGEmhycGe2tZE04iGVvMHVxMMsdLuhi0U9f8uWsEl+nlS5VyOf+L2Tw9SYv+WVWayinp759CTvYJJMyJIr/yNXSsRjKIh2NpZdRUM7JB9eHYYo4OS6vg6fKryGklDHO85O98hTXxK3yUdLLIEHaqFTy9+Q2+LJ/2TFkmjrvl0fylaBb8Dl48I3TpKT7+5mP85Z87ILJQnfq/8aufXIHRTsjMLsxiHnt4Y4/4gJ1wBNzI4HH7wTAMwzAMMzZTU1P48ccfkcvlwm84X+Cjn6ziJ9s/YqMy1d+H8d0X+OjiKjqPWvh2ZQY5/42dW5i+uon/9tEbfBe8PqjOKeaDDz4YcZ9BhmEYhmGYM8TlwoXwGdAL13BTSPjzm8CZ6T4XCrgszt7pNSwGGYZhGIY5t7y238VPW0njnY3XNMrZ2aeDkyMG/dMYFGOs6o6hBA7tjp6O4sBQxAhr0NzywUPARzud4qD1GYZhGIaZCHk3mteKir4L7okuf/6DCSco8DzBd/OTBUgpC0hj0cRTzokRg9a2e8ScubtyaDYGHYXWx4GhFLDaCF+tlbMKOguaOEh9hmEYhmEmRx6z8955y6HrF3D7qzUo/9c9XLplotMlAO/wxc/vYvcXL/Dbci5+zrPdwh7mcalwdoQgcGLEoIXtGqCamxj3FOH8yq53FmngVFfHgCIEhLiBLbiCzI8+psUIHeOGK+RkHbZ/+LepAgBqZQ3D9JxjPEQNAFSzf3h4oD7DMAzDMEdJHrd/vQzp9y+x041M8V64jW/f6ij+/ho+yEkQIo87P9nGjxsVTCUkh+y8eAb65d/idkGKC8VTzAkRgyVsEo20/Ugm8ivYJQLRA8w10BdouytIjhE6qG814Ecoe2VKm57IrGF7iBq0W179YGdKm3D1YBO8WwrDMAzDHDEL9/BE/h1e/amL2PLAC7fx7X4HXT+AU7uaKATdrWg+xONPS6nTx6eVVDFoaQJCaLBgQRPB9W/x6Fi/bBh3HZ+7fi+5THxtXX9dn/deL4oX9SPrGkALmiijqetQa2WIgXO1NloNAPIsCpF38jNzAIBmm9UcwzAMw5wu3Cnh1rW/gdXpjpUAsnPrYzQfPTtzUUFgaGSwhrIou9OewWsDplkz4xhQEtbWNVYLccHmGFBifqSUjdlpoynr+HplBZumCjTb6b47bTQBYG4mHjkszEIG0GjZA82VFlUANZSDflkayjUA8hJWsixbZBiGYRhmsly4jW9fCSz+i4+gv03YUDqVd/jioylUOn/Ef7pzNvYWjJJhmliF6YdOyYQKAI0t1EdUg6VNG/3lfA6MG6twl+bZ/bV1fvu1MjQrj5VdEypaeJRY1muv9nDw1Gt+Bbv+lG9pc8AUcR95NhoXBJCfwVy2jrpTyrVyP4pZdpNj6BCTYxiGYRiGGcLCl3i//wDtub/GTsYI4c6tn+D13/4F7zfTpo9PP0PEoAzdDiZ1lHA/mKAxCk4dW3OLbltOHVveGr7dUKishE1bhwygtm3BMR6iOQc0vYSOcNk8VnYJRLsnLNpm4VE03AkAqHE2McMwDMMcOwv48v0GylNSps2jF758j43y1JmbGg4yRAzOIXk3lgaGzJaGyq4WBMSjGexGMkSSI3AVLMkAamUUWg+we3/WLbtUyWrwwCROBftTyANxYCjudLZqUiyKydvLMAzDMAxz0jiCbGIZuk2gUVOFZR32xNOLh+BPBSetK7Rb7lR1koD18SKesm5HMqP9KW834skwDMMwDHNSOFQx6G6zkk5yBM6bQs5S1ju1ZHLRtgJm3SwRRK05bTcumGXj6mFJJgzDMAzDMCeFCYrBGh4GMjkcQ3EzaJMITAWHt4exoBW8ZJGlipvokVbWMaB4iRmLEwsg5lFxjYUzpi0NhdXGcFt+ZLFWjgjU/vTxwMgiwzAMwzDMETMRMehup+Jt9eJl0BZWAVVNSzbJY+VrN1EkWEf428fIOr7uZYWklPVFo35/7FNLEj1b+drNUm6sohDKBk44ISUWmSy529cgcNqJEBD+FjqxJBiGYRiGYZjjZTKRwdJm78g1Fxm6vQsv9yOZ/Ap2/a1kgjV1O779S0pZ1aRDEFd5rOwGt8Hp28q0hLG0CfIyoiMN8NYyDMMwDMOcOAQAotjZLKcXx1BQWAV0+6RtOcMwDMMwzGExNTWFH3/8Eblc7rhdOVV88MEHJ+VsYoZhGIZhGOY4ODNi0D0HWXiJHgzDMAzDMEwWzowYZBiGYRiGYUZHAJmO5mMYhmEYhmHOIFMAcJYSSBiGYRiGOX9wAsl4cAIJwzAMwzDMOYfFIMMwDMMwzDmGxSDDMAzDMMw5ZiQx6G/fMugVPpP3cLA0ASE0DDPl+3sUPh020T77P58mMt8P75g/93Vy+zj09yGho8d13yxNcp8fCv98fMuFHRhFCYphRzLYLFQlqT+Gin5gHx2jCEkS0Ezq2bKqEiShHfF6aQfrRQmSUCdq16pKkCQVptemVc1BklR0u0fXN6uag6SZ6PL6c4Y5lUw8MlgrCyiGM+lmmaMmdu7yEeEYULyzoAEA8qAzDU84tTKEYoB/G+I4xs9wl9bwD3cKEL2rFqpSBZtBQdG4C6lqHppoHfp4W9WYkDz3WFXkJAmq2e2NSWnjFdRnV3HLovHv1U6gXR5shjlSxhKDqkkgSnh55xM3Vh9N1MkopU0C0SayHBXMjIfTbh6rfVm33WfqFJznnPz74J1v3VjFo4Di8J/d42Kh50cXRJsQYmDxQ8LC47sNLH92B/mgfesFaiDIa210/TFUBETtcxjOZNVBaaOLLm2iPGQAHPt4fw9OIo7dRFwal3BvTcazv19PeC9ju+0meKczhjkeJhsZLG3C1mUATXBwkBkLu4WzcYZMHitf65AB1LbPwDqFCeIYn6M2v4Z7JYEkKTY34x8qnkflugyIOczwOeMnnnx5CfN7nx4sOnhsOFi/koPGUUnmnDLxaWK7lfZRbkELralSEgSjA0PJvu4q9I5jQBmydjFtrWH6WrYsPqcRrZs2fZ61XJqVcXwdbNPS+sf61coiMNU5go0M9yPmlSYgvCnixmohVM/SPD8C6wn7Pg8bQ++5Ugw4kWcsrY2JLHXIz2AuqY9CgzXAp6RnvuejFBl/ezSXdnp+JK8hNMmCFlyzJzSYsQ/HaBkFhp31E9SNCs4vlcNRQQAoXIIMgdrnBtxAoFuWlq+hlCgbE3AMFAO+pU3v+msG++vsJEiKDtvUIAXGuLCyCyKgVnHfNw0lddrYWS9CkhTo9vDYmOWtmZT8MVQTpsKd9VBf3Fd/beAwdoI/pLUVWlfor2kMlFFNBItY1RxmVt0xeVrJuWPm+5O/gwfLAk8/X0d4JegOqrlguwr0dniMdrx2u367RR3tnuFofQFFb2OySyLzuPPVGlrf/GnsyCbDnHYoK7YuEwBSzZQCpkoACFDJDFck2Y3/x179tmzS5eQykHWyQ2YiNnp2wy9ZDvsbqzeoX5l8Th2o1LoIVs5aLsH30M+j+JrBptt2ZPxHsZHxfkSJ2Y3eO1kO+CCTbmcdQ+/ZklVSE54x1TRJHeM+D/198H0LFOjft8E+QdapHW1LpI1/d7CjRGSqwrXbHfRz+u9f2zdh66Sk+VHv0lBPTI2ESC9r6wqJYPvyGnWHdy/UdupzF7BpaoIEVKp7jZuaIBF5vuTofZHXqN3WSRGCoNYjftlkKIKEvEbtVIe9Mklt++37dU2NhEi7J8s9v3u+i+VAXyT3506/LWlQW51uwLfBfrltp/hMRLahkCRkWnvrjbVtkCIl216ud3pjaCW0+7bTJbINKqbUx3KdOpkfjiF4dtRXnezP29D2FFp72xn+O3Emscko5kit71PnCAcgl8vR/v7+0Rk8I0xPTxOA0cXgsFf4w7Ev8sLX/Q/giKBJFEHeB3/omi+MktsP+jq6GMzoc/Io9erKQad71/2+pJXrC5Og7XQxOIqvWX2Ljsl4Nobdj0Q8IRn2LyAUw4o94xgGvmgEv1gERWug3Z6vQ9TgYDE47D4Gv/wExy9Yr6fASJdFgvAzSRUIibo0sotBleq9tkxShXCfi7YrGHRF9IRV2A/h1R3siK0rIRGW+L4nCuS19ggfpK5vIiL6gu0NFYNATOTZhhITr9G6XkFShHB9TnU6ILhCIqp/fbnepW7v5+XYOLnCzy8XvJYmBgNtdaJtSV5bHep6/rsCK1pGprV2YEy9MVmuJwgdyxWertCzyVAkr19BkWWRJvV9CrYriWBZm4yiW19eexvwy78up4otS5NI89qxNImkoNBcfhURkRZpkkb1tzopmjkRgWlpRdLbQd9sMjQj/kXBNqio6NROVUyeb51urK3upIRwVqwq5XrCfJ6eDBO6tkFFzaTOEarB7GLQouqURvX32cS6VZ0irf7+SIXtUXIIYjAs2rxKJCd8uAffU83+/7N8CCdGxRLq+AJiZDGY1eckfH8i0czUckkNDYwoRX4exdesvlFkTMaxkeF+JDJQDEaer8xjGBe7XiHvevSZ8ARZRjE48JUa4U3zKex71/9ZgGS9TTG894ZFB7OJQV/0BZtXSPjXvaigrCeINO+9YdHBRCHlvkOaF72S1+qky3FhNxA7LWLXF3rDxWBY9BAli8Gk6KZbbpgY7kcGo3YoIMaSmvBFYD+qllUMJrUlRdoKiMFexG1ALwaJQS8SKK+9pW478P9oQa+cGhCJMTHoRwXltZEEhW0USTODglIJCTNLk0jRA+LSHvbXcFTseJOWRpKWEMlMuz6IcepMEKsaFbonh0xi0KrSVE6ll74QdNbpSk5KjorPP6Ef9jvUJYfWr+RIWn5J78+gIpyenqYJZBN7WZMAVHMXK9GF3l5CgL8GLPQqrKIBoNl2gPwKHqhenVo5+zo9r311MZ5bXFpU4+WzkNXnAchLFWRZ8y7PFuIX8xUsyQCa7eHbkozha1bfxrJxGPejR3IiQfYxTElEkGeR0MKBkXUbtDkk511eQiXqU9R3u4U9AhqrM8njT8Ofx2zMoRBbyAcADbRsBJ6DmfC6Ms+PXQKa9iA/HLSbAMmzKETWAFrVCmo0j7V2F7urZax8vQZZCNQqRRg2Je4VGMJ+gwYI6rUSossLS9fU2LW0/s/kMxQtXYMKgdoLy/3IgIXHqyOsbZSvoxK1ky9jSQbE6zYcUGyNX3nzAEkZsbYSkiTyd/CZKtzs8qcV5KT+398sayD77bjrZPdaDsh/bu9eDK3DdJ+XFex2KdNzK18vI3Pau7OOn2/9FL/6N15fHBPP6TrKF/rJSgv31iCeW3hHBGAH1YsXe8+zWvfGxlnHlaIB21uYuFPNoRpMLnHWccVfxyhH1zdexExBQAgZersLctZxpVIDbVZQNOzQWken/RrzlwpevVzMD2f9Cq4YgfWRkbbaxhVUDR2KJHnrKC3cmvLb8ewDwM4tTFVN1LWce2/VOjpdt/+98uoa1pQijHY3cr/DZd78v7OYudBvs+M55/pqQi/mAs+PjLW3XVjVKVTNDrpWRj+KRRjtTvbnLivvvsBHVwnbf/kSlSkJAsA78zkalPyML//6NgqSBIELuP3tW+g/LOJ/XG/3+nyWmEACSR4ruyZUuMkGB9mXzt12w22rTwOrhbOxcTRzNknbamk39s2IScbCixpA6mdY8cVofgXf11UI0cDdGQmF1V3QgAzko6WEayp6W96QtyVOkhAdjx1UZ1bR8JXHch3drvtM2YYy4nZAFqoXw211UtoqbXTQ7ZpuklLvqjv+mhkVCCeTncd3cfnXt5H3O+a00Jgr4ELKmFnVCvDyvTsmtoE3L90EEsd8DrpexgUhAOxg++kyPlkQvfu78/g5fvrDPjpEsP/t/4lffOGgSw7Wr1RAfnvWf4Vf/eIL2P/yNn69LKDWO9hdmYEU8MVpAdfLF/CnW1eT/Wg1cLmQ79+P/B18Fmjr/3vTwNMt4Kv9DnZXJfyHj66i+80/Y79LIOu/xr1ffAG7S3DaTVDtKl588s9437FQ/f1L/IkcGFcqvfL23H/EPfFTlPLB++/2KVzmEi5A4F27iZvXFiBc1Q3zOfDTUh5v/ixw8+W+15d/i/948wtc+OQ3mJ2R8M5uAk+T/LgKeuHb+CPu46f4mwvShH/X3+GLn9/F7Iv/gFLOb3sHj5//FK1/3ve2s/JfFqpTGhYXpMDvyAXc/vYV/tX9m/jC7k44gen4mVA2cQmbtreNRjmSrVuYhYzAvnFDPzRL2EzYuzB1ew6v/aT3re1avHwCsQzokX2O02glpHkmbOScWM6pY6sBYG5meARvDF+z+jaWjQncj1E58BgeJ40WYt5HfS/MYl4Ast4eMP6HEduM0HsO2pE/nGE/0v+A5zEzB4hGK5xt6rTRTJIapQ201/qCRf1sJZ6B3PPNy0TuRev6WC9qsWsHpXRPhyz28LzuuM81qcisBRPvuYmtBkCXZ5B32mgCmF9ruyKwVu6NQfpuDSk4NpoUbkvqtbWX1DNsdLr9+2tqkITA0+2dbJFJ3/fZPIT/3K697YnZ2POyOjNU3DZaDmI3MHGD6gTRtv0Uy58sIPQVIiAQSxt14ONpN0pVWMH33a5XpIG5wgW3ltPG6/lLKKB/f/OzwKcXr8Bod3Hhznf4fqUA6U+PcffyS3xZ8qKSC4tY3nsDBw7ar5dxLeBX39/LKFwQWEj04x3ar2VcygcMh9rawfbTeTz56g4KkgB2HuPTyy/x2wXJvccL17D85zdwyEH9eQM3X73HRjkH6V0bzflLyP8pXD4/MwcxN4MLIRd/k1LmHcznwKUL6Edg9xq4e/Eiav/dI/y25PmQn8Hc3qf4yXYef/0v38F6voeb30T82PkNfnX5G/zvJd/GZWBuZkJfrPq8++LnuLv7C1z9NwGB966Ae//lNgq5iPDceYFnv/wE/1qKfvlcwLWbf8a9J9aZO21nclvL5FfwtS4DqKEcVBTelFdjtRATGu42G54A8bcMiRbyPoDS7XpTarVyeDsQS0M5UXvU8HBYuaw+j+JP72QNFYulAeVgQfOmXpOmWtPsZfI1q2+HYSP1fhyASY3hsVJDOXRKSdD3BfcPUb6CpXmBxuoMNCv8B8jdEkbErh8K+Qquy64fVTPuhzRgKxefwiV3H9LQbLLXLmru1Fewvv2m0dMBSUIv3AYgom1YVVRqh7BZiDetu/fmMV7UCKSOsP0NnqJSNPpbssDqRQKXF0u9KdHolxyrKrl9GaMzjVZ4XK1qDpVaQEh5p4pEt5JBYRbzoxhy3KnhyzN5d4zmBfbuXoRmhaemd6o5SJIYfNpIvozrsoB4WsGV4PSqN1XapZtYDAqsmGhz0H49j0tBFYeAQNy5hVzuj/j4vRfhM4pQLs8gKirDUULPtTvfodP9n/HDpWnkvGni/pSvCPvzzsRzuoQ8IvrGf3+niqmIH8XLBVdgIRKpc0w8xyVcACCcNl7L13vvu/bzXqTObb85fwl54eDN3jKu9abO32DvcgGwX0MOlHfazXD9hGv9n2282buMwgXfrefY++VLvNEVFP+qEvHhCX7YKCMnOXizdxOfLIT9INv1Gz0b4Z8ngwPzeQP0y0+wEBR4Fy7ggojPNuy8eIZffvKvISX4sHDtJsTv/tczGR3MvMhw6FYaaVmnKVuNIJTMMGBrmYHZxJSyvYhMqhrxN9EPmXRdHdPn1IFK3e4klBgxaFuUIdvphH4exdesvgXblHWyD2wj4X4kMTCBJCGLO9MYpiWK+Nu7RO/naAkkQ7caSuxHP4EkcZsRP3kkMC6JC5y9fiaklkTsZkkgCWYS+31UeskXPT9StpYJbUGT6kjK1jIDtqwBVFL9bHJ5Ld2Gn0SS9twNTSBJSAAJbleTsI2K+15CQkiyg972M8u0LCds49JLHhmwzYv/uxrIWs6WTTysrUHlIv0LblUzbGsZa8C2NvIavQ2OtxVud9jWMuEMY4pn5iZk6tpGkSTVTb6wjSIpettrwyJNktytZYL1EracCdezyShqZHa61LU0khTd9dvLeFbrHeqag5NH3upKsh9J9YLJI9FEEkujXMz+PnXMKuW0Ou1742BVc6T513vlLarmJFJfRbaCsQJ1bYOKklfGNqhY1AP3SCL5yQ/UMV0ffuj5kCNl7Qe3TWuAH8U1+mF/gB8ZSU8gsag6lSPlyQ89+6k463SlqNPb/ZQkGS/hZPnl2ckuHjubOMuHeWqGZpr46FWPfxDEt7Eb3r5qpvgbEjWeyDQTxOAIPqcMRKzusC1Iho9Lihgc2dcsviVtfTK+jdT7Ee/oaGIwk18nWQyqZEb8HzimItrPYTLQtzshMdjzQ8T8yPZ30csaTsj6DWYUh4SK/64mMtgJt6HWu9TWh28Pk57lHBRJydvJuHshZul9cC/C/lY4UXEX7EdInC3XqevvcxjIOh6eTWx6W7mE2+oE2upvSRjZ7y9hS5rwmATf97aSiYq83lYyYSEXH7L+VjIIbTsTrx/aqsbfwqRrklYMiD9LI0mKPk9BAekKL9/e8rKf3Ry4Pj9P80KNbO0SrAeaD7QZ3Mamd93zYz4iXvtZz8l+tPUiFfWI4A209Tbhfauai9m3jWA5i6o5jeqe0OmXn6f5+aStetx7IgkQ5pdpWZZJf9txtz9KvB7x4ckPPf9G82N/rGzlVDFoZxdwzvoVKupv00WjJwblLMLylDCyGGQYZlL0xeB5w99r8Mj3SZs0mfYWPEckbBdzxA6QUdSoe0Y+oA+bXmTOj9op+rGIm5gfxTXa3x/Pj4OLQYfWrxRJfzsoMjlClPGUMPbWMgzDMOOSX/kMqniK6oAlgKcB6/EqGrSM71fyk13edEpxzC3szT/pJ1AcOXmUr7/GrT+dwrORva1suke4CG3hV0/w+uNpTEkCovT/4NHvb0OSjv7GLfzqCV5/8kHfj2e3IeWO6RfqnYnn9FOULgx4ht/ZeJ2yFc1pZuq4HWAY5rxRwr01GTOfr2OjtDLxrMHDxUJVqmDTVxvqNZyyDhwS7jnSN1/ehDC8AAAgAElEQVR+i+Pc/Cd/5ztsHJv1A5C/g+++PwabnTtHbDTFj/1D9iNfwGUh8I/2OxDNpCanvDOfg376LDGpJMrlwoVQss1phyODDMMcOfmVf8CauIviun3KvmEXMCt78k9eQ3ejxFFBAFb1Kmo3Xx1jVJBhBpHH7Dyw92bQ35sdPP50Fn/31/nBEVK7hT3M41LhbD3oAu6aweR3HQNKYRVzJmHYQQpHimNAKWxhyU448YRhGIZhmHPH1NQUfvzxR+RyufibO7cwfbWLPwZOH4m9v/0x/um3JUwNEIM7t6ZxtftH/OXLysByp4kPPvhgUGTQglZo4YGto5m24fOYWNrBThSxHo0rBC1oIrIp9iAcA4piwPH+HR0HhjZOPQ9L45NXGIZhGOagLNzDE/l3ePWnlL0tF77E+43yEIG3gxfPPsTjT0uJexCeZtIjg44D5CcfdnMMBY9mdg8QaXSAcc+UsDSI7cXh58VGyy9uj1ZvXHtRHAPKDWB3d2W8+gzDMAxzThgYGQTcs4kvvsa//8tvUU6KDg5h59Y0Pr/YxH++M4PcGYkKAsMig3kbWu9gcQW9Ax4sDUKzeidP9E8MsfrlNQOGEqjj4xi4sbWE+6UhbXnX+9UUKIYFQxEQohDyqR9lDNhPif457SZkbEOJ9ilUtx+1dNpNyLOF3r9p5eAYXpsCwj9Nwj/VI3Y6xgjkZzDXaI1Xl2EYhmGYPhdu49tXAov/4iPobzsjnCDyDl98NIVK54/4T2dMCPqkiEEHhlIGTP98yjms3nBFjtNuArUythcJRCbU2jasSHl7dgurWEIlEsCzHq1i7sFKL66X3JZ7vX+MmIP6FrBUKaDVAFTfJ3sJWzcMFBZ1zBYi9vVm+Mg5D7vVQKM5i6/9Pj1y1ZylBfoamBa3W8BSJd/7N62cO23t2V7awg3DAfIreKC6/g47xzgdd7E6wzAMwzATYOFLvN9/gPbcX2On082UwLZz6yd4/bd/wfvNq2dmnWCU5K1lrEdYnTNBvh4rLUItb8OGg/ZWA6qfUOK00ZRncd96hHKgfH5mDpibiUzmWtiuqVjc9H92UE9qyxN/s1/7xerYajTQKBQAWe/7lJ/BXKOMwrYJWnwEEbS/sovdWKcctJsqzF1PjAbOPC5tmtgOppKrpufvHBY3/X/TygGFWaBcUAB7Fys92669fn/Hwcao59IzDMMwDDOIBXz5fiF76S/fI3vp00liZLA/Ldq7gKY8iwJstBoqekE7u4XG3AwQKR+rH2rDJ7mtPGy0GnOY8ZSkU99CQzVh6zLkpUqkPR32ZinZXqxTdWwhYN9uoQG4U9JiG4vkRxVlty3fX//ftHJwxSfRA7QKwWli196BkrA92wzDMAzDMIdFohjMz8yhsVV3RQ0cGDe86V1rGzV1sSdwrO0a1MVSpLyFR6sNzM0MmRpNaSskGh0DN1YbkGcLiT5hqYK872/LdhtyDChJawbtFhqNFmzPR63chH7fE5L6fc+PgO++OA0K3oRy7npGB0AJm2RDh2fDr3cQ3Pnpg7XBMAzDMAwzgOQ1g6VNmHOrKAg3YWNrycZmKRrx86Z9S9HyD9GUZcQCdfkZzAV+TG0rX8ESvLZutDAny1iq5BN96q3FK92H3iy7CRyFLSzZm7GInNNuQtVn8VAICFEGTHdrmvzKA8yt+kkp24AaKL9Y6v2bVi58vYCtpft920nJI5HkmPA2Ow4MxReyDoyHOMB6Q4ZhGIZhmOEM3nQ6I5YmsL3orf2zNIiHs7B3VyJrBh0YyiOs7B5oEd25wTEU3MDXLAYZhmEYJgNDt5ZhEhmy6XR2Svd1NMve1irlJvSvo0IQAPKoLDV5E+UsWBoKrQcsBBmGYRiGOXQmEhlkGIZhGIY5TjgyOB4TiwwyDMMwDMMwpxMBZNpzkWEYhmEYhjmDTAEATxMzzMF4/vw5rl+/ftxuMAzDnFt4mng8eJqYYRiGYRjmnMNikGEYhmEY5hzDYpBhGIZhGOYcM5IYdAzFO2kj/XUU+whamoBIOnIuxd+zsLdhtM/+z6eJzPfD0gLP1OnqI8MwDMOcNiYeGayVRfwINub04QmyIxfSjgGlXOv/LM8esQMMwzAMc74YSwyqJoEo4WW6B/Y2Vh9N1MkopU0CUfz8YWZyOO3msdqXddt9pnZXjtUPhmEYhjnrTDYyWNqErcsAmuDgIDMWdguN4/aBYRiGYc4RE58mtltpH+UWtND6QiVBMDowlMg6xIR5ysQ1g44BZcjaxbS1hulr2bL4nEa0btr0edZyaVbG8XWwTUsTKKy697FWFhCKAWdUGxnuR8wrTUB4U8SN1UKonqV5fgTWE/Z9HjaG3nOlGHAiz1haG7zUgWEYhjkvTFYMWhrcz/I5zOQD1x0DiiijFircwGohKBIcGEoBq1EtWSsHxEi6XVFYDUWUamWBG1vjdSO7z6PU9QROsHLWcpP0dVybo9g4jPsBANjCjd56QhlLlfyI/WnhUeQZa6wWoFkWtEgb7vWD+sswDMMwpwPKiq3LBPf4uoEv1QzVIl1Oum6SChCgkuk2TjJACBciUwUBMul29JpXL6X9oK/+9XC9eNl+/Yw+J49Sr64cdLp33e9LWjnfRth21Pf+z6P4mtW36JiMZ2PY/UjEVBP88/sbfT6yjmG/HGSd7H6j/ec20G7P14GOhtna2spclmEYhpk8uVyO9vf3j9uNU8f09DRNWAyGRZtXieSED/fge6rZ/3+WD+GQMEoRkf1yY4jBrD4n4fsTFB2DyiU1lPBeqhgcxdesvlFkTMaxkeF+JDJQDEaer8xjGBe7XiHvevSZ8MQki0GGYZhTA4vB8ZienqYJZBPb0GX/+i5W8pHCXkKAvwYs9PKmEpttB8iv4IHq1amVs6/T89pXF+O5xaVFNV4+C1l9HoC8VEF0KBLLzRbiF/MVLMkAmu3B0+Nj+prVt7FsHMb96BFZfuCRfQyT60OeRUILDMMwDHMumMCawTxWdk2ocNeFHWSdlbtljNtWn4zr9BiGYZhDwsF6UUJRt0FkoZqTIA06gEA10SUCAOxUc5C0/s8Mw5w8JpRAUsKmrUMGUCtHsnULs5AR2Dcu4bUbCieWsJmwd2FtO0UNeu0nvW9tR9MKkollQI/sc5xGy45fTNjIObGcU8dWA8DczPAI3hi+ZvVtLBsTuB+jcuAxZJgThYWqpMHKKJ6sqgTNIhym1HLWf4ZVPMFXK3kIMVrdhY061GdXccsisB5kjp93+OKjKRT1t+h0KXQtJ/W/0Kiv9tGNPK87t6Yxpb3CfvSNM8DksonzK/halwHUUA4qCm+6Lik7093qxRMg/pYh0UKeuEi3600H1srh7UB6mc1Rang4rFxWn0fxp3eyhorF0oBysKB5U69JU61p9jL5mtW3w7CRej8OwKTGkGFOClYVkrSNTzobKCWoLqsqQfI+sFTTFYCljTYuf55DTjNjH14TcgqP7zaw/Os7yAsBoISNThfd2JdCG4YiQWAZ9Y0SRM//Bdxbk/Hs79dxuJKVYYbz7ouf4273MX53uwBJEgB2cGv6Ila+64R+f55+PI1qPSwIF758ieXfL+Kvzc4h/a4dL5kXGcazbmMlkrNOg1mb0VcvmSGQ8TkkMSWWCBJMPgnUUdWIv4l+yKTr6pg+pw5Ugj8JWa8DykVtpGcTj+hrVt+Cbco62Qe2kXA/khiYQJKQxZ1pDNMSRbzrsfvJCSTMMWAbpAiV6t1u/D1TIyEEAcvJ75NNhiJIWWtT4tsHckshoaxRe0jDtqGQJEDL9U7cB9sgRRKkJr3HMBNieAKJRdWpHKkv31PHew6d9SuUkwRh+SW99y9aVZrKub9vL993KPjIOutXKKes0fv9zmF148gZO5s4y4d5aoZmmvjoVY9+qMcFQLIwCLevmin+hkSNJzLNBDE4gs8pAxGrmzxuo4xLihgc2dcsvgXFuW9nfBup9yPe0dHEYCa/WAwyJx1XzKn1LsW0kicE5aFCzyRNUkhvJ7QxNiZpUgbbtkGKEITlOnVSClqaREJeS32fYQ7KMDHoC7kf9vsCz6pOUU7ERZ97fZ6e/LDfE45eI3QlJ9FyQFCedkYWgwzDJMNikDkItqGQSIoKeiJruBB0MTWJhFqf3IeUqZEkhBvtG2ZXyLT2Nl2IupHDwWUY5iAMFoNuVFB58gPtB35BRhaD/nvKkzMTHRx7axmGYRhmUjgwtxrA8jWUEF4naD1eRQM38dnMY+RyUm+7Ld1OXn1XurYM8fRzrDuTWZ3n2E0QlrG4IJCaN+Ks4/MagW5+hjsFpJbLz8wB2EPLIfDSQebI2XmBZ9TFbOFCYD0rsHDtJoT0DB//O7OfULJzCx8/7aDz4XWU8yKWNFWYnQf2/oAvHDozawdZDDIMwxwrNloNYP5SdLdLCy9qAOgpKtvX0Ol0QWRCE3v4dKYII0kQFmYxjz28sSfzCWW39jBMuTnmFhqYx9r9UuhDNkZ+FvMCeD1kj1aGOQze2a9BdBOfLEhhcbfwJX5YKyL3u08w7X/hKm1gv3MTL79dwUxOin3BuVC4DCH+jNaEfs9OAiwGGYZhjhPHRhPA3Ew+HFbzrs+vtdHdLHsfYCVs1FVA7OF53UnVac32u+T3rCpykhTeE1DRYSfu+eLAbhIwP4tCqsZzM40xfx2VfHpUEACQn8EcgL2Ww1nFzJFjt/ZSfl928PjTBrqxEN9TfLPTTd4OqTCLeQAt+x3ojOyXxGKQYRjmBBMTiaVrUAHsJe2vmS9gbsR9AA+EY6NJwPz1CvKDpSDDHCMO7NcEmr8U+WLzDl98dBW1Tgc3X75Hp+tvk+Rg/UoOv/skvr0MAOBCAZeFwJ9b9pn5WsNikGEY5gTTbKdHAGN44iyV0gY63W54f8DdVRQSp3fzKMwJYK+FtNkwf4r4+tCwIACn7UY6Z/MYsAKRYY6OdyaeNwgf/uYHfFnOQeo9lhdw+9tXUHM5PPtm51ycnsNikGEY5jjJFzCHBNGXL2NJBvae1+EE3/Cmj5cXS6kCbG7mwnBxloHC7DyA10ibdXbXFF5GJnNOC3sEXE48IJxhDpM8CpcFxN6bxC82e29GjPC9s/GaCB/OFs7M15oDi0H3BAptEr4cO46hDD5d5MhxYChnZ3wZhkmigFnZ/UAKk8edf9Ah732KGc3y1i45WP/ZKhrLr7BRSoiv2S3sYR6X0hf5jUS+MAeBvZSF8v01hQsZzDntJoB5zObFRIQqw4xCYXYeEK9hvwsci+hN9+Lpx/h3oVNF+tPHH15KEHx2C3tALDP5NMORwXEYdI4vwzDMSORx5zMVePoCVjQ+kb+D79s6lGdXvWPoCliZfYXORjnxjGDrxVPQ8me4k5/QRGzpGpYF8Gx7J2EhvQ03MDiDDHPEMLf2QPPXB24/wzCHhZsBHM20X8CXL5eRywk8/Xg6cDZxHne+66D74RN8dcc/tq6Pm5n8IWYn9KXrJMBicAzcb7gMwzATonQPuvwUL6yE6dj8HXwfXOdXSxaCgIUXT+exdq+U8v5YjuHemgw8e4GdmBr0ziiulSEN1YImtvYIy5/d4fWCzPGwcA03hRRfA7jwJd6/NXAluoXM8ku8/34VF2Nby7yD+bwB+vCnuJ0Xw5/9UwKLQSaAOy3NEU+GOWrcKeHXV6uwxlysblUraD75anJRQd+zO59BFU/xYmf8DWEccwt780/wZSm+gS/DHA0LuPdEhvS7b7DTjTzLF27j2/0OusHEqtpVTCUpPS/p5Jd/dxuSdHYk1JCeWNCC+1EJAcVI3jDUGlhPQWI1x4ASaV8IDVEt4q9LtGLtxsuOazurALI0gcJqAwBQKwsIxUCv+UPpj9+raP30ezE+eax8raO5zWqQYY6c/B18Xxe4miumnjCSjIP1ooQKvcK3dwqHILbc6ODTv18fc0+1HTy+28DNX3NUkDleLtz+NZal3+Nl2v6BGXhnPkfjw9/gtyXpzEQFfZIPq7N1kt0Zi/hLNXvFTBUEqGRmqBeoRmSqyW0j0l7PRspL1smekG1ZluNlI8R88e0fRn/IJl0O1/fryrpNE8cbv0H9H7UtyPoEGgu2KdNhdP2g8NnEzOQwSRMqmVkOIyYiUxOkmod93q9NhiJIyXhGchCrd14yn0jMHC6DzyZ2cdavUE5ZG/NcYfd8Y/Xl+8md/30CmJ6ephQx6IuQqOjwr/c/kMNisF8vLChMUpFULiyS+u2F6/fFU7C836bvy6i2w+VsXU4Wjkmjo0dF42H0J97uOELQVF3bMQEa66RJKlQybZ3kyahB1/eRxKBNupwu9kw1+p5N+r/9n+i/mYi/B4PFIMMwzPGSRQwSObR+JUfK2g+0P6Kis6pTlFNf0vuzpARpkBgMRHWGyY6QGPTqJYqVIVGnqFiJi6e4SHBFmXc9q22/bwmOJAm3JOJi8BD6417piUHdszmKELR12bMbF1mmGmnLPgnhNk+QJr5nx100VYJqBvp5fLAYZBiGOV6yiUEmyvT0NA1cMygvVTDS9qB2Cw0AjdVCZN2cgCisogFvY1Ugtr6uXBvW+ByS9yptoGWPYNsrpy6WYi2VFtVRehtm0v0JUcOqt06xsVXP7M+NrSXcLwFw6tjCEioBe6X7OrBV99Y7WtAKhfj6SceAElgTaWnxtZWOoUAz3L4rhuNuuxMo5BgKFMPy9kscskbT2kZNXUQJwXWVnn+igEIhsAbUMaCUa0CtjBv4BfDQyDYuDMMwDMOEOKZUGAuaJ9AAAKrZy+Cxdfl4XDoQh98fWbfdthqrmZJdrEermHuw4op5u4XG3EyqsLe0MmB6GVR2P4HEqW8BvS8EFrZrKqIa2m41UNsCvibC7koeTrsZENoO3Cbcn9UEG0GcdhPybAGWJvBw1gbRJkpwYCgPMWv7dZewdcOAk1/BA9Vtc3flf8AstpIThRiGYRiGGchAMdhIOgh90IbLhVnIcIULBVO0A6/dlXzvjMpeuc2+wrBbjYSGM5DVtleuliBGrO2h4bxkDqM/IVQ8WMkjv/IAKoBaOT3r2CUs3KztWjwSGhCIpU0TKIejqL7vc3740mmjKc+iELMjQ//aE52e+Jv1Czl1bDUaWC0IbC3piTb6uHWxVUC5qePrFc+u9QirXhvhug7aTb+PeczMJUVUGYZhGIYZRrIYzFewJAOolcPbl/hTc4hHiIL1GquFmFj0t0MJXo+KTUvLMr2aQlbbaX2ztPFte0y0P4mUsGmqAGooDwoPhoSbg3ZT7gs03zdfIFoahNjGYiCSKc8WEBWU4Shh0E5w+tlGq9Gf/nbqW2ioJshU0VhtJdgIYqPVaGDugQ0dW6j7qwnazbjA311B3qljC1FxyjAMwzDMqKREBt395mRE1uB5URlZv48kLQjksfLAXXdXK4fXiJVrAGTdXcMWEGSxMh69tYWZyWg7rW/lJlQ125Rufmaub0cx4BxKf1Io3Yfu2cq0N2LCekHHUFCGic2SL7b8+2nh0aoXDQwKSsfAjdVAlNAnOv2cUEeeLaTbCGJto6aa2CzlUVkCtjw1mJ+ZQ6O3tjGwKXbIdrLgZRiGYRhmOOnTxPkV7JKJaEqFu0ZrQFpJaROUUE/WbTei4zaOld14GagmyPaE2jhzfplsI7FvqrmL+7NZ7XiCDAAaLdiH1Z9E+mK29jCw4XWoyAzm/P/bLTQaqygEROoNfN2bys6vPMBcTxRvo9eJ/Azm/Ho3tpAUDfbX+PXtVrAEv04Lc7KMpUo+3UZKW275R+5UeGkT5pzvfwGtB4TeLLwf3fUE76DHkmEYhmGYZATcrWWO2w9mojgwlEdY2d08bkeOBMdQ8GhmF5vJ4eoj4fnz57h+/frxOcAwDHPOmZqawo8//ohcLnfcrpwqPvjgAz6b+GySR2WpeT7OGPa20DlOIcgwDMMwpxmODDLMBODIIMMwzPHCkcHx4MggwzAMwzDMOUfAPS6NYRiGYRiGOYdMAQBPEzMMwzAMc5rhaeLx4GlihmEYhmGYcw6LQYZhGIZhmHPM2GLQMZTQaRvRV+iotzOCe6zdsHOB+2NzLrZ2GZOsYzmo7lFzXHYnjaVJEELDWVgd4hhFSJKAZhIvfj4SHKwXJUhCRbfLI84wZ4VDiwy6R72d/g9OhmGYsbGqkCQJ6lGIVauKnCRBNbssjBmGGYkDi0HVJBBFX7Z3XFsN4gyFx0qbBKLNlHOZmVE4yFj6dY+a47LLnF4cu4mj2rDBsZvg+CjDMONwSJHBPFZ2PUFYe4gzOGPMMAzDMAxzJjjEBJI8Vh6oABrYqvfVoKUJCMWAY2mxdYZJQUR3/Z0yUFAmtdlfs2hBC9lJasuBoUTWPSY4k7jOzTGgDOlD2vq45LWFWfw95HFQDDiRMUlrJ7Y2NDIe7ive9+iY9H+O+jm47ij1Ev1TDFgZnrED2x3S/7574WfCX99nkQVNithJDAJFywkohp3ow05qHQWGnRJhcgwUpfj9NQPFraoESWgwyYImSZFy0XYtVENlFOgDbffLauYoUbCoHQFFtxPiaMn+BMtl7Z9VlTCzugsi4GlFgqTosHvvu3akAXZ6thQdtqlB8mwpuh1b7xm2lQvbctZD4+a+VJjdoK85SJIKs2uimgv6FS4XZCfwf7e+gKK3Pd8crBdzgXYEhGqiexYWqjLMGYXGwdZlAkCqOaiUSSpACBQyVRBkmWR37oQAmXRTd3+ONWaTLoMg62QPspLUpk1Eth64Fn71TXk2kspF7JoqCFDJ7F9IrCfL4bGJ1Usbw0z+HtY4BMdbJTVhTFTTu59pbaSMh/sK9z86Ju7Po9+HUeoN9s8bq2HjO47dIW2F7oAefXbEQDvtcGWSRUpZ1aQuBdtUyewOrqPWu2HnTJVEWvtQyS9uaoLEIJ+7fX+VAbZD1k0t0Xbvdy1aPjIuikgZR7VO3e7wcsH2B/dvjdpeg6Ymwj7779lGqp3lSD9MTZCI/E6vteN9TbVlaiSl9R3LVO/4vkrp9zbQJyKbDEWQSKgrr7W9sbTJUKTkMZLXqNNNvVNjYRsaGe0udU2NNLNLE24+aIiKkiD1VefwbDAHIpfL0f7+/nG7ceqYnp4mAMcgBiPX+tcjH46eiJGHfEont9kXeWFTvqDxbNnJQtRtMywQwj4mt++PS/gDPcsHf0Z/D2scImVDgiYoogKN9PqqmoG6cT99v4L208VgsL7vY/p9yF5v2P0aVwwO93dYW0HSxaAn3nw7wrPTU4M26bJbVtaDEtG/3i/bF4P9OqoZkiCkChESeEQ26Ur0Wr89ERBMfbGkUr33qWmSJnw/uoH2okLOLxes65YVkbK2rvQETLoY7NeV19qBMv51V1yl2UjyZ1D/RESs2YbrY1/k+WIqKvz8+suBNgMib7k+VID0bXUitvrCrd+uFCrbF4PBsiZpUrRP4TbjQpBcsSsJwnI9JPwsTSIhZFp7O0C4B8pq9U5fXBaD4lKmtbedfhueSIO8Rp1OVpVmk1FUSG93Ir5YpEka1TtRH73rb3VSNDNZ0NoGFTWT2rpCmtmhuiaRFBTYy68OIIS9MYgK9rHatKia06i+H+67bRSpqL+lzEMYqVdXi5HxtMmoGtQdtcEDwGJwPI5RDCZ8WHqCI/5BnVUERdocJCS991wNE4iaDQm/hT7AU0Rkv9yIYjCrv0P9G3Mc3AueYIrenzShF7+/cX8C0ZWhYjD+XLhjNEwMZqg3YBxSn8nEciPazdBWvH5UDAZFX7+cCF73I3zRaGGibU8Mtt06crRxrz1FJEQHI+0Eoz9hMeiLvmCTSv+6176st+PCwIvQ9USZH7FT44LIF2apYtCvK69Re9BnklcuJGp67xkhf/z+RSN0rhgbIga9trLY6fVPJEcDY12IicE40QhgWAxm6VNfDK6tyXEh6PdD8r7ERARhFmyjSJrpC0GLNEmQvBYQKbZBRUlNEGyjkCL6LI0kLcFn2x4a7bcNg8yuSbphU7cbF5uWJpEyhtjq+VvUqR2q7PZhUmLLquZIq++P7p9tkGF2qa0bZHYD42lVKafVaZ/F4IlnenqajmnT6TnM5COXSotQAdS2e6vI8Gi1AaiLGTNOI23aLTTgb3ETWeNUWEUDQLPtAPkVPFC9OrVy9rV6XvvqYty70qIaLz+MrP4OZcxxGNSGjzyLwiDTkfV45VoGd7PYRQOt5GVv2ev9/+y933fbVpbn+z2gnP/jLgN0RKlnVj/cmQiU8hqBdNlaXbFW90vZmViAfGdsUk68bnfiuQ8z9p1Z144FyD1lkUpV4rdqKdUtxyagvE1XJKifeq2epqiYgOr+GzdlEec+ACQBEKRISrJ+eH/W4koEnXP2xgYsfbXP2ecEcRhPaChl5AH9HMDukdDDjssjV+TZXO9nFMatweaAXUwnvhtbHKg6LloWYusFc+VetavjkHrEhju7wXuZjq4ra9nm7ffS2YUNDvWq4p+mHkK5qnZcS0K+lofYq11gw15IQ4iviZQKbX9aN+w/k84hD3j2zX+PfdsBgLEutvogtl4wV/J67C85hvTFbvcU77SChQUbnAP2WgVu2GHxDu7PMTAGYCWPVMt+Fnr9gHpndwmfrH6Mzz7y+7tLD1F98ho/FtIQWHv8Hxsl5AQGho3IGke1EtzfxjxS8yYqWgopgYGpleh6xY11rMxdwTQDfphPISWoqHgcbn0HE6N13Er56x1lvQ6PAxBdPE4110DK0Oud2/e4tTXUrddYW63AdStY5deQu8ha8Zz+fBFszcIe53CXpjBv6MgKAgQmo+IF47lLmEppML1YnDbWsTIm4WL44bh17IDDAsCxgfm4f+4SppqxkXXUg7Wf7tIUpow6PG7h1kjQR9Wx+78+wKjIwPaWMDVltNpv3BrBvNmAxzfa7ZmMxboHjg3c+oRDubiEr5iCjxDcr7uEqctleKU8pow66oZ/v5OpFLKLr6O2mYzF18H9b9zCSOy5NTwOIGRbXcTi5CSMerZqywAAACAASURBVKP3u0QMxPGKQWsdZQBypp9fTwpmVLSrj4O+SWLrqPG3DDERlXA2ihJtHN0/FrRAXAIAVLO11ZCjDyu2iNODBS29gK3mT9/gl6v/fLPDCRXimLEwf6kIuymC5vxfrJxzOEbWF2uHQF6so65nwbYX8MiKipfp5QY8LyhMal21sXBJgGZ2F6Qbjxcw9sVtiIwBcGGucVzLXezq68Z8Hni579+XY2D35Q/g8EUdynm8uPIG+w0L2m9eYoO3NbYv+iRszI/gwegu3jTKyAsMbs3G9kINV/YbaDgGUt9Z2OMOlqby4C/f+Hasf4PP/sNTOLHCmunlH1HIFbG5WYC0t4vt8Zh4C+HUbKysAt/sv4Y+KcDdC93/y2dQGENU9+0A5cshYc3ApN/hl7vPoAh7eDr1EKO7b9DgHNz5S/z+06cwHq3i45/20eAczl/+Hp8+deBxwN3dxpgEPJ26DO/7P2Hf43DGf4/P2cdQRIY9cw34WAmewQZerNzElY/+iKcfPsT7tbaNv//0KRzvIzz7sQApXcDyHSki2L+cY1Ar+9gsXsIff9rGyhrHb97sY2shhb/98BfgL3zb3Pq3uHdzCfVG8NxWLuPFlT/hTcPC/G9f4gfuwvjwcqu9M/4PuIePMX1RoJ87R8gxikEXxoMyABmz+cQUQQfKPR1yUH1srZcBqBhaC0oZyABk3UnYB9H/bBXCfikohb9v+tKwnalMHj/p+77vB+PU7PYXA/vbJ8c1bhy3jmrYTqn94CL3eVIEcUjKrp4K/wIO64tdczv/WrY0CIxBi5cfixnIDJD1eo93Qwr+0vezEH6mhIOXcq0fxEP5LI0G72W9JSo7bBcD29IoZDCUX1iI35z1otxxLTEuu05nO2u+fXpJYENerMPzevhz2N8+zX+Px20HAFwHVQ5MNG2Vc61f1k5t+5CDz+HLOyKkwpdQGcPX+XlY8WwWprHc8NrPN3gPV9Y3kJwf3MD6yhyuTLMgPemiZo9D6qaoAEwvV4BfjPhZJKmATc8DsAdzzcbNVw2UcgLYXh07E6OQ0Mx6+iITq2nkq1/ht7ebIsZFfWcCT14v+1lHtwZ7XMLFja+wMPYSz5Qg2zk9g7ntXbjo/uptrK9g7so0IpKuOR7bwIuVCTz55g4kQUJ6bBu7DgB3CQ93nuDuNOt4/m7Nxtyr/eCdsaAJGiqNLRTSAtjGYyzYWyheCjJnUgGbDQ5pFLh7aQpG3cPFOz8G2VUX9eoERuv+Pf16WoDAADE9DjaexkU0xeLFwHAd1YlRiD88xt0OG17X5wK4qFdv4uo0A2MbeLHyAb76TQFpgQEbX+Hu2Pf4H4pvG9NXMbf9E/bgovKdjZvfv8FyLgUheG7ixlf4LNNuL6bHgPF070w/MTDHJAYtaExC0Qag3kffWkPMY1YG7Noj+Fqw3yniHmMVpY7snr+tR5D1a27DEm8U/NA+aHyUc9HtVSyty/RoGQ96tevX30E5rnG7YMfmyCxtmOniY6BLHFwje4L+HfBODIKYx+wEA8o5TIa3knENZPNlcKiYmWaJfexiukMoWpo/vRTfvqXz+QrI95wu7u7vNdm3PR87ncPfuiV0xJyYxzUZYOU8Jo3QdjDW/MG2u/V1DUzmy+BcxVUFYEG77YU05q0D/DkMYg6zgR0tyY7Ajvy0ErvmxOykkC/3mi4eBAXLr1Qw9jXy8xY45/4UrSB0biUjZjDR6xe4GxdtXZotTWHScOBZ80gJ/4Arbxp+9suYRHYsDcBBzZ7D1aaobImw1gio2dsY++I1dPYdrL0g3q6JtdDUbjN7uOdUMTEa8upAP31RORpr0BKIew52Jq4hJ/p2xIyMqrMH69EqPv7tbUhCfFQX9Z3Q/WAayxXgvz11wbnvp/zkp1bWl3MObheRL26i4f1nvM5cQKo5TeyaWMPHkLADOSOCBarTrVcxMSoGwu0mrjSn6YMsIZxago0FX9wlhsDEGkZxEQzMraM6cQ05qRnXpq12PKsToxDhYte+iStNMezuwh6TwJ0dTIyKQMvX6NfE0THUgsNw1WzXT8IWG90WzneOe/Ai/APH7LWVSMu3HlvL9Kwm5l22bJG5qsaKaxL9kLmuq3206x7Lo41DOBbxMbpt8RMuIOkVR/8TLt5ILiDpY/sdnlTI0V+/o99apk+7yYP19U5EtoGJ2WHxKuAe28SEi0QiY5pqf9vAhKp/uz/feqjAQo1UxfruZaPFHl22i/Ftxwo+Erd9Cf1bG3JrmUiF8YH+hKuJE+6vo3K4OSaLjhG+1sNOyxab67CVSHgbGXmR1712hXTXZxYUf/gFJJ1Vx/1VKIcrpBt+8US3rWXQo5rYMfhkNlokYWkCZ2qooMPSuMD84hHHmORZvR4UPPiFJuqrBvfMaBFItDKZR4pEImNEikdCBSCmxoWszl83mtcFrlZ6bC+TcB+OMcmF5n3Ei1QsjU9m5eh9xsebbNpvRaZdAGN1+peVJ0JFNw43JjVuNhrcaxZ1VDSeavZpbZmzzxthW47BJwXBv27Ot9u3YtCj2CRcPBIvJLHmeWpykf/UGivFtaaNULtWQYsZtN/3uF8JHfiUYJsKSIbjWAtIVJODbxUw6ASkmJ/1M3LybP8ZxW4opYS1gMFUZss3EYUtDrOj5kOFybd6+yAWsBUbXzW3cC+T4EfEgAzd2UIhPYy/Q3Bc40YQUdjqtAHVBHd0yOjMKr11lFLLlxayDvMk1jT2+04MgljAlmdCjf3BrJoetgpd1u0qJXi8s4+s1+FtFSC1rosobFagxv8aVyvwHB1ZFjxfPoC/yjI8z4QWG1NerMPbKoZs+/e26VUibdXKJu5lOqfUOkjo6/f3sNmcij7In80ipGEyEcrn0OUgoWPX4LTs+P6ERzyUncDWYtgWv+g/MyFqB3MVNOo6sox1ZA2HQ8Sdb3XIjGHl4RIcXMSdzQZMTYg9mzlUGpsopFlyRk1MYyz2jenlBkz2C4ykgrVy//V97O7707jinS8xfvcSRgQGxv4e3qcAWDuj50ciPvUc/b4/xlfY4DzWLzRFrSyjMn4XoyMCGJPwu1/u4pkSv7cQbg329gLSqfb6vl95v8Gb5RwExmJ2AIgZYJvhyWfT7WxZfLwxKTYtOo2ZuRV8v8GBj6L+Vf/6T/jD5v+Ff/P5aBAbCb/75V18xATsNbNyyud4wu7i/REB7FdVjH4wgYzEwMQ0xrfv4v2UAPar36HBg6le5Rle/dlnERvPlBS6JQYBACuX/eKR17FM4PQzvBr/HJlmPP9iB7/OpfDHSAYwlKFUgvYXBDD2X/Av/+4DjEqUGDxqGPzM4En70cY1kJWKgO4czVo2gjgAfyo7EGP0yhHECeFiaeoxbv/jM7CeKuN84S5N4Qb/Lf4QLsAgWmzcGsH6L37Gr5UUhB9uYeThJez8zwIupTqDNTIygp9//hmpVOoEPD27vPfee8dcTTwE1qMibKgkBImjpbntTdaAG7vu1zkdQSaaIIhDICJ3bQe3fuD9r2d0lzA1acDrcmTe6cbfDib9u1/iD7dFEoJdmP7sCWpX3vOznMq/4NHXt5FOEILE4TglmUELGsuhtXZeNSPVqARxeFwY2aCoKQHV5KBXjiAI4uxCmcHhOEWZQQmtfX9lnYQgcQx0WxsqQ3dICBIEQRDvLsOLQddA9qBTOvrGQc32szPm+OoRjdmFYLrwXG0mHZoCPbohtWDzb+1kY3Wk71lzg/Hwh9YJEgRBEO82PcSgCyPb/Zew9WgVs5EF9y4MbRAxYkFjGiwAsNYBk2NmnSFXHXTtVpKfobHjNqUa7js6qt02kx6W5n6F/Rxld9Q09zwcmG5xAsR8BqsSA3uQOdGsWed71q3hCYtWgiAIgjij9FgzaEFj65jhpYSNn124rggx/Ava0sDWZ05gijfBz26+uC6iTh+DN1oW9XtnJNt0Ys+sXxLes65NDWSvA1tbhWP3iiAIgjh90JrB4ei9ZtBaRzk4AcQ/qaKZQfJPF5GkUAbMNZDNlTtP42i1DzJmmtHK4rlG1m9raZHTP/zrVtAu1Lfb1G6Cn0a9CjlTb/Vt+SQ6ofFC2bvAh+aJHG1/kn3vdX/1qn+Afff7Yh0ZREtr3lv4fjszdq6RhWb4U8JHETu3XoWMdX+KOZLN7NL3MHFK6nug/9H3zI9TlxiJaYzbtc6bJAiCIAiiJ13FoFuvQs5IsDSGBxkHnJegwIWRfYCME6y3cmaxet2AKxZwX/XX/EW3hHFhZHOAGRyOnllFEbPIi/55puNpEW69CrV1ALGLyiowm1eQv38feNTuy7tM7Sb5ma7ZsIs1zAT9sFqBG/OFm+MoXve3GXHrVaCcw/oM9zdnLq/D6uF77/vLQArG7LwvqbU2Mhw/aUZHRoqNpVejR5XBj1l5FXgenCd82Ng5NRt2NYPnzXg8CuS+ltx3+Dgl9zW6+j+L2vWwD804qSjnusUoVIREEARBEMRAJBxO4nBdlrkcP4Is6QgtWecOd7gudzkGLXqOWOjoMpnrTvO/TbPt4938o8uC486an44zvpL8jI3ZtBn3hZtchcrN4Bi11rccncuyzp2uvg9yf533BVmP+YAu/nUEk6uRI9OOInaxo/Xa5+Il9D1EnBL7qlzt5r8sJzyrbvcRbqP2iB9BEARxnqHj6Iajx3F0Dmq2jfH7DnSsohIkX9x61T/CLFyNuVWA6FawGmTEwjSzdh1fuxWsYhZ50UHNDqZVAbiVVdiqCc45ttKPwNi6n93jHI4uR8bq6mdr7KjNuC9w66jKGUhwULNVtBJUTg32eBro5ns/94fk+3J0GfJsPuaDDqekJI4fM4aqHM64HTJ28Wfm1GADQSFMUt/h45TcF0AX/5/PIuFZ+cfGdY1R8DwJgiAIghiMZDForaOsmigpIvKzwGqgBsX0OOzVSnCCgwsjG6wnC4RBfJ1/tL2FR0V/arjVviXIALgGrhft1i97X3jeC4pCQn0P8jPiS3PqUez0/XoR4/cLEENrDv0hy1BnlO6+x++ved5u4P94WgwJzeh9JfmA2TzEhLGy8TWD8RgfNnZODXbzrFRY0HJV6PeU7n0PEafEvplMV/+7xUnpFSOnBoSFNkEQBEEQfdORMnR0OZhq5Lw9nRp8pbanD9uzimpoejJKu73M5WBasD2+P30IgCM+bRiZqlS5qobs9fBT79P3Zpv+7rXte8yDLv53v68kHzrGQqetqJ+9bfQbO1VvT822v5/c9zBxSu7by/9uceoWI3/KmyAIgnh3oWni4bhw4QI/1uPoLI1hfSY43cHSwB5kwM/I1h9n2fe3yWmIk2tkcR3P6TxrgiCIdxjaWmY43nvvPYwcpwHlno4HEoN/pLQM3Skdp7kj5Th9jwioM86JP2NLg1S7D14iIUgQBEEQw3CsmUGCIAiCIIi3AWUGh6OVGVxbWztpXwiCIAiCIIaGElvDQ5nBt8za2hquXbt20m4QBEEQxLmCMoPD0fs4OoIgCIIgCOLcQ2KQOKVY0BLOZ+7aWutydvWZxYWRFaBZw2TtLWiChn67WlqCHdfApMCQNRzQvAFBEMT5hsQgcfponYJSam1U7V9jwSeL2LHNUEoOMg8Y2LEoQgvagONaGgv5y5CNO3wgDmrbHNX6gP0sDQJbx0yjBIWFr4Vi50S7KKU6Mg9SYJrlCz9Lg5AuYotUIEEQxDsBiUHidOEayOYAMy4E12daRyCaqo2iFBeEIgpbDvRqbgjhdbQ0tw5q+wvYRakvoeqLSA0WJGQmZMzmJVia4F87SJy5BrJ5oOLFhOD6DBotX7ZRTMcFoYjCVh16NY9JwwFXSvA8EypjCUYIgiCI8waJQeIUERwTaIaEIFwY9Rnw0KaMyj0dMmzUnHh/EYUtE+PF6x2Zw7eGa6Ae20NSKTnQZQDl9QOnvZUSh6NXkWOPUBsfR+0RQ648BzMs8JINw7i+gPHKcqidHzuvpKB5Sbm3CJnZqLlxZSmisFXB+MINLDmUEiQIgniXIDFInBpc4zqKtoqZyGbcIgqF2O7cTg024u2aKJhRbRQfhWWXf4724aZt+0QsIO4uICI9DkDOoJ99xp2aDaCMcrmMalXuy6xrXMeCPYeZ6bBiTI7dNldj7ZoomJnbxsJjK7pOMFg/2J5mJrFIEARxniAxSJwSXFRWbUCd6S2YLA0sPo0cQ5lRgfKDIDvowshKKI6brWlbR5dhv9XsoYt6FZBn8we2tDSGXFmFyR3osozZ51sw1RXkehaEuKisboOrM0jUeO3BIeRi08gxlJk5YOUhlppZ19UbEK4D3zQ4ODehsm0U05MkCAmCIM4RJAaJU4KDmg3IGSn5266BLGNguTKAMh70UnJSJjSN3DmumJ/tMs3sEy/+YCyHcjkXuzZA9bL1CEXofZ2drJQ4OC9BgYPato2aw6GUPP9aV6HnF5vIGRGJTVwDWcGPHUcZD5a63DgQip0v9uzxL+FtFSAxAFBQqi8iy2wU49lDgiAI4sxCYpA4Hbh1VAGMp7sIJrGALR5kp+AXZBw01etX4ioocd4SYpbGwKQi7B79fEEW/phQVTN2rd+zpV0YD6rQnxf6aTwc/cTOa2b2ALuYRjZeUhyj6jgA553iXMzjmsyAqgNSgwRBEOcDEoPEGUNBqSkIVytIlINiGuORC+01g+szHNzR0d9KvMNjaRJq97fQR1IwhoKSx1HqXTUyxJiBIFw1kSgHxTTGkvOLBEEQxDmFxCBxBlEwo/b4dpAp87Ggsfaawf6yeUeDa2SxPvN2bR6Mgpm5HmLPrWOnn5TfuATSjARBEOcDEoPE6SDI5g2yybI8m0evhNt4WgSsdZQBqMmlx8eGa2RxHc+jQtA1oB1H1cpQscuhy+pMAMC4JAFJ+wy6FazZHOpVhbQgQRDnhD08/XAEk/prNLzmH8MbuHVhJLRhv4zF1w14sb+VN25dwIj2Cvvxb5wxSAwSpwQJGRmw41UdzcKRULWGa2SRq+p43m3u1anBhoyMhKAgAiivN/tb0EJrBi3DSJ5qPgSukYVUtP2NpsNFJ9IqMvmB54v7QEJmgsGuuR1bwmQF1j5ZJPAtX13Et4UuUrAVO1/qRZ+HBS29gK25CpZzJAUJgjgf7D39BAveY/zmtgRBYMDeU3w4kkdpvxH6mbqNu++PQKvsRwTh9LOXmPvtDP6j2SkUzxqceHusrq6etAunF1PlgMrN6EWu+qUKrY+sOwcMAw61PYqjy6H+KjdDY6pmj4GGIGor/lGP1lgYU+UMKje9yEWusnjs6gcMwzhTK9xr9WeR/mrF69mfIAjipEilUnx/f3/AXhafH0lx9eUb3vA459zlS1MpLjBwzL3kbxrBzzx3iU+lBM5wk7980+Dhn4Tu0hRPZRf5m/3G0dzIW+bChQucBWLwLevPd5e1tTVcu3btpN04pfh7AtbuH2adnQWNPUDGGaZo4yzjwsimUbvfOETRiQVNeIDM600UJMr8EQRxthgZGcHPP/+MVCrVd5+9px/i0t/9BXb+8Q7SKQFs7yk+vFTE5r97jN0fC/61ZuONW7hwuYz//VENPxbSSAmsOQg+vFTE++s/Yzk/AuGM/fh87733aJqYOE2IKDzXUc1pBx7b1g1Ly6GqP3/HhCDgx24R1fz8wWcYd8HS8qgufos7JAQJgngn2MDjuzY++KUCkbHIOuiJa7mOa5AymADwTzUnuiTn4m18MSfgt//9KTzPexuOHzkkBonThVjAlgnkWHbAE0L87WNyMPva3PlcIhawVQHyQhYHbCMYw4WRFZBDBZsFiQpDCIJ4N9h4ga+5h4x0ESxWMLe963Tuq+DUsI3kLValzASw/R2euvxMrh0kMUicPpQSOL+PmtR/htDfz4+Dn659XN4+Sgkev4/apV7H10WxNH96mZeoQpggiHeHPWcHnN/ElWmhvXnCxRyuyQzs61/gQ6MerS7+xQq8RnLm76I0Bsb+qXV601mDxCBxSlFQ6nH+cEfr0mnbz+8kUVDqcf5wR+uSd8SbWxMEQZx+nNp2QprvIm5/MQdBYNi++z5GUkKwI4SCf/l/HuFTQUgWTsEUcs3Zw1mswyAxSBAEQRDEO8YenB0OPjGKjmXS08/w5rWBqVDxyMSTn/BjYbRdNBLnooQxxjrXE54RRk7aAYIgCIIgiJPiIhIOVLp4G3/Yvx29tqHja87x7zPnb201ZQYJgiAIgnjHuAhpjIFt72KDh2eL/dNIUtlFvG54kSzfxouvwbmHsYSCE+w52OEcH5xRoXgGxaBfNRo+2UEbaB8Sv3/2OI4FIwiCIAjiTCBlJgC2A2ePo73MrykS7+KTJQdeUECy9/RDXC430Pj3T/C5InSe1hlUGidVJp8Fztg0sQWN5VCOXS3nGGAOVkAwnj6924988skn+Pbbb0/aDYIgzgD//M//jD//8z8/aTcI4szhVwCXsOtwIN2+Pv35E8grRWzefR8jd8M9JvDkmzuQBKEj++dXJn/QOsrzrHGmMoOu8cAXgqoJzrn/MVUAQPmgjYqbZ9yy61iFLyAZY2BZ4/gdH5BvvvmmfX/0oQ996NPjQ0KQIIZk+ipuMgFff78Bj4cmhC/exh/2K9BGUiHRdxMv32yieCmVcMLIHsw1G/yDj3FbZGfuBBLgjIlBp2YDUGGGU4BKCb4erKLea+ZXLGCLc3B+H+M22oJyq3CsPhMEQRAEcRqZxudPZAi/+R4bHo9VAU/j2Zt9eK0/vFZweaQzIwgA2DOxZnN8+je3IQhnSla1OJteD40/zVzVdajlHNhgiw0JgiAIgjhHXLz9BeaE3+Llhgc+5J4we+Ya7A++wq8V4UxmBYEzJgaVGRVAGbmwiLM05MoA5FnkD1oG6NZRlXU8LxRQMlWgWj9GbwmCIAiCON342cHf/Pe/HfJcYf9840//+j+d2awg4G+tw/mwcvgEcI0spKIdu6qC89KJ+DMoa2truHbt2km7QRAEQRDnipGREfz8889IpVID9tzD0w8v4e/+Ygf/eCfdfWPpBDZuXcBl7x/w/z3LY+SMpgXfe++9syYGk6uJAUAdsJr4pCAxSBAEQRBHz/Bi8N3mvffeO0vTxC6MrC8EVTNcTedAl/3qYFoCSBAEQRAEMRhnZ59Bt4JVG5B1J5YBFFHYMlFjOZTXLZSU058eXFtbO2kXCIIgCOJccXZmOU8fZ0cMBtg1B8Dp3TC6H2iamCAIgiCOlr/6q786aRfOLGdnmlhMYxwAyrnYdHB7+ljOSCfiGkEQBEEQxFnl7IhBKP52MAidHsIYGJNQtAHIOrYKZztjSBAEQRAE8bY5Q2IQgFICd3TI8euqSSeJEARBEARBDMGZWzPoHytHwo8gCIIgCOIoOFuZQYIgCIIgCOJIITFIEARBEATxDkNi8MxjQWMa+t1v29LO2+bcLozssPd0BLFzDWQZQ9Zwh3HgjOLCmBSgWf3t6eUakxBYqOgra8Dp6GphXtBg9blPmDXv2z8fu4q5WJoUoJnD3M+gcUth3vSidtwlTAoCsrqDgbdps+aREoTQs9Xh0V5vBHHmIDF4lrE0MLaOGV5CZKvtQKCwBIWklBxkHiR/7wgcgjbguJYWrgwfRlQ5qNlAtT5gv6OInaWBSUXET8oejsFjB8D3V/B96vtXsKVFxRnT0KeuC2jHvP9uMvS6558atFWAFD7C05qHIKzjSmMZCmPBJSHiY1Z3IraU5ToyD1NIaebgAqYnFubnrYHGTPR1yHgOpAYT45aCIHT3RVl+jcz/PYKUZsLj/hipdBFbwwZRWUbD88C5AyPLcDZPZiUIgsTgWcU1kM0BZkzMWBo7QKCIKGw50Ku5E89mWRrD+kz7aEFTBeyi1JdQ9UWkBgsSMrKM2bwYunYARxU7pQTOTah93e3RY2mC7+9AAkKDkKtisR6O+wpywsGC0NIECEyDySVk5AnM5kVstK4NeROugck8R6WxjFxICK5fbaDR9E9j2F5IQ4gIPxGFzToWdy5jcsk5sQxhoq9347527ysIKkwuYjR4hzduNa8d0NldwmSe41Usbi+uvEHDa/oitHzxQnG7s1mHvnMZHxoO+PQyGl4FmkAyjiDeZUgMnklcGNeLGDdjWS0ASon3IVD8I/zGi9dxYnrQNVCf4ZGjBZWSf840yusHCjqlxOHoVeTYI9TGx1F7xJArqx0CL8Hw2Y9dgFLyfH8H+D1ura+Ay7PIhfZnV+4tQmZVHJRcVUoe6voOLguPUBsbR+2RgFx5Dq+8EnJDaQkXxo0FjFWWMR0IGrgG6lc9lJR2lklZrmMxy8DKLxDNf4oobFbwZws3sNQ573z8uEtwrjawHPNVlxnYyjoOytUqyx7qeg2XU4+xkxlD7XEK+fJNvGqUWgKvi2Es3Shi7FU7I9j05VlOCPnyuuXLBo/G7c5mBeOffYIl97xMtRMEcRhIDJ5BXOM6iraKmUMdw6xgRrVRfBSWXf76u8NN2/aJWEChw38R6XEAcuYAQefj1GwAZZTLZVSrHbtPJnJ8sUN7ipkxMJY9cbGYhDIzB2YXccNwWtfcyiq25+7jTh8H+AwT8264xg0sbM3h6jTa04s934tRSB0TkQquqttYeNyc2vXXM/aaYj4yxDu4o8SnRkVIQ7zDKytlVKsT4PxgVe0u3UDRnsNVJRy3br4wQM5Ep+UBAAquzoXj1hock601gFnoDolFgngXIDF45nBRWbUBdaavXza9UGZUoPwgEC0ujKyE4rjZmj50dBn2W82AuahXAXk2f2BLS2tmAh3osozZ51sw1TJyPaeJjyt2AFavg10HnvNmdtFGUTqFglApoaIy2MV0Syxdx7fwSsqB670sTUC+PIdXngM9K2P2+SZMdQWXhWGmiV1U1mxw9SoOtuy/FxOzeYgJTZWrKrDyEIbrwJhMY2HsVWuq1NGz2L57A8Zbyxy6cAJfccB9WfNCkAmsQ89mMfvtJkxtBZdTWo9pYhfmqg3M9Rc33Zko+AAAIABJREFUp8ohX8tDTGirXJ0DW3noZwc5gLUbEG54+KbRAOcmNGEbd9OTMEgQEsS5h8TgmcNfbH4k5zBLGciwUXOSxxXzs6HvdxIv/mAsh3I5F7s2QKWv9QhF9HesoD+lW4ICBzXb97F9rRvHFTvAHr8PvlWA77mCkqNDRkL2MKD/2B39r2Gl5IGbaksejKf7O8ZRKXnweAk55qBmb6NWD18b1AsHu81ncaAKfYwFvohv73TmBQEA0ihkbGPX8Z/vxGh7TDF/Lfhecm1GvPiDsRxKpVykCIMx1n+lr/UYRSxi846InjO98KeJPa+MHHOxG7zD061r3TqH7rEPXxawiG8KXXyRMpgIYgMA22NforFZhMQYAAXLr3XIbBsLjwYrqCEI4uxBYvCs4dZRRf+/wPvBr8RVUOK8JcQOLqZoiq/wx4SqmrFr0XWB3XFhPKhCf36Mp8scS+zqABIEppjHrAygWk/s13/sjn5hv2tkIazPoBGsNyznBGSNLor/uHDrqIJjXDroWbgwHlax+O2dhKnOKNW6hGXPw1bRF43WvABB6l0pqyx78GLPQdNMeF7sOeT6qZR1sfSwisVv7uBAJTgsrtN+h3ua8H158s0diAf40nyHJzIxsS3mMCsDbKeOPcoNEsS5hsTgu4yYxnjkQnvN4PoMTz4H+piwNAm1+1voIykYwxex/QnOI6QjdmcES0O6OI7KsgIGBSXPgS4z2MUb6F8PKih5HkrDVY0MhDWfRu3LH3GnlxKMPIv2msH1Kw00HB3Z4xJmMaz5NHYCXwezqGA5iOdReWrNX0Ltiz/09kWUME5FxARBgMTgu02QKfOxoLH2msG3Ka5cI4v1mRMQdIchErsejKeP25MBcGE8WAGXM6G1dyIKWxWozMaqeXJbtCThGpNYj1XrJjdsPosK5oU0isGawaMUVwfhLk3iRT++vjVf9iOVxckNHVT7eeDjaVw88bsiCOI4ITF41giyIANvstyD8bQIWOsoA1APV2Y7MK6RxXU8jwpB14B2HJUXxxK7LmLPrcCvVTmFCteuwY2IAAmZCYbxdFKZwTEhpjEOhqqT/CxcYxI38E1UXLkG5o3uG12P7+6izDnUSJnt8eMuTeIG/wbPpsO+Lvm+HrW6FqX2O5ww9jC+dH+HTfi1KtPHNutNEMTpgMTgmUNCRgbsblUdg+DUYENGRkJQEAGU15sFDxa00JpByzBw1PLMNbKQira/0XR4Eb+0ikz+6Nb1tTmm2CE+ZhA71TzxbKdrZCG0ClFEFO7PgaGM3Hx7FzzXuI4Few7L02/zN76E0eaziIkU15hEemELW8V0tLhDWsX7uYQclbMLGxMYvZqBzBjKL6xgTAvz6YXWmsGN43iHlyaRLga+hotOpL/D+7mLxyBK/Xd4e7fzHR7YF6eGbUygWYuyXQtnhi3MXyrCvvkKz5QDMowEQZwLOPH2WF1dPfwgpsoBlZsJ33J0mcP/Vdj6qEkNOeemCo7QN6N9VW5yk6sHjDEsSX6GbR8bxxK7dpwO6neUOLrMWYddL7FN5LqpRvvJOvf48eHoWc4gc70es2JqnDGVVzwv2pZ1fy/CbdvDMM7UCve8eH+VVzyTq4z5sal4R3qfjtHL1znuJfh6JCTF7QBfKo2kuAmcqRXuf8vkmsAi78VcpTFAvBxuZBln8iJvHNd9E8QBpFIpvr+/f9JunDkuXLjAWSAGj0VlEp2sra3h2rVrhxzF3xOwdv8w6+wsaOwBMs4wRRtnGYrd28Y1JpEucizWN1GIFIK4MCbTqH15mLV2FuaFBxh9HR/7PONiaTKNnS8aWB56XaSF+dRDjP40TMFLd5+K/An2NwsQaF6ZOAFGRkbw888/I5VKnbQrZ4r33nuPponPJiIKz3VUc32cw9sFS8uhqj9/B8UMxe70IKLw7SJ28vOx49L6x5rP418Xv+1dbXzuEHHnWx07l+dhDR23y6g++QZ3xJMveCEI4uQhMXhWEQvYMoHcwMee+dvH5GD2tbnzuYRid3oQC9isMORTkwOeEuJvIZPnr7DZbTPq84x4B5sVhsupyQGPjHOxNCkgz1/iD3ckKgwhCAIAicGzjVIC5/dRk/rPcvn7+XHwk65sOGkodm8ZG8V0cOZt1kBE9ynL8Lz72L3Uf6bL33+wgUYp9+4KmiBuP13qP7Pq7z+4j0YpB+Eo4mbNIyUIYExCYYuOrSOIswqtGXzLHM2aQYIgCIIgwtCaweGgNYMEQRAEQRDvOCQGCYIgCIIg3mFIDBIEQRAEQbzDMCQeakQQBEEQBEG8C4wAABWQEARBEARxlqECkuGgAhKCIAiCIIh3HBKDBEEQBEEQ7zAkBgmCIAiCIN5hSAwSBEEQBEG8w5AYJAiCIAiCeIchMUgQBEEQBPEOM7QYdI2sf+h8l0/WcI/Sz1OBpTEwpsE6oF0zNtpBDd9h+o1lr75vm5Oye9RYmgDGNJyHHaVcYxKCwKCZ/Mg3TLXmBQhMO8dbb7lYmhQgMBWed17vkSCIfji2zKBdlM7FL06CIIi3ijUPQRCgHoPAJQiCSOLQYlA1OTiPfxzoMgCUwc5RekwpcXBegnLSjpwDDhPLZt+3zUnZJU4GZdmDx0tgjL1Vu65TBR0MRRDE2+SYMoMiCluBICw/wDmcMSYIgiAIgjgXHGMBiYjCfRWAjdVKWw1aGgPLGnAtrWOdYVIS0V9/l+0pKJPGbK9ZtKBF7CSN5cLIxtY9JjiTuM7NNZA94B66rY9LXlvYj7/HHIesATcWk27jdKwNjcXD/3Teezwm7a/jfvbuO0i/RP+yBqw+3rFD2z3g/tvuRd+J5vo+i1vQhJidxORRvB1D1nASfdjo2icLw+mSmXINTAqdz9cMNW+utTO5BU0QYu3i41qYj7TJQu9pu91WMw/KnrkwJgUIWR2RIZvjdLneXH/Yvg8++H25SxFfWVaHaWQhCP79dfPcmheQLm6Bc2Al3/SdJ4/JGBhTO2xb8ykIggrTMzGfEiCE23ZZG7jR0Z8hqzvgvLmuMGRTNUFLDAni/MGHwdFlDoCrZq9WJlcBjlAjUwWHLHPZnwfhgMx1U/e/7hjM4boMDlnnTi8rSWM6nHNHD12LftqmAhtJ7WJ2TRUcULnZvpDYT5ajseno1y2Gffl7XHEIx1vlakJMVDN4nt3G6BIP/xO9/3hM/K8Hfw6D9OvtXxCrg+I7jN0Dxoo8AT3+7rCedurRzlxmXdqqJvd4eEyVm17vPmrFizpnqpx1Gx8qbzY3NcZZL5+9tr/ZHrYj1k0t0Xbr31q8fctEljMm88W6lzBW9Hq4rde6D5VXPK+P+1rkdc8Ljd/tubXHT3wvNBa9z+a4Pceca/nojyF0f05hP7nDjSzjDHO80vAifeXFOve85veTx2l43e5ieBxD40bd456pcc30+DGYaBrikwLj6qvG8dkgjgfH4FOpLF/8ab/j31EqleL7+/sn4tZZ5sKFC/xktpaxbdiqGawv3EJBKeC+CqC8Hsu6VbBqA/JsHuKgY4oujOtF2IivazShAijngqxMYAOtvv7HVAHYq6h0zRa5MB6Ugdj4ji7Dtu0hgtKnv8cVh8gYZZThZyQ45+CmCgAo53Ioh+Lk+AtDUV63QvHwMxUdsUQZ633dQLi/72Pv59Bvv+7P63AM6+8QdryQHebbMVtJPxfG9QXYHJD1emz9LgPKD7DUkSBs91FNL/puMIZyfj6U8XNhPFwB5yoqXvz5MjCU8cKKZ7xUVDyvNabGmO+zy/3xbixgiwNqxYMXsq0Ftq1WxsuF8bDsS85QW0fPYnu79781MX8NMraxVnFbvlkv/LEAG7tO8L9wUVmzgYlryItA71WCSfe1hooLcLhYelgGOMdc2Fcji36WHirLHuq633au4sHbKkJie8GYN0N2g9hrDIytYN1CLPYAMIdKI+SnwMBafnZizaeQL3uYeFLHZkEC2zOxagN8roKGF7YpgG2vYanLOHE25lOYN72get3F0mQqlGnMQq+33xsxl8Ha+ykID97Hrz9CXzEDXCxNTcJwvJg/G5hPzfv/buLXL9XwN7uL2Hn5AzrytO4SpuYtOMYk5i3f7435FFLhjLhagTdUlbmLpSk/8xrJ8A49XvI9uktTmDLqA2dwm/1MbSoWTxdLt5bA30pK2MXSh1Mw6o3E92vjq+/wce0fUbiUCv6d+r45nvcWfDvfDKUkD5UZTMrCBFmb8Hi+jc7sSYeVpDGDbJiclO4JvqeaPJo1OyD9FsnmON2yme2s0UCZwX79PdC/IePgXwiypPHn07wev4fO59vpTyjbY8a/F88Mdr4Xfoyi1zszdH306xGHru9kYrsB7fYxVmf/eGZQ5nq9sx0LX29m+OLZwkTbQWaw7veR44MH42VZQnYwNk44a9TMzvkZNJnr9WhfR8+2rwfjy3q9M0vm6DzLWDvbF3wNtdKRxWlm67plBjk3uRbp638tLy5yNXw9sOFnxMJjxzODnZk9xwhlFB2jY5yIr6x3ZrA9Hvhc13vqzCCG2/rZvQP89K+0MoOLi3IoI9jq4Mcd4Jir8MYQGTTHyIYyfBbXBMblxddRG4LKK43eMemNxTVB6xzD0rigVTozmI7TM3PvGAY3PZPrhhP46XBjMsv1eqM1vqUJPKu/HiImFtcmdV6PdPT994YJcDcr8ymuVfYH988xuGF6vK4b3PRC8bTmeUqr8P0j9LE7Fp9Pabyy30h4JxzuxB9eyDfKDA7HyWUGMY50PNWnzPiZqlb6yMKjog2oM31WnMbGdGqw0dziJvZXmORnyqp1FxCDrCQAlHP9r9ULxldnOr1TZtTO9gfRr78HMmQceo3RRM5A6mU6th4vV+7D3X7swkYtedlb//2COIwnNJQyw2YHh/X3CO240b+d5dlc72cUxq3B5oBdTCe+G1scqDrtjFp8vWCu3Gvrk3FIPWLDnd3gvUxH16O1bPP2e+nswgaHelXpSNkpV9UD0ngKrqoAK7+ABQ64dVQxgdl8ATMqwKp1uC0bE7h2YFrQfxadTfwsY/M9G0toNPx7ho71grkSP2CfyDGkLyb7WetYk7mChQUbnAP2WgWtJy7ewZcq87NzK/lQZqz3usewzzdWr+GzaT/D5y49QPXJa2wW0u2Mn3gHm40ScgIDw0ZkjaPazCZuzCM1b8LUBD+jpprRLNrGOlbmrmCaAT/Mp5AS/Oy1W9/BxGgdt1J+JjKrB5ky0cXjVDM7mYVej2YU3doa6tZrrK1W4HIOuCbW+DXkLrJWPKc/XwRbs7BhTGLe0JEVBGR1HZqgtbN07hKmUlo0a7exjpUxCRfDD8atYwccFgCODcy3fJPbvrlLmGrGRtZRDzJ07Qyg1e6n6vjpf32AUZGB7S1haspotd+4NYJ5swGPb+DWSNzOBm59wqFcXMJXTMFHCO7XXcJUvgyvlMeU4aBuTPn3nEohu+jbDo+1+DrweeMWRuZNVLQgq6r6GWYgZFtdxOLkJIzwM9h4gZWbV/ARY/jh1oj/PBuBfyOXkJaadhrg7hI+vNz0bfBMKNHmeMWgtY4yADnTz68nBTMq2tXHQd8ksXXU+FuGBFN8LWwUJdo4un8saIG4BBCZdj/8VCxx8ljQ0v60LgAgmNbiwXTt2918ZTB8wVjGCwtwKmuwA6EqjcrA9hoqLvenjvuaIj4JLMyni7CbAmiuAs8bbPr5IOTFuj89vb2AR6HpfmW5Ac8LpphbrW0spAVoZnxaNsrG4wWMf3EbIhgAF+YqcC3XPcAb83ng5b4/Je0Y2P3en8J16ztAOY/1q/toNCxov/keG7w9Re2LPgkb8yN4MLqLN40y8gKDW7OxvVDDlf0GGo4B4TsLe9zB0lQe/OUb3471Z/jsPzyFE1IR08s/opArYnOzAElg/h9N4zEBF1DftVFeBb7Zb2CreBlj2R04e7x1/2Mvn0Fh7dj593IZqXAhkPQ7/HL3GRRhD0+nHmJ09w0anIM7f4nff+r7Zj1ew8c/7aPBOZy//D0+ferA44BbszEmAU+nLoO/fIN9j8MZ/z0+Yx9DERn2zDXgYwUiYwA28GLlJq589Ec8/fAh3q/F7XyEZz8WIKULWL4jQQgJ9i9VBrWyj81iGn/8aRsrqxzfvNnH1oKAv/3wMrzv/4R9j4Nb/xb3Pn2Kusfh1qvAymW8uPInvGlYmP/tS/zAXRhTl8Ff/Cnw9e9xDx9jWozGaGJUxMb/cQEPL+3gT40y8qmmz39q+fwPN/8Wzv92G38z1/TtUttnYmCOUQw212jJmM0fuOIPAKDc0yEH1cfWur/+bGgtKGUgA5B1J2EfRP+zVQj7paAU/n5znVy3hW7B+Enf930/GKcWWu80sL99clzjxnHrqIbtlNoPLnKfJ0UQh6Ts6qnwL+Cwvtg1t/MXtKVBYAxavPxYzEBm8TWG8XdDCrIDfvZC1uu+CCzlWj+8h/JZGg3ey3povWDMdjGwLY1CBkP5RefCuPb6vx4oV6GCoVp3fV/nrkIBa60n3HUsrJeBiWv5QLgcguA926l3Lqgb+tm6DqoAJhbrvggs51oC8Gje3Tl8eUeEVPgSKmP4Oj8PK5JiUbDcCK3rNP33aWV9o0d2cgPrK3O4Ms0C8eeitj0O6WJ3L6aXK8AvRvwsklTApscB7MFcs3HzVQMlRQDbq2NnYhQS0FovZq5xYDWNfPUr/PZ2U8S4qO9M4MnrZT/r2BR0G19hYewlnilBxnN6BnPbu3DR/TXaWF/B3JVphOWwLxBrqK1MYPGbO75ohIj02LafIXaX8LD6BJ9Ns4hYd2s25l7tB2LegiZoqDS2UEgLYBuPsWBvoXgpyJpJBWw2fK+kDHD30hSMuoeLd37Ej4U0BOaiviNjtN6+J4EBYnocbDyNiwDc3W2MNYPu1lGdGIX4w2Pc7WInGRf16k1cnWZgbAMvVj7Ak28CobzxFe6OvcSvpwU/7tNXMfdPu9jjLipr2/j05Rss51IQ9gLbG1/hs7Hv8T8UoeUrxtOhmgAX5nccfPV9/OJfH+Hr22mkGHw7W1soXhpp+fxjwwOHC2dnDlc+YkfyR9G7zDGJQQsak1C0Aaj30bfWEPOYlQG79gi+Fux3irjHWEWpI7vnb+sRZP2a27DEGwU/1A8aH+VcdHsVS+syPVrGg17t+vV3UI5r3C7YsflRSxtmuvgY6BIH18ieoH8HvBODIOYxO8GAcg6T4a1kXAPZfBkcKmamWWIfu5juEIqW5k9Jxbdv6Xy+AvI9p4u7+3tN9m3Px07a8LdwCR0xJ+ZxTQZYOY9Jw2m3teb7tO1PFW+v3cDDMsfEqOQriWDclYcPUeXcX0Jw2F8oYg6zMrC94Me0lb1amvR9PcQ0Vkfs54VDjxlFwfIrFYx9jfy8Bc+c9zNY8a1kpAwmDhoqEB4S6x1Sd2nSf6bWPFLCP+DKm4af/TImkR2TADio2XO42hSVHVk6FzXbxtiXr6Gz72DtNadoo1O7zezhnlP1n3/TKzcuLjs8RH1nAqOxBhvrK5gbHcWOPItcKKslZmRUnT1Yj1bx8Te3IUZSVS7qO6F7wTSWK8B/e+qCc99H+clPkWIdbheRFhjEOz+i4f1n/DR6AanmNLFrYg0fQ8IO5IzYctCtVzExKgbC7WZLKLlBlhBOraud5BCYWMMoLoKBuXVUJ65BEZtxbdpqx7M6MQqRudjdvomrTZHm7mJ7TAJ3diLtO/rDxa5tY+yLXTwR/h4be3722a3vYOLJT372seXzAi79vxa+4+9DjEp1YggOLQbLufieYwyM5VAGAFmHUxpEzonIz8pAuYwyZOj3DjNF3NznsNPHXNn37Z4CQLkXbI6dQ3zdkt3TBxGF5zpkxNbj5apQ1aiMbK4hjLfTdTU6Xj/+HlccDktIHHfYCOhvzeNxkRwHqXgyWcH+3olBEFF4vgiZxdYASsWgwvhzKB0/LUUU7s+BASjnhNhz4+Cyjs+bnQLxhnI+ssYvvG6w6gzyfEUUvlTBGFDOR/exy5U4uLyIz5XmD3gRhW8XITMGeyG0xjD3r5ib628JgnJVBbZt2JBxLS+2xk2Pw6/Ah4qEJYlDIOLOlyrAmL9PYPM9K2z1LdpEaRwAa+8zeDHni+GVfKQKNbxuMCkTORTK51gMbM3jMzwJ/j9SSSsVsMUnsHhPGSAbM42ZuRVcvmWBN53emMel4hi+uC36Im3xc0wzf+3g44UtjEkXwTZetNYDMiRk6TbWsTL3Cs8UCflZhjVzz49JRDT62cNruYsQ0+PYXjP9tYBwsfTJAjJf3A6mURNIWC/oLk0hz1/i19JP+KfY9LGYHgNbu4HL+AK3QyKxPdYo2rINwPQMxu5+hQ3OcTE9BnvNavs2lYJmenCM5rrAaSw3XkNP/YQ9ANytwR6TMJ0ex3azn7uETxa2kBEvAntOIMwYWOi6GG7fstPovt4uEHIX4/8PdI71yV1k/uY/Qfzhe3wdrPtjADZerODmlY8gXRrH9ndmsHfmBr66a/u+Ntl4gZWbL/FrJY3L1xi+s/bgcT+u29+ZcL3AzocjmK804Dm7sONrMImhOLZpYtXk4FuFg7eEiSHmZ/2MnDzbf0axG0opYS1gMJXZ8k1EYau5/UkYFSbf6u2DWMBWbHzV3MK9TIIfEQMydGcLhfQw/g7BcY0bQURhq9MGVBPcCUTz0VZVDI5SavnSQtZhnsSaxn7fiUEQC9jygm1nQqimh61Cl3W7Sgke7+wj63V4WwVIresiCpsVqPFfmmoFnqMjy4LnO4ggUZb99WixMeXFerClSvTeNr1KpK1a2cS9TJ/TQ8FUc7wYp1WAovpTx0eCsgyvriMbdkxeREWX+/NV+Ry6HAgGuwYHF1uxj3Sfq7TsHN2/LRF3vtUhM4aVhxXkfmygogkxv+dQaWyiKPXIxohpjMcuTS83YLJfYCQV/OHxX9/HbsOfxhXv3Mf43UsYERgY+3t4n/p9mhm9QArGpp6j3xfvfInxQFhF+7mo2eOQLjJAWUZl/C5GRwQwJuHvfrmLZ0r8/kK4NdjbC0in2n8s/cr7Dd4s5/BHdyeaZQQAMQNsMzz5bDqU7QqN1bH20BfJ329w4KOob9W/foNlRYBU+BJjd0eD2Ej43S/v4iPGsFffgTwq+gKe3cX7IwLYr6oY/WACGYmBiWmMb9/F+ykB7Fe/Q4P7WUmmPMOrP/ssZOdPeKakeq+3W7nsF4+8jmXypqNj/e4vdvBMSeGPTrhdKEOpPMOr8c+RGRHA2H/Bv/y7DzAqtf8NN9cLgjGId77A+GdP8IPngU8H/S4EPv+fP+PXucDnlcuYMupo0M4yh4LB31rmpP1o4xrISkVAd45mLRtBHIA/lR2IMXrliGPCn9adwJPXmyj0ElLnAhdLk49x+8dnnaLoHOMuTeEG/y3+EC7AIFps3BrB+i9+xq+VFIQfbmHk4SX8/I8FpI4oWCMjI/j555+RSqWOZLx3hffee++Yq4mHwHpUhA2VhCBxtDS3vckacGPX/TqnI8hEE0RzC5jwMXLB9YdlgE9cQ+FUViwfNSJys1Xc2kD/axrdJUxNGvDO5P4g/pYw6d/9En+4LZIQ7ML0Z0+wc+U9P8up/AsefX0HAgXrVHBKMoMWtOY6Q8CfWhxorSFBHIQLIxsUNSWgmhz0yhGHx8XSZBrFreTClrmKh1LuvGcFCeJkoMzgcJyizKCE1n6ssk5CkDgGuq0NlaE7JASJo0LEnU0PFS2+llHGYp2EIEEQp5NTIgb9X9Sc+0UnXQmm+s7VRtCh6cujGU4LNu3WTjZOroHsQae4nAD+BuPhD60TJI4eZdlrbQzdfM96FlwQBEGcICcoBl0Y2SSxYEFjGhK2coYm1XDf0VHtthH0sDT3GgyOJ3qrAqa5JctAdIsRIOYzWJUY2IPMiWa7rEermO2nIOOkRStBEARBvOOc4JpBCxpbxwwvRTeWtjSw9ZnOqWLXBcTjTeFYWhb1e2cgU9QtRqcGF64r9ve4XAPZ68BWr4wwQRAEQRwArRkcjt5rBi0NTDNgZP2MWdZwWydWtCsyLWihzWJbGR5LA9Osdvuk1I+1jnJwwojfzs90ufUq5Ey9NW7rdA/RCdkKZe+62gr5phk9spDtNvXqONKOFvHXNbLIGlbQ3+rwwdIYNCt8PTlj5xpZaIY/JZz1O3axE90YOil0br0KGev+9HIkkzno8+gjRt369vRfgiTFYxT3L4iTmMa4XUuIGEEQBEEQb4OuYtCtV4HyKvDcP6fXLkpYn+H+5sX2KiouYGk5wAzWxISmb/2+uXb78nqHQPJFnwRLY3iQccCDDKFTs2EXa5gJxsRqBS5cGNmQLXMcxeu+IE22FW3vZFZRxCyiRyQntckA9SrU1oHILiqrwGxeQf7+LGrXw/c7i9XrBqQZFeVcaBy9Gj1iLMCp2UE4/bOA3S52gGDD7lhM42PZ1QyeN2PxyG8z2PPoJ0bdn2Wy/xJqdtj/Zox0ZKSYvVacQsVDBEEQBEGcCLwTh+syuGoGX+kyl3Wn+QWXoXL/WyZX/TMH/I9qdvTljs5lWedOx/gyl2VwRL7nX2+a4qbqj9n8bwuTq1C52c1WvH1H/4Rrpsqh6lH7js7l4N5kWU7wIXzfvTC5itC48fsM29H1hJjGY9eMf9C31WaA59FPjLo+y+7+Q9Y7Y5T4DMNt1APiRxAEQRC9SaVSfH9//6TdOHNcuHCBd8kMOqjZKpqJH6dm+4e4+1/AVmegWBoYW/czeJzD0WXIGamjL5wa7PF07MgzBzXbxvh9Bzr8LCMAwK1gNZSdamYPm/9t4dZRlTOQuthCrH1H/4Rr/tdAzW4fV+VWVmGrJjjneD6LBB/8o8ziY3fg1lGVw1k3J9mOqbazopGYhseqYBUZtK46NdhAUATT//PoJ0bdn2Wy/44uQ57Nd8TIKSldxkfrWRIEQRAEcXJ0ysRIFqeZhWt+y88URbKFQQZINeN92+27jR81dRzaAAAgAElEQVQZJ9I3lH0y1VAGMZSt6mYr0j7kW7d7DDJbqh7KYgbXIr7FfJB1J2GcUNYuMZ48mi0N2eka0/hYkcysH6OBn8egMQr37eJ/1xglxju4B1MN+U0QBEEQw0GZweG4cOECTxSDHdPCkV/wzenB8JSkytWuIrFTHHVr06uvqbanP5tt+msvczk8pdn2gutyc2pT5aosc91JutbukeRDZBwk2Yn72c1295jGx1L19rRs+/uDP4+DYtS9b/c4JceoW5z8KW+CIAiCOCwkBofjwoUL/JQcR3e0WBrD+kxwqoSlgT3I9N7M+h3kNMTINbK4jud0DjVBEARxaGhrmeE4/HF0roHsEZ2ccZQo93RUc8EWJrkq9OdHJ3La26ScbY4zRn1haZBq90kIEgRBEMQJcy4zgwRBEARBvFtQZnA4Dp8ZJAiCIAiCIM40JAYJgiAIgiDeYUgMEgRBEARBvMOMAMDa2tpJ+0EQBEEQBDE0VP8wPFRAckpYW1vDtWvXTtoNgiAIgjiTUAHJcFABCUEQBEEQxDsOiUGC6MCFke1/P0nXyPr7NTY/WQNuRysLGtPQ7xaV/n6W5yVj78KYFKBZHIPfkYV5QYPV5+yFNZ9gxzUwKQjI6s7g9q15CEL42eo0FUUQxLmDxCBxunENZBkDG2Snb0uLirMBRJiPg5oNVOudkq47MnSHg3MOvlVAZCttSwNj65jhJSgJPX0xGfVRKTnIPEiBadYQAuogLGgD7pxuaQKEUEyzxiDCysHuwPFEIMTWcaWxDIWxjm+7xiQEQYMZEmfKch2ZhymkNBOcB2Oki9gaVsApy/A8Ds4dGFmGTi8IgiDOPiQGiVOLpTEwqQh7sE7+iSpNYcY5TLWMXB+C0NKawlFCRpYxmxdD14bENZDNAWYXIQjXwPVi0h2KKGzVoVfzmDScYa0fCZYmYH2mAa8VT4btYhqCZvYUhNa8AIFpMLmEUVnGbE7Ehta8doA4cw1M5jkqjWXkEoQgXAM3Fmx0DiOisFnH4s5lTC454MoyPM+EljQGQRAEAYDEIHGKUUocnJtQB+hjrZcBeRb5UGpOuadDRhUHJaaUEoejV5Fjj1AbH0ftEUOurHYXcgfiwrhexLjZrb8L4/oqIHfrL6KwVcH4wg2cmB50DdRnPJSUtphSSnUsZhlQfoFeM9nKsoe6voPLwiPUxsZQeywgV57DK6+LwGsbhXFjAWOVZUwntnNh3FgDn+hmXERhs4I/W/gESw5N6RIEEWYPTz8cwaT+Gg0v4efDxi1cGNHwat/r8seu3z8VWj4y92of8aE2bl3AiPYK+0k2TiEkBolzhTKjAnYR14228nMrq7DV++jnGGSnZgMoo1wuo1rtqtL6wjWuo2irmOmiJF3jOlZnn+P+eK9RFMzMbaP4uDld7MLICpFp8OxxKkWxgEKH/yLSYwCTM5AO6O7sDh5P17iBBXsOV6eROC3rGjewdu0b3B/vNW2r4KpqY+GxFc0eBusH/dhloZNYJIh3ir2nn2DBe4zf3JYgCCz+TXx4uYxGo9vPhT08/fASipuNiPj7+hcXoFWignD62UvM/XYG/9FsdAjF0wiJQeJ8oZRgqoBdlFpi6Tqeg5cOzu1ZWjMT6ECXZcw+3+p7irkTF5VVG1Bnuk8Pr87ieR8K9f9v742a2zbSvN9/g3K+iAE6prS3Zy2QTp1LkfTGqpmxT+2VnRkToHc3IuUkVbtjXzqzUxXHIuQ9r0XKmSSXI6fOyrEIaC93IlG5Pq9EjQnoe0zWIvq9AEgCIEiCFClR0vOrYpUNNrqfbrSAP59+nkZ6MQdWeYpV04KWjKM4V20v2ZolGXvF0/YcWmgcAPN3MxD7OPiMvIBsOYct20QpmcTd73agK+u4JeT7LBNbqL6uAbnbSIdJPUvD/dd38O2SFK4UPaRvK8D6l9AsN6Hk9X0I94BvmzY416GyPSzHUyQICeLSsI1nj2r43b/+CyRB8N9Cth/iyrUCfmr28gi6QnLXhn3jOf567IbOGHnMxAS8+oeH0H3nLuDz5zK++eN/wLbtSXZqLJAYJC4c6TIH1zuLy3PxCC7B1nm8jDRM1Gs11E3vsWFxklDkRJjvzIJ2r44nwUSTXkgJzLMa6paJeo1DTojtm5iYvet+11vQGKoQSKjJoFLJBI4Nkb1sfIVlvoKdJamvHkuv2bB5GRlm4tAdz4Vy61ivM51kk/nrYWLPgna/jsc/LUGKEgIoXYeMPRy6Qrk29xj2TsE9N421xgqSbK/be0gQxIXk6MUfsP73z/AoLaBzC9rGwyszENJrOG4+QC7HEH57OoL+ugbOf4e3fykgHnPF5MJL/HUliZjwDd5s2757ydXMHcg/f4Z/Muyp9w6SGCQuHJaWBNtcbMcbVjIMSW3ITNYTG9HAPsKFqKXdQ/3J8AJzvyGizDl2C47ANFTBSbAZcJNJl+12Mo3z0aEoeuAY98UF9ukYtC/3sfL9Uo8b5gnpO273UX/cK46wN/uNBgBADgpMMYs7MsD2GyFbAREEcbFwvII3fp2GyLpDTHJv36NpV/CrWKyHMDJR3wNwI9H1Y/SqNAvGGA7MI//WU1c/xe9zAv70xxdT7x0kMUhcLAwVUnEOejkNII0yN1GSgVrxHqLrwTTKnCPCyvLwWBru1Z8MV7cYRyessBMzuLnYBDdLkE8xUdZQ46g/3kGh3/pwF2ms2TbKmRNszWJpuF9/jLWFIerwjRtBEJea7Td4xW0kpKtgvh+UC3j5/hjlWzMIhhD6ODJxwDn4rISrQTEpJTAP4Od695ZbUmIe2PsBL0w+1d5BEoPEBcKC9rQC+BIbRBR2dSioYaN69v4fq7qBWmCJNlMBgAoyvfZTdL1lgA6VSe2YwWievDHarqWwudg89XYBwKq+Rm0949sAOlPm4KggKwhgrX0FfSe1xm0Ac/Foy/UEQZxbjswDcP4AHy8IJ1rVmE+EhMdclTAb4m10vpoFYz/3DeWZBkgMEhePWh3+fAoJCTl67OBYcL1SwY2WxcJu1/KsE96oQOe8b6LLXL2OCgBlceHUNz+2tBTu4TuseYWgpUEd9/J7z3HbcTd/9oybysCgoGrb4OVMzxv8XDwe/oVVhZOrkh6YjEIQxPnGrO9hAjv4D8b1GtZNa6rfXkRikDjXtF4F5zjURBSeKAAqyHg8bK0tXiay7NsTR4DW6mNI8zXr2OMyEosJyAAqm9vuPc2AGu/EDBqadvK2QrC0FOLFXdSKku8tJEzaQCJzdcytSbguA3uH5slv3OYhapjHdddNXPPVaSAfX8ZubgtraXqzCEFcbCyYBxx8/nq05LM+7IUsBbeXkMNOcL2GP9etM9GiUSExSEwtjtDLwFlFzXhEXx/SZSeT2LMUK23cBeflU7DYiytMK5ujv73ExdhcB1eeYCldwPclGayScUXZJhabOhQGVDICNuNLEWtMoxxRGbeEYPhNbA5LQ8UORkFE4bECrL/BSV/EZ7ypALnHKIgZlO0q1PVbnmXmDPhWE3YfjyJBEESb1lLwgYmjoPAz63ByS/rvsDDNzJy1AQTRC7GwC14YoUy6fAbiL4T0FyjJEjaNMtJ9tFe6zNHbXAOb6/MovXN23RMLu7AD/U3bHJPqrVjY6Wpv4qQ/x4ocx5vtNaT7rOCm12zYa70qMfCmImPlXdoVe04SS8/iBEFcYERIswysfAiTAz0CRwYgITEPYKfeVYcTj8gx25WcgrbX8IZnS7BphDyDBDExRBS+L2E/M/q7jQ01i/2V71AY9KqPC4WIwncrOMjmsT1ijI2Rz2J/5VssnXRNiCCIC4GUmAfYAcwjPuK+oleRuSODsW/wDx9paLQ2mN5+iA+Xd9G0f4fbYckprtcwIYndQnGKIDFIEJNELGBXBzIsOcTWNkBrC5kMqti5XErQQSxgp8qQjQ37hhALWkpAlm/hpwGbYhMEcXlwsnr3cHiCNw5d/fRbrCQFCD8/woczMSdcJ72G46aNB29fIhMTuu45jtfwBhJjD6kZLyQGCWIs1FCU3Hi0pObfxDhdBudPUJeiewgNVUL9SRO8HPpStstBeg22/QR/vZaHEfGnvJGPo/64iea4YgGNvBtnKKGw2yNAnCCI6WfhNh4wAa9+3IY9clbvVXz6l3copWK+PQkfvH2PcjZsn0L3rSU3foNPJdZ/H8MzhgHg05zufFl4/fo17ty5c9ZmEARBEMS5ZGZmBr/88gtisVjo90cvPsK14of42y9rmJk5BV/Y0Qt8dK2IDzd/wVqoWJwOPvjgA/IMEgRBEARx8bn66e+RE/6Ef94+nXcFH+mvUbvxNf5XWphaIdiCxCBBEARBEJeABXz+XMY3f/yPU3hXsPMu5N/9679AEKZfak2/hQRBEARBEGPg6qffYkX4HP/3CxPNCboHtx/+A9Z/u4n/NxObeq8gQPsMEgRBEARxabiKT/9yjE8n3MrCy/c4nnAb44Q8gwRBEARBEJeYcygGLWhJz/tRo7yiLOT85HCbvhEEQRAEQVxIzpkYNKAyCcWa/2glM6wgBObi4vjMIgiCIAiCOKecKzFoaU9RAQBFB+fc+egKAKAy6JVfloYkY2DsHjbgCMjWBsEEQRAEQRCXlXMlBs16DYACvZzuHEyX4ejBfTT6rfyKBexyDs6fYK6GjqDcLUzU5lEolUq+ZXD60Ic+9On1+fbbb0EvDiAI4iRcsmxiAyrLYL9UglLMgEEH9wrLKaFYLKJYLJ61GQRBEARBXALOlWcwvagAqCDjDRA0VGQqAOS7yA4KA7Qa2JdL+L5QQFlXgP3GBK0lCIIgCIKYfs7du4ktLQkpmEECBZyXz8SecUHvJiYIgiCI0Rn0bmIinHP4bmIDX3UJQQCoDJ1NTBAEQRAEQZyrZWILWjKDCgBF551sYm6iJI+2vQxBEARBEMRl5/wkkFhVbNQAuWTCn/MhorCro84yqGwaKKenLyEkKq9fvz5rEwiCIAjiXHKeQt6mjfMjBl1qdRPAxdwwmmIGCYIgCGI0/vEf//GsTTi3nJ9lYjGOOQCoZALLwZ3lYzkhnYlpBEEQBEEQ55XzIwaRdraDgeftIYyBtV5PJ5ewW7iYHkOCIAiCIIhJcY7EIIB0GdwsQQ4eV/SpfJMIQRAEQRDEtHPuYgad18qR8CMIgiAIghgH58szSBAEQRAEQYwVEoMEQRAEQRCXGBKDBEEQBEEQlxgSg1ONAZWpiPpiFUO9aG9hsaAlR+3TGMbO0pBkDEnNGsWAc4oFLSVANaJt3mppKQjMk92f1GB2nWogL6gwIm4Ia+Sd9i/G9rEWVlMCVH2U/gw/bnnd9rdjrSIlCEiWTAy9H6+RR0wQPNe2BJs29SWICwmJwWnFUMHYJhZ5Gb53qrgChYUopHTZROJp+HdjMAjqkPUaqncLoFFElYl6DdhvDHneOMbOUMGkIsLehD08w48dAMdewbEp8iPYUP3ijKmIqOtcOmMe/TQZpYbtvB5ytwCJee3JQxA28XFzDWnG3EOCz8akZvraSq81kPgyhpiqDy9g+mIgnzeGqrPL1qFFlWcOD3Ner3ETetuSXmsg8YcZxFQdNnfqiMWL2B11ENNraNo2ODehJRnY4DMIgjinkBicRiwNyQygB8SMobIBAkVEYddEaT9z5t4sQ2XYXOy8Q1pXgFpRiiRUHRGpwoCEhCzjblb0HBvAuMYuXQbnOpRIvR0/bXuHEhAqhMw+VhrecV9HRhgsCA1VAGMqdC4hIc/jblbEtipAYCr0UQWZpSGV5ag215DxCJrN2000W/apDHvFOASf8BNR2Glg5eAWUqvmmXkIQ21djkPIDxapjnBToHMR1905vP2wdWzAydYqUlmOrbBxsz22POoet6WdBkoHt/CRZoIvrKFpV6EKJOMIgugPicGpw4J2r4g5PeDVApAu8wgCxXlX81zxHs5MD1oaGovc9w7pdNlESQZQ2Rwo6NJlDrO0jwz7CvW5OdS/YshUlC6BF9Lw+R87l7a9QzzHjc11cPkuMp4X8aS/WIHM9jHIuZou2zBL+7glfIX67BzqXwnIVHLYssvIjKQlLGj3lzFbXcOCK2hgaWjctlFOd7xM6bUGVpIMqLyB3/8porBTxd8t38dq97rz5LFWYd5uYi1gaynJwLps7Sa9ZqNRquNW7BkOErOoP4shW3mArWa5LfB6NIzV+0XMbnU8gj1tkRnY+mbXuC3tVDH32SdYtS7KUjtBEJOGxOCUYWn3UKwpWOyvegaQxqJSQ/Err+xy4u9OtmwbEbGAQpf9IuJzAOTEAEHnYNZrACqoVCrY3+/aZjyUyY0dOkvMjIGx5JmLxTDSizmwWhH3NbN9zKpuYC/3BEsR3tRo1vcw7Jj3wtLuY3k3h9sL6Cwv9pkXTE5A6lqITOO2soflZ62lXSeesWvZ9kSW9kBcwlI6uDQqQpoDIF8fag6vr1ewvz8Pzgeramv1Poq1HG6nvePWz5YEui9tGrdz3nFzOdKQascAJlEySSwSBOFAYnCqsFDdqAHKYqSHTT/SiwpQeeqKFgtaUkJxTm8vH5olGbVT9YBZaOwD8t3swJKG2vIEmijJMu5+vwtdqSDTd5l4UmMHYOMe2D3ge97yLtZQlKZQEKbLqCoMtWK8LZbu4TvY5fTAeC9DbXkCTZSSMu5+vwNdWcctYZRlYgvV1zVw5TYGt+zMi/m7GYghRdO3FWD9S2iWCS0Vx/LsVnup1CwlsffoPrRT8xxaMPeB+btZYEC/jLzgegIbKCWTuPvdDnR1Hbdiap9lYgv6Rg3IRRs3cx+Q72QhhpRN386BrX/peAc5gNf3Idzj+LbZBOc6VGEPj+IpaCQICYIAicEpwwk2lxMR3DiDkBKQUUPdDK9XzN71fN9NMPmDsQwqlUzg2BCZvsZXKCLa+6OdJdIy0jBRrzk2do71YlJjB9TmnoDvFuBYnkbZLEFGiPfQZexjNwTpsg2uK215MBeP9r7udNkG52VkmIl6bQ/1hnPM5qMsE5s4bF2LgSr0GZb5Cr5b6vYLAgCk65Cxh0PTub7z1zt1itk77nfhuRnB5A/GMiiXM74kDMZY9Exf4xmKWMHOkoi+K71wloltu4IMs3DozuGF9rFeJ3v6GNGWbws9bJESmHfHBgD2Zh+juVOExBiANNbelSCzPSx/NVxCDUEQFxMSg9OE1cA+oj/Ao+Bk4qZR5rwtxAYnU7TEl/ejQ1H0wDF/XGBvLGhP91H6foKvEZzI2DUAhAhMMYu7MoD9Ruh54x274bC0JITNRTTdeMNKRkBS66H4J4XVwD445qRB18KC9uU+Vr5b8mcgh7DfkLBm29gtOqLRyAsQpP6Zsuk1G3bgOqiqDtsOXIdMlExZC6tf7mPl2yUMVIKjYpmdOdy3iY4t4gBbWnN4PhEQ22IGd2WAHTRwRL5Bgrj0kBi8qIhxzPkOdGIGNxc5uFnCyaLComOoEupPdhHBKRjAEbGTEE196Rq7c4KhIl6cQ3UtDYY0yraJksxQK95HdD2YRtm2UR4ta2QojHwc9cc/YamfEvRdi07M4ObHTTTNEpKTEmYBjHwcB66tw7WYxpo7nuOyNJItooQ5SiImCCIiJAYvKq6nzMGAyjoxg6cpriwtic3FMxB0J8E3dn2Yi0/akiGwoD1dB5cTntg7EYXdKhRWw4Z+yt7BAVhaCpuBDNnwgq1rUUVeiKPoxgyOU1wNwlpN4U0UW6fJFsvEfhSH31wcV8+8VwRBnDUkBqcJ1wsy9CbLfZiLi4CxiQoA5WRptkNjaUncw/d+IWhpUCeReTGRsesh9qwqnFyVKVS4tTosnwiQkJhnY10+H4gYxxwY9s3wa2FpKdzHt35BY2nIa703up47PESFcyi+NNvJY62mcJ9/i5cLXltXHVvHvboqSp05HFL3KLb0nsM6nFyVhYmtehMEcX4gMThVSEjIQK1XVscwmHXUICMhwU2IACqbrYwFA6onZtDQNIxbnllaElKx5mw07Q3ilzaQyE5CmExo7BCs0x07RT9zb6elJSEw5r46TkThSQ4MFWTynZ3nLO0elms5rC2c5hNfwvXWtQiIFEtLIV7cxW4x7k/ukDZwPRPiozIPUcM8rt9OQGYMlTeGW6eBfHy5HTO4PYk5vOqx1Zt0Iv0ZH2auTkCUOnN477B7Dg9ti1nHHubRykXZq3u34DGQv1ZE7cEWXqYF8gsSBAEA4MTZs7Gx4fxDVzigcD2kjFmSOZxHYfujhBXknOsKODxf+s9VuM51rgyoY1TC7PS2PTEmMnadcRp03jgxSzJnXe3aoWV8x3XFf55c4jafHGYpyRlkXmoEWtFVzpjCq7YdKNt7XnjLdqphnClVbtvu+cxbXucKY87YVO2x9tPUvG1122qH2DoWwsatry25HuMmcKZUedPmnHOdqwLzjX2u2hxivEyuJRln8gpvTqrfBDEGYrEYPz4+Pmszzh1XrlzhzBWDE1GZRHRev36NO3fuoLUnYP3JSeLsDKjsKRLmKEkb5xkau9PG8fRxrDR2UPAlgljQUnHUH58k1s5AXniK6++CdV9kLKym4jj4fRNrI8dFGsjHvsT1v46S8NLbpiJ/juOdAgRaVyamlJmZGfzyyy+IxWJnbcq54oMPPqBl4ulDROH7EvYzEd7D2wNDzWC/9P0lFDM0dtODiMJ3KzjI5rE94o9NI5/F/175rn+28YVDxNJ3JRzcysMYedxuYf/5t1gSzz7hhSCI8wGJwWlELGBXBzJDv/bM2T4mAz3S5s4XEhq76UEsYKfKkI2lhnxLiLOFTJZvYafXZtQXGXEJO1WGW7HUkK+Ms7CaEpDlb/GXJYkSQwiCiAyJwWklXQbnT1CXonu5nP38OPhZZzacNTR2p0wNxbj7ztukBp/uS6/Btp/g8Fp0T5ez/2ATzXLm8goad9z+ei26Z9XIx1H//TGa5QyEcYybkUdMEMCYhMIuvbaOIC4yFDM4JXRiBgmCIAiCGBaKGRwNihkkCIIgCIK45JAYJAiCIAiCuMSQGCQIgiAIgrjEkBgkCIIgCIK4xDCEvgWTIAiCIAiCuAzMAABlExMEQRAEcZ6hbOLRoGxigiAIgiCISw6JQYIgCIIgiEsMiUGCIAiCIIhLDIlBgiAIgiCISwyJQYIgCIIgiEsMiUGCIAiCIIhLDIlBgiAIgiCISwyJQYIgCIIgiEsMiUGCIAiCIIhLzEhi0NKSYIxF+CShWeM2uT+GysCYCqNPmUH2J0/J6CjjqPbryJiIMmZee0/DJi8t+847F6UfLSwtBYExqHr4G4xa30e6T5iTeguSBS0lQGAqvWmJGICF1ZsxpEoN2O2pso18LOaZxzJKDbvrHa7b+RhiahX2xOZYmG0+AxCLqag2u21rnSsInb85pdrsqmf74QxiahXN0AYuEkd48dEMUqV34X3dfogrMyq2jsPGMnrZ7YdXMKNu4ficjOd0egYN9UxER4taUZqah3Ylc3rilCAI4rJirX6CZf41/rQkQWAArFXcjGVQsb0P+j0sX4tBrdrw6r6FtSpyrz7GQ51jEnqwyzb/l7iZrYCHig4Lqzevobjrt3f91gzyul8QLrzcgvLNx/gnww4XnBeEoxefYNl+hm8+lSAEB/PoBT66VUGzGWEA2mXt0K8XXr5F7k+L+Ge9W3hPIyOJQbGwC86556NDAQBFDxzfRUEcvn6rsT+KWUOj6DxgLwfnJkoyAFTATkmNhtvBwXUFAFArfjXR9tNlDs7LSE+0ldFp2UecL8TCDuzAfUJlDFCqsO3AfUIKPuEI4jTZxrPlGh782xIkxgBYWP1kGbucg+e20LRtZ66aGlICw6tbeeice0TiAj5fkfHq31cn4IEO2ub9Ko/YtSJ2bB7qxbJWP8HyLge/sYJ3TbcPRh4xgWH91kMYPqG7gM+ey3j17y8usBd9G88e1fC7f/0XSIIA32huP8SVawX8FOpdDVbzEFeuFQeUXcDnz2V888f/gG2HC8ZpYjo9g2eKiMKuKwgrT099mdtHugyzJAPYP1s7CIIYExZWUwIExpwfgWdtDgEAsFa/xPr81/gszeBoQR2vaxy4sYJ3axkILREmLuGnqgImvMKXq6bP2yZm7kDee4SHxhDeQWsVN2MCkr2Wf8NsA9Bevk6XYdsPkMt5v2ufCf11DRwPsPXTEqSWF2zhJf66koTAXuHNNg/pw2cX1jt49OIPWP/7Z3iUFnxj+fDKDIT0Go6bvcbSXzaWXsNx87d48ECA0EdFXc3cgfzz+RjPUxaDBtQB8XmGyiAVawCcJVKW1GABgKUh2RVrNDjObTREFJ4oAGrYqHbsM1TXHncZe1BsnxNjd7K4SbNe6/FNcCzD2rGgJQNjFmJoaMxgYLzD+tcr1jA8tjCKvT16Gmin8/9gndHmQ1S7h2tn8NzulOx3Xo9xsTQkhcC1ZCqMwA3GUAX3uAFV6F8WCJbpE7tnOR6R9nzoESc4FiwNKUHo6qvueWoZeScOUOcGVF9Zfzkv3nF3zmdIlkxXkLViC71/K/oElvxELD0uoWTaKGcYyB86DTietxu/yUAMqID5u93HICYgA/i5bgJeOS8u4XGO4dUfxukd7G0bAOS2mrDtCn4lhM0lC4d7AG4kIDH/92J8DowB++aR/xRxCY+VcfdhWnC8gjd+nYbIuscr9/Y9mnYFv4rFBgqjB2/fo2mv49czQv+/4auf4vc5AX/644up9w6enhi0NCRZBpXA4VpRGrwca6hgUhHdsqiCzKQEYXoRCoBa3Qx8sYF7mVYvZJT0EmQAlc0uaYHqRg2Q7yI7wlI5AMBQ4TQ1h7i3jtCxrKEoeQWYBS0poRgctEqmI7D7tBsc70qG4d7GaN2IZu+wVJDpqrOCzKC+TaKdUed21HExVAhSEbWue3MFGSFM5FWQETKo8MCxlIb2bLY0JLvK1FCMC91Cz1AhxIvY9RyuZAXc25iAZ8vIu20Fa64gK+QDQq+CrPjx3UgAACAASURBVJBBJXgspaFfPoqRF5Atc8yvNLBTlMBgQUvFneU0X5NZCKnSeB+K1ipS2SIOGuOrcpqwVvNYNZ2lyPwwHrLhG8LNmABVt0/exvYm1sExK4ldD/a9oOADAKuOWvdRAICYkIG911i1xvS30dO2Baw1myhnvR6uAFYD+5wDcxKudhl6HfNwBG1wfovX54GffxhfH6aF7Td4xW0kpKtgvkFbwMv3xyjfmumOx+ximLIOUmIe2PsBL0w+1d7BUxKDFrR7jriQS2Z3rGEl0374pcvcXRp1Y+l2s6g+rQBQnBgNz8cJqaugS4dNkloNtXZs5C4K6QKeKAAqmwHPWhWOFsxikBasZHpkWbqiU9G98XydsfTHGjpjWcm44thtPxjHqSsAahuo9lRMFrSnrXY755klGbVaLy9lPyLaOxLeOeHOpb59m0Q7veb2oFCDCOPC3XJP18GhQLeD858BqGBzO+wO4y2vQ2GOzbrZansZNQ4ouu1vmzFUsnl09KAF7ct1cA4oVdszH5LYG2k+9MOC9mUF4Aqqtu3vq8rAUMEbI/gQ9pZ1YxJrr1G1engHu4QgAKuK1zWAB2IZdZWB1V5Ds8If/MF6VYPD1FK+rM32R9HBuYF8/ACP363g4MftwZVGGrJVpFLa1HhxxEwCGx/GIDz9EP9rAX2W24JYWE2loJnBGKxt5GN5Zy57j12r498OV3Dw43+h/c32aALUahwAPIfbaYa24hIzuCMz4NUtpDTTn12cXe+RrAGI8VmA7SFMQ45CqG1DMp+QAuIHgBjHXI+LI8bnwLCHQ3OCYv4MODIPwPkDfLzQR0BPgKvSLBj7GfUe96Rp4XTEoEeY7PoyStIom708ay1EFHb9CQ7O8h1DJuiKORVklL7wp1qkFxUERalV3UANCp6MkkHjbcvkKHuba4nMkuk/3h7LgDiuZHzeKScZo09ij+daeesXC7uu+B6SYe2NjIyS6RXJaXzh/ogYLwPaaY2XXML3vkFtzdseYx1lXLa5W4/tzH/3BuYsBTNkKr1uLjJKjU55II0vVuTOs8SqYmOPQy41UE5774pplBsrSLIK3rTcjVbViZ1SqljLdMqKhR1UlXEvc4oo7NiweRkZ927dWs7NlMO8FDJWGmvtskAan6/IPW/0DS2FbCUgBL1UshDynaXh9JoNm++iKPXvp7WawpvbTaylGaTCjiMoTQ3JZAmNllCtZMCOJKzZZaSlAnbW0uN5IJl11GbjGFkpjBtxCTtNG3y32Imzi4SF+t4cpKvBBIlNrOc+xoJXC1kiPm+uIRN3xrETz5fAwZfDL29a9TA/n4ilxzkwxrC3fA2xtsBP4///+mvkQpYZWzbIAA5Mq4cWDGxVIxWwY3PUfG10tq8Jt23CiNcxD4aDxtHgsucIs7536kMJAJASmAdQN62p+dEWxqnGDMoJqfugmMVdGcB+o/fyXiB+7WxEYIvAki3QXlLuCFoDXxVrgLIYKUPX7xlqZTMDih4iJExnicLZ/ibgfXCXdvcbFiC6HkvAEYRRY/Xc+pXFbssd0TskUe0dmpDrAACooWtl/0REayeKB9jHMOMSiBfsLQIj2GxxwKxjjwO1Yjy07V0O7LceZq35cDvd9fBLL+bGr0EC8YLhIrBF734emsH7fgXLyzVwDtReV+H7kS4W8Fhxu1LJejx7SZTMAUtl1irub9zBZwuBoXBFmm9xTzSRF1pxiZ66jTwE1YCuCk7bSkuQGp3ySgmlZApawB7L3IecEIFtp46Ww8paTSGl6Sj54iCdNo18DHnddrJK87qvXbvVbqxfu57vmeOB7j7OXK8znIzXrnaCm9x1RN9/5WMQBKdeq3GA+esNPHQFVLLUgH3VxLOYZxxb+/6JcczuHWIbwzzzLTQOAD6fgITANVxYQ/NdyYmVdQ/Nr7zDTuFat6etfY3jmAULX14emj62DcFeyFJwewk5DDGOOQbsHYacd26xYB5w8PnrOPWNC65KmGUMP9d7/UCYDs5BNrEB1Ru/5ln2NCfiCWo1u4kKegjYLtJwnIPukqB7bpigGoyIwm5rqfBkey06XkB3WbPNSWP1iNPFgBr3xAu6D9LW/J8Sf9CYMJCPL3fiBT3LtmYpeWJPmrzSQKOUBNtbxjPDL6ocL6C7zNymhuW4gHyfrF/jWRGzj5e6gvvbIq1zBKupLPhWE03OwfW/w6NPVmFxDsvcB9Yz2LzdRNPWob56g22Y0Dzlzbkf8Ij9BhnRLwrMOnAnI+KosQ9lccEdIwv6BnAnI+GwBuSqTWfOmP8PfvhkFeLHz3E9znDU2AevZLF5+9hp95sfsc3ddt8e92jX7Ufre62OP7ywwDlg5G8Bb4/RdD2j9R//CwB3tgprtdM03Hb8Uslq7GP+uoTt/AyeXj/EcbOCjMBg1WuoLddx+7iJpqlB+OFrPGy1b3Nw4+/w2W9fwLQdL3pCHl00hf6uEJfwU9Nu/83VinEI//UG6+C4kRhFojmxfu0tl9ytauQVZwNk59nmxO6e+G+7tRS8b6LLx2cdwsktCVlCJi4lpyoGu5Mx0Flmm4uH/zFaDezDE4/lWVPrnWl7UlpxczLuRsz+SH9RguxmHxubTozjSFrQqa2zfB6MqZOcZQh/fJr/07UUH7J3Yc9lebf+sO+dfg3Gd12GtvfsOMl8Cp3b/TZPjzQukmf+N9rzv3XrNut7o/3SlBKYZ546e7TNPHZW3hhdbRmb6+Nddmn1daXhPCzLmbYANA9rJ2xLweOCCKnwGAqcuEijy+uRxpo3VlFXwZjT9/C2Dbyp5LAY9ArCmUuzcY9yM56hOFvFWtr1MqVvQ6nVYbmJZrktN7vYMrEvJyAaz7DsKS9Kc8DsNb+nEQbeVGYRFy1UXwPXW39Glo6NWg3FeByV+ed42WpTlDC3t4xrmxI+vXoE/XUNua0myhnBaXf+OqTtZ1ie28LLtNBul83FcbXVrhH4fmkHOwUJjAHptS3gH2ac5U6pgF2bg+MI+sYeHmw1UU4LYEcNpx1fCJwjXrERR3b/a/zp09bGyhYaB/NYebeGtMDArDpqtXVUZrecPjEAC4vI7R3CAsBhoT70NBHhhPnVYcB7rvvWjmQJjUB84PbmOsA55kISTmA1cACO+ZGEYm/bRvMzirjuZInA9O2J6IhvJ7ekK7XE9RoC89cvklAUIc0ysL3DvsllE+HIxAHnuJEImS9TxOmIwdZScCUT2G6j4/Ub5EULPmwNdVLLxQZU5mbhKk+ib5rt9rFW/wqOFoy2RNy7vgK+dzIQkPGqiVY7RalLZLRiKVUDbSHSlc3qPtwH9aPrWrUzm4NU8LRfuaj2njoD7I5Kr/GyNCQzfX4URBqXzl2rFlhiMFQhwnJxH5vnGWrFuK+NVr2+V8yJWSeQvpJFSjM7NhgqsuuTyTasBdZ4W0kf42krjbWqAsYqyOYNZxnTyDvLl8GtZKQE+vpeW8Kt64tukdjlKWyfa+GwlsNi2i3bigE0D3zluz2NwTpm0dKelr6BWm4LjVISybtZtBc5LRP78yt4V05DYCbqewpuL7B2u3tzktPudcln93yf/3e6nEdM2MTH711PppZEclYCg4n6Xg63W0F/ltOOX4JYqO/VMPv4HUrsBxhH7rW2dLzmd5C56thoNQ4AcHccWn1q4GD+urOM6v57AcPJMDEhAziA6Y8dcIXYMu6vmp7l95vIVjjsGyv43LfvX6srTlhFWGbyKITbFvlsZO7IYHiFWzdXXe8pgO2H+HB5FzZ/4Fz/rj4cYg8cs/EQoXiOkRLzADuAeXTKiTFmHXsAEpI49eKanxydKwCHovcuYpa47Nziuz9yiZu+6hTPdwpX5B7nuR+5ZHpOBQcU3scSbpbkvvWF2hSh7k69Mi8FT+5Tvvewmbzk9t1Xxjs+Pe3unNv98dvX1a/QayVzRQnYG2qHzEslJUK53uMcJGhfr+sweDyHsztyO33mdt+5OWBcGk7lvCSzAfO/4WmDOW3Y3TYzgCutL3SFs35t276TeZL1mQ/VQGO9B56rjHEoVW6HnmLyUpL1tgvg8kqD25xzXWWcQeHVQEVmKckZc2yyfXV6y3baccr1a1fmK41WXUFzNZ5Mlngj2Jmw47rKWfuYybUkc9rWVc4UvT0eusq4orvH2+Wdcev0yVOnonO7Ueq0Z2o8yZgzTrrKhUCbyZWG05auckGt8ma7XYGr1WbgHJ2rAuNKtdlp13ueqfEkU3i1aXNTS/Jkya2bG53z2uWdGoxWO96OGJ0yppbiyVLDqd/wnmtyLZXkpRWFs2SJv2u2jglOO275VOvcYTBULgiM57YCdpkaTwlh82Ker7xrhs4JU0txgck9vw85gacExuWVd+F297Ktq5jABZbjW8fBdp0xYl1/v+C5rePQNk0txQVB5s+j9mGKiMVi/Pj4OPxLI89nYozn3r7vO0eM/AyPsRx/+35w/438DI8JD/qWtVZv8pgg8+eH4eM9DVy5coWf3jKxWMBuV/yau0y2W/D/uk5/0U6iQA1Y3O0+D4oO7i6lhi7RnQBnS5vCcAkBAMTsXcfrJt8d6TV8ITW6m18HlovT5ZBYwOBYOtms3RnACvRBrwkMuVaKvosvEoFy6XJ72dm1ACVzF4V4SLmo1/40iGp3VHrMbUUfsAQ+YFycaFURhd2qszWMv3LYZgky6/YaRiJdht3acsbXdgP2bsEfZC0WsGM72860m6/u4IvEJLKJq7523MZgmyUkGevyGo7czncrkBlD5UsNFneymKtqsD8KqvZO72xiUcJc2PGw5JH0Gqpzy7gWE8CYhD//5h3W0gxHPo+fx6PoK/8U/3t+HtcD4cuW6cQJQsriLpZxTRDA7u0jMT/vhLek17A198jX5k/ukq7fw2fgzXoOHy8wMN85T/G/b8zjuncypD/Hyv4tzAgMTPozfuMu4YpLjzH3qJUR+//B/p1rY6PVDgOwjU23He/QeMs49XyNbd5KHmktt1qo1+YgLa2hOvcIH864ffr1obNkzSysfgn8/lNx+NjShUXkwPDqjQGf/1lcwk9NHYrvtWU5bDV3UQiN6XPf+DF/B0tixL8NNyZxtxgP37eul22REbH00zuUkv7tVHJbx1jLxELadPqAG7+J3ofzwsJtPGACXv243Z3ANDGccAx+4zf4VGKR9yY8K85alF4cXA+RHMUtSBDEOcfkWlLldj+XzYi0PYTOfzhLlibSTne7rufObVdIltpevWnG51Ec8XyBKXyr2cMLHK0SnhIYVwZ48Ua1rXkabiVT4ylB4EoPr+G009czyFteuhx//755OgZZq/xmTBjojTxrrly5wkkMjpHWMiBBEJcDU0tyVT+BgOhdMU8yNnipOgI+gTfJdt3l8dMQrT4M/1L0iJVwVRBOJORMLcWF5MoERNvJbYtKqw/H06xc+jBIDHJu8PxMjCunJM6s1Zs8llzh749PSXyOyJUrVzhzxeCZuibPNwZU7yvFFN2X8UwQBEFMP9bqTVzb+DXe/6UAYej1vG3kY1nwH99jLTP+N1yczLaobOPhTBb2m//By9Al5OlnZmYGv/zyC2KxWM8yRy8+wrU//wp/++8lzMQmGSm3jYdXbsH+z7/hZTb66+vOgg8++AAkBk+M5x3Acgl8t3DWBhEEQRBDY2H15jVs/PoQfyn0iOHrwXY+hiz/Ee/XMkO+eWXytkVl++EMsvYb/M/LDGLTrFz6EEUMAkd48dE1/PlXB/jvpfjE+rr98Apu2f+Jv73MYmbKx5PEIEEQBEEQF4JoYpAI8sEHH5yHN5AQBEEQBEEQk4LEIEEQBEEQxCWGxCBBEARBEMQlhsQgQRAEQRDEJYbEIEEQBEEQxCWGxCBBEARBEMQlhmEMb/okCIIgCIIgziczAED7DBIEQRAEcZ6hfQZHg/YZJAiCIAiCuOSQGCQIgiAIgrjEkBgkCIIgCIK4xJAYJAiCIAiCuMSQGCQIgiAIgrjEkBgkCIIgCIK4xJAYJAiCIAiCuMSQGCQIgiAIgrjEkBgkCIIgCIK4xJAYJAiCIAiCuMSMJAYtLQnGWIRPEpo1bpP7Y6gMjKkw+pSJYr/ar4IzsPU07DkbLGhJZxzOAxf/ehDEZcTC6s0YUqUGbPftrNv5GGJC2PNBRqlho/US1+18DDG1CvtUX+vaba+P7YeYiamoNjt29qRP2e2HM4ipVTRDGzmvHOHFRzNIld6F92v7Ia7MqNg67jV223h4ZQYxz5yQV7rr2n54BTPqFo7PydhNp2fQUM/8gVvJMCRPW8kSBEEQp461+gmW+df405IEgQGAhcYBBgspAAtrVeRefYyHOsdp6cFue31f4ma2DDuKCBlQduHlFpRvPsY/GXa46DyHHL34BMv2M3zzqQQhOHhHL/DRrQqazR6d3X6IKzNZrB03YXsO7z36EDOpEt55BPXCy7fI/WkR/6w3z8XYjSQGxcIuOOeejw4FABQ9cHwXBXH4+q3G/ihmDY2i84C97kdXAAC14lcTbT9d5uC8jPREWyEIgiB6s41nyzU8+LclSKwlDizUawAebKFp24FnRA3FuICOjFjA5ysyXv37KvipqMEwe1tfPcTMtSJ2bB7NIziw7AI+ey7j1b+/OKW+TZptPHtUw+/+9V8gCd5rCEfoXSvgp57e1CO8+MM6bNvGg7fv0bRb88FAfiYGYe8Rnhm25wfBAj5/LuObP/4HbNsOrXGamE7P4FmTLsMsyQD2T32Zm7iMtJbKafmZIE4ba/VLrM9/jc/SDB0t2MABOOYTEoCg660bMXMH8t4jPDSG8A5aq7gZE5DstdQ7jL3YRj4Wg5BeQ9N+gFzO+12QbTyciVq21bfPLoR38OjFH7D+98/wKC34xu7hlRkI6TUcN/uMx5GO1zUO/ru3eJmJeTyyC3j5NgchJuDAPPKJ5quZO5B/Ph9jd8pi0IAaiL8ILsUaKoNUrAFwlmpZUoMFAJaGZFfsRv94u5Ng1msR+xAWF9l5uLc/IU/5rpjBQB97CYNesYbh8WxR7O1HtGvm2BMsO9z1MYLjFjoAg+1pE3HOGKo7z9zwhHadEa/HyRFReFJCyeQok5uYIE4Rx8t24zcZiF4FYNVRwzzuZMS+QqmNuITHOYZXf5i0d7CHvS65rWM07Qp+FRMGStjIZcUlPFZOo2+TxvEK3vh1GiJjXX3OvX3vjkcsXBhd/RR/OW7CXr+FmeDyspTAPEJ+Nlz9FL/PCfjTH19MvXfw9MSgpSHJMqgEDteKUo+HvgdDBZOK6JZnFWQmIQgNFZkKAMwh7l3mDu1DDUXJKxQsaEkJxaCxlUxH2PZoM9jHSobh3sbo3Yhm77Dn97pmFWS6ylaQ6ddnH/t4Ghy34JgNY8/Qc2YD9zKtmmXcxVfjvx69sDQkM0XUzQnUPSVYWh6axQEjj7wRYQkresVICQJU/WR1GnkBKc08tZgvYkrY3sQ6OGYl0fcgtxoHAJ8D9JuICULnx6TSO1FETMjA3musWmOc3xHtBRaw1myinI11xxB2sYCXx1HLOojX54Gff5hs3ybN9hu84jYS0lUwn5BewMv3xyjfmok8HkGO9NeocR5SNyAl5oG9H/DC5FPtHTwlMWhBu+c8WOWS2R1rWMm0xUm6zN0lWjembzeL6tMKAAV6ILbPCe2rYHNENVjJ9MgmdkWBonvj+Tp98McaOn2oZFyBYVWx4RTqtrW2gWqoMrKgPW212TnHLMmo1Xp5KAcR0d4I5w+6Zh2818gt17PPQWqooQSzfb6JkgygVsRXxrD2tMZziDlTq6HWvmbfAxvjuR6GyvCPao/sddUAYECV6nhilrA/6kQOYmlIJrXx1DUmxOx1vI4LYE+v4+VC96/y3ljQ8hqs0JuogXy8jsfvVrD/ZjtatH+POtNrVcy91mENqmTcYpY4UxzRl8PtNPO5dax6DUAFy8s1vzds/RZiSQ2NkKe6GJ8F2J7zo25CE6SXvZNGjM+BYQ+H5uklyYybI/MAnD/AxwtCNG9v5Ipf4JPlXdi//TGwfOxwVZoFYz+jHn4Tmyr4ydG5AnAoevjXZonLvb4P+c4syRwA71WdroADnY+3nPOdwnuc6qu/90fmJTPcTrnri853iu7pT7/xCNraZ3xafY3SR9+4RbW3F0NcM8ee7jFz7AkZS38pXpL7jzkUfeg5FGTwnPG0P+T16NmzkuwvZ5a4LJe4r5tm38EZDV3hTNG5Pf6aTx9ddfoS1plRx65fnYMwNZ5Mlrg90snEtGGoAhdYjm81bc/fi8m1lMAZA89tNT3zxOCqIHAG8PmVd7wZnAKmxlMC43LYd4Hzez975vnKu2bPv91we0PK5WNOuePedQ1V1tR4ShC4/LxX36aDWCzGj4+PQ78z8jM8xnL87fv+YxK1HOecc2uV34wJnOFB7/JuGfn5IT+e0sG7cuUKP9WYQTkhdR8Us7grA9hv9F5ODMRuZYLrhCPi95i5nigAih6SBW3WUYO7JBn08LjLifsNCxALeKK451Qy0WL13LqVxe6AsfSi0l0+ClHtHUD0axZYUm9Ti7b8Kd9FNnh+SDuR7Rl6znjsH8f1sDTc27iLL7xVmHXU5uLwdVM0PTGQnjliqBBUw43HdLyIzu9KA2pr7zNVg5bsnldWYx/zCQnMraP1e9TSkkhqhnuOpx6WhGYChipANXi7bV0VIDAGpuqetoVA295fuwby7SU1FXrbheA9zjpLuka+ux1vdZaGVLYCXslAEBjUUglJQUCyZILDQD4eb9tfMt0Th6gzpbn1hNlmrSKV0mC6Jxt5Z2y4KGGuVo82B4gpx90+Zj6BNLyONhFLPzVh2xyVrNeLtIC1dytICgw/b+iwgi4yMY5ZMOxNzDXYsTdaWssYEeOYY8DeoXlO4wYtmAccfP46pHEN3NELfHStiJ3mb/Hj+zKyMz1iL69KmGUMP9cHrjucKecgm9iA6o3d8iy/tpaTx4OIwm5rCfVkyQLOljHu8mWbIWL1iBNyWnOmjwVfFTH3pOATflZjPyBmLWjJDND6UaLPoXjPiZG0GvtAJYPNRduZS+ub2OYWtGQWqDpbXZiJDSzjLjIBEW3WgbtZEVZjH7nFtHuDslDdAO5m08g+uYv6vUy7Hm7excZ9DdLiChISc5aiKhm8ud2EzXUo62+ctlNZoNp0237ttH21sxWHlsqCV5uwOYdZOsAfVp2bn5HvHOdmCQfukm6rj29uN9HkOtT1N9j23i7FAh4rgKLb0BWG9dfAd00bu0WG1dSXuP6u2bb/h09WYbbqXI9W505RwnbQth9d2/QN4E4GTmSWgTeVHBYXAAYJCflUH8PENOEKvtFw4vrslgPC1JASOhsW89Bta4hp5OjFR5iJF/DT//UMh8d9hOA54lTFYC3MRdSKsQt6TNrfN7APT5yYJ92yd8bvqKRRNkuQERJTJyUgIxiv5v/s+tyJaZRD9i6shMWFuXWHfWdsRneD+sZjaHvDGemajUKtjq6WQtqJZM9J58yJr4eBzYqCoGPRrNcw53WfGl+hOKd3MojTi1BqdZiwUN2oIafbKKeZ05/5BKTtr7A8V8Va2rntiPG5kGtgYHN9DvGrjvhra0+rio095wfJvacbqMzp7XogxjG3V4S0GceSaKH62m0747R90Gp71tv2rNN26w5ouN+78YBiYQc7BQkMTjwey8YcT51UxC44gE47axkGZjWwLycQCONHYz+HxYVtbK7PY+W7gvOr3niG5dqu89Bs1ck9dW4NqlNxhV2Iba7Xw6zXMBsXnUKW6dYDACbqtWn+fU9ER4QT5leHAY8vz93yRQhLFnG3nMGc1Jn7ge+ibkdzEnsnGJYYjtXAPgfmr0tdCRLnAxHSLAPbO4R5woE7evERrhV30Pztj3i/U8S1QdnYRyYOOMeNRDDpZ7o4HTHYWsarZALbgHQ8OGFLcl6CIsBQx7dc7EMs4PuSDKCCjNeN5/ahVpS6vHutpTwnH0AN3xbFFRjhbfYYn3ZWcxgVPO1XNqq9w9o0xDUbjmDmcaCdEewZec6MdD08uCLEv6DdLRC7PIXt80zUawoWF9xbh1nH3lwcvLX86znf+/92HfMJSMxEfW8O8avu4eoG9nI6bM7x/V1nuZ35zinBLKfBYKJey/narnna7pxyEP7/4N3OyEMQNvFx0/UolpJIJiSAmTis5dqiDOYharMBYWtV8RoJiFYDB/JdZNynr9XYh7zS6HhYOAffLUJq1ZkeVOd1RyD2ss3nCQx4CV1hSFwMxIQM4ACmN9xBzOCOzIBXt5DSTE8G6Dby15axa3M8uJ1GVxqU5YSXdGf6Ttje08A6xB44Zls3lHOIlJgH2AHMo9GTYHxCsJzt3mImDLOOPQAJSZx6IT2G8MMBCSSc+xMrgp9gUL2ueL5TuCL3C7j1J0kMk0DS29xWUkOgjNeunn3onNv98SdJ+GwNHR+ZK0qIraF2yLxUUvxlI9nbd6AiXbNICS29G3HGq9d19p4ceQ71uwYR58ww1yNs3LoSRUKO6UrXvFF097gnAURXGFd020kMkUu84RzlCoNzPFAnU3Rue9szS1xm4HKp0SnTrsfkJZn5v+vXtt1qm3Glane3azvtJZnCddvmZinJk6WGW5/OVfc8O5DEoatOO77etMp4624db9ti8lLSPXeYOm3e2zY3SaRh207CSOu4e36y1Bgt+YSYPgyVCwILJIp0jofeP3JbvBkyAUwtxQUm900ACZwwIOFkCHuDxcacQGJqKS4IMn8etW9nRL8EEm7k+UyM8dzb933Hu2cCSTtZpPdzZf75X7uSRKzVmzwmyPz54fHUJt9cuXKFn54Y9Jbr8VDu4H2YK1wPOa9Xhul4xCD3CKlgXdH6EMxeDbOp21Z/3U4Xe9jqE3quyNSVkLJRx7znQAw8fzxisMTNgIgLtzNqf8YxZ4a4HsHzwoRfn+xkbz/Mkuzpk84VpvCW5tMV1r7mshyewe0044i8zg+qcJRiVwAAAoNJREFU4A8R5mm34Tk/yeWS2RZIwbaZr23vnc0RZe352GgrN66y1nGFK4ojYLuFmCMe/YOjcsZcG1cavhuzrrL2Tbkl1Iap06kv3DbfcVnmMhRedVQu15IqZRJfKNwM31CB153921uEuRnI8gpvTvSJ389eT6mxikGnb4L8fGqzYVv0FYPc4PmZGGe5t/x9n370FINGns/EhL5Ohm4xaPHVmzEuyM/5++PmGHo4GcYoBgmC6GDykqyMvda2l875D2dy6dR+pYe2Pd3PhbFjaknyCl5AHI+eMnC7lgGV8JTAuDLAYzcOWvZOVnT6GuQpQeDK1vR6tlr0F4MtL12Ov39/SsLM9SYO8kaeNSQGCWJCdO0xOJ5Kucw83uDG4FP64RN4EdpO+toe4s5mlty9+Uazcyo4yd6ExJTjeNtOIuRMLcWF5KS9gi1Obu8wtPo27V5BzgeLwZZ3UDklcWat3uSx5MpUewU5d8Qgc8UgCIIgCOIyYq3exLWNX+P9XwoQhn4n2TbysSz4j++xlhnz2y16cDJ7h2EbD2eysN/8T+jbNaaNmZkZ/PLLL4jFYj3LHL34CNf+/Cv87b+XMBObZA7tNh5euQX7P/+Gl9nRX3V3GnzwwQcgMUgQBEFcciys3ryGjV8f4i+F+FAP7u18DFn+I96vZSCcWrbo6PYOw/bDGWTtN/iflxnEplnNuEQRg8ARXnx0DX/+1QH+eyk+sX5tP7yCW/Z/4m8vI2YdnyEkBgmCIAiCuBBEE4NEkA8++OA8vIGEIAiCIAiCmBQkBgmCIAiCIC4xJAYJgiAIgiAuMSQGCYIgCIIgLjEkBgmCIAiCIC4xDM5rVAiCIAiCIIhLyP8BPMJvcJjZ32cAAAAASUVORK5CYII=)
• Đối với các tàu có két nước dằn cách li (SBT vessels)
Do tàu có trang bị két nước dằn cách li không như các tàu C.B.T nên khi chứa ballast ở các két nước dằn riêng biệt, nước không có lẫn vào dầu vì vậy lượng "cặn ướt" (wet residues) có trên tàu là rất hạn chế, ta có thể bỏ qua được đại lượng này được. Đối với lượng "cặn khô" (dry residues) thì ta không thể dùng bảng tính (RESIDUE CALCULATION SHEET) như ở trên được mà thường được xác định thông qua đại lượng hệ số kinh nghiệm của tàu (Ship Experience Factor – S.E.F)
S.E.F = ship's figure / B/L figure
Ví dụ một tàu có hệ số kinh nghiệm là 1.00355, tổng số dầu được xếp lên các khoang là 500 000 m3 thì số lượng cặn khô sẽ là 500 000 * (1.00355 - 1) = 1175 m3.
Hồng Quang