Tiêu chuẩn thí nghiệm vải địa kỹ thuật theo TCVN 8871-1:2011 bao gồm:
- TCVN 8871-2: 2011: tiêu chuẩn xác định lực xé rách hình thang
- Quy cách lấy mẫu vải địa kỹ thuật
- Thí nghiệm vải địa kỹ thuật, báo cáo và lưu mẫu
Phần 2: Xác định lực xé rách hình thang
Geotextile - Standard test method
Part 2: Geotextile - Standard test method for trapezoid tearing strength
1. PHẠM VI ÁP DỤNG
Tiêu chuẩn này quy định phương pháp xác định lực xé rách hình thang của vải địa kỹ thuật.
2. TÀI LIỆU VIỆN DẪN
TCVN 8222:2009, Vải địa kỹ thuật – Qui định chung về lấy mẫu, thử mẫu và xử lý thống kê.
3. THUẬT NGỮ VÀ ĐỊNH NGHĨA
3.1 Vải địa kỹ thuật (geotextile):
Vải địa kỹ thuật viết tắt là "vải ĐKT", là loại vải được sản xuất từ polyme tổng hợp, khổ rộng, dạng dệt, dạng không dệt hoặc dạng phức hợp có chức năng gia cố, phân cách, bảo vệ, lọc, tiêu thoát nước. Vải ĐKT được sử dụng cùng với các loại vật liệu khác như : đất, đá, bê tông… trong xây dựng công trình;
3.2 Vải ĐKT không dệt (non woven geotextile):
Vải ĐKT không dệt là loại vải gồm các sợi vải phân bố ngẫu nhiên (không theo một hướng nhất định nào). Các sợi vải được liên kết với nhau bằng phương pháp xuyên kim thì gọi là vải không dệt - xuyên kim (needle punched geotextile), bằng phương pháp ép nhiệt thì gọi là vải không dệt - ép nhiệt (heat bonded geotextile), bằng chất kết dính hóa học thì gọi là vải không dệt - hóa dính (chemical bonded geotextile);
3.3 Vải ĐKT dệt (woven geotextile):
Vải ĐKT dệt là loại vải được sản xuất theo phương pháp dệt trong đó các sợi vải hoặc các bó sợi được sắp xếp theo hai phương vuông góc với nhau;
3.4 Vải ĐKT phức hợp (composite geotextile):
Vải ĐKT phức hợp là loại vải được kết hợp bởi các bó sợi polyester có cường độ chịu kéo cao và độ giãn dài kéo đứt nhỏ với một lớp vải không dệt có khả năng thấm nước tốt;
3.5 Chiều khổ (Cross – Machine direction):
Chiều khổ của vải ĐKT là hướng trong mặt phẳng của vải vuông góc với hướng chế tạo;
3.6 Chiều cuộn (Machine direction):
Chiều cuộn của vải ĐKT là hướng trong mặt phẳng của vải song song với hướng chế tạo. 3.7 Lực xé rách hình thang ( Trapezoid tearing strength) Lực xé rách hình thang là lực kéo lớn nhất, tính bằng Niutơn (N) nhận được trong quá trình kéo cho tới khi mẫu thử đứt hoàn toàn.
4. NGUYÊN TẮC
Mẫu thử được kẹp hết chiều rộng bằng hai ngàm kẹp và bị kéo với tốc độ không đổi đến khi mẫu thử đứt hoàn toàn. Ghi lại lực kéo và biến dạng của mẫu thử trên thiết bị thử nghiệm. Từ đó xác định được lực xé rách hình thang ứng với giá trị của lực kéo lớn nhất theo từng chiều của cuộn vải.
5. ĐIỀU KIỆN PHÒNG THỬ NGHIỆM
Việc thí nghiệm được tiến hành ở điều kiện không khí được duy trì ở độ ẩm tương đối (65 ± 5) % và nhiệt độ (21 ± 2) oC.
6. MẪU THỬ
6.1 Chuẩn bị mẫu thử
6.1.1 Lấy mẫu và lựa chọn
a) Lấy mẫu đưa về phòng thử nghiệm Lấy một đoạn vải có chiều rộng chiếm hết chiều khổ của cuộn vải và chiều dài khoảng 4,0 m theo chiều cuộn từ mỗi cuộn vải trong lô mẫu, loại bỏ không nhỏ hơn 2 m phần vải ngoài cùng của cuộn vải (mẫu có thể được lấy từ nhà máy sản xuất, kho hoặc nơi bảo quản ë hiện trường). Trong trường hợp tranh chấp, không sử dụng phần vải xung quanh lõi cuộn vải để thử nghiệm.
b) Phạm vi lựa chọn cắt mẫu thử: cắt một số mẫu thử từ mỗi đoạn vải đã được xác định theo từng hướng. Không lấy mẫu thử trong phạm vi 1 phần 20 chiều rộng của vải hoặc 150 mm tính từ mép vải (biên của cuộn vải).
6.1.2 Số lượng mẫu thử
6.1.2.1 Qui định thông thường
Trên mỗi đoạn vải theo chiều cuộn và chiều khổ cắt mỗi chiều một tập mẫu tối thiểu 5 mẫu thử.
6.1.2.2 Khi có sự tranh chấp hoặc có qui định và thoả thuận khác trong yêu cầu kỹ thuật, số lượng mẫu thử trong tập mẫu thử đối với một chỉ tiêu sao cho có thể có được 95 % xác suất tin cậy của kết quả
6.1.2.3 thử nghiệm với giá trị không vượt quá 5 % so với giá trị trung bình của mỗi đoạn vải ứng với mỗi chiều cuộn và chiều khổ, xem TCVN 8222:2009 mục 6.
6.1.2.4 Gia công mẫu thử Cắt các mẫu thử hình chữ nhật kích thước (76,2 x 201,6) mm; kẻ hai đường giới hạn để kẹp mẫu là cạnh bên của hình thang cân có đáy lớn 100 mm, đáy nhỏ 25,4 mm; tạo trước đường xé bằng cách cắt một đường với chiều dài là 15,9 mm vuông góc với cạnh đáy nhỏ tại điểm giữa của hình thang cân (hình 1).
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aYXZMmTbJqHsTnH374IUynMb3A1FF/IHl8+umnMWeE2fWnP/3JLLfccpapv/3222E6jenloYcestIU6rpnnnkm5owwuzBWo2IEqLA5VNXeffddq65kHIDx6quvtu8f94fk88knn1Q1dO37RbLjtw5I//jjj01JDwWPpnws8ZMCPDDEYi/ABvHVV1/Fn1hw73/+8x+r/kAN8s4775gTTzzR6lurYOy///3vrUrprbfeMn/4wx/Mb3/7W1MFY7/yyivNxhtvbJ599llz0003WV3y888/X5BCyZchaWAnwtB59913288PP/xw8gUFjwBQv/zlL829995rx2JMpI/Q7eWXX7agft111xk+I4VusskmCh6hCZ3QH7ZIwGP33Xev5HeRMGyu3QoeucjVviejtsLegR0CgzhunN98802wSaHr3mqrrcyHH35o+/zXv/5lJkyYYAHk448/DjYOwAEjeuONN1r6PPvss81vfvMbqyZr2Vnyw1VXXWWZuCsFIO3AcEO6mgIWOBfA0KWxUofJP/LII7Kr9BbgYNFw2223tfSFJw5jhwQQVIgA7kUXXdQyziuvvGLfORgaNg+VPFpIE/zD999/b22AOCwA2n/5y1+CjxGiQwWPEFRsUB8ieeBZdeqpp1qjNsbfEACCwRXjXFQVIQCCCit6rMhto24DOLClRJsAiAsq0XN8vyNx4LHiAodcC4Bw7KmnnpJdhbcwchj6fffd16aPG2+80QIIxs+yDQYCGLnAIX3SP3O49dZbZVfhLe6hUeCQzk455RS7GsZjD2eAKiRSGavOWyQ91Ll40uGdeMUVVzQlORQ8mvKxxE9KwANPK4zNuO4R1IVo+/XXX8dflLH3p59+sh46GOamTJkSezbn4G0FgJRhGOecc06mdCHnlAEQjLsY4dPAQdRZZSQQGDkMPQ44hJACIGVWjxjIkZbSwAEJBEC85ZZbZOjcW9R52J9QI8a1iy++2IIHEvBOO+0UZDERN07d96Fe7d69u3WXnnPOOc3pp5/elCRR8GjKxxI/KQyV2DwAD1bpNIxpRANjYMMrKk8j6AjX2TTgkP7++9//tpxbRALBe2TTTTdtpaqSvqNbpBNiCOKkk+i50e+XXXaZZbRpwCHXYACG+WMPydtuv/12u9q///77My8lmA7JoIgEAuhwLeNlNVFrFQGQl156yQIu9EtqLFhQW6nBPIlCYfafcMIJls7QmrgaHFiaLUCQO1XwCPO8G9JLHHgw8D//+U+rwsoDIIAB0gTA4WvP4AXmGuIlkqSUOEIgTQAcGMd9G3YRrnn99dd9L7HupKy+8xjEBUBw4fVtAhx5pAlRb+UBECQOgAObim/DxgIgAli+DVUVdLv00ktTL7nwwgsVPFIpFOYgKWAADv4IdEW70IwxNQoeYZ53Q3pJAg8GB0B4yXbbbTfz97//PXU+Ahx4VeV9KUWF5QsgxAZgCMd7K29DAgFAXn311cxLWTGjqiKNQ952zTXXWGnl8ccfz7wUQzgMHTVR3oZEwLU+0gqqMEAAL668DY8vrkVlltVQ20G3Sy65JOtUo+CRSaLSJ+DxiOehgAcxNizw8iyiSk/CswMFD09CNcNpeLlIdLmordx5ocIiyR2+4UluvJwjHlRF1E+MhwSCZ1aW1HLGGWeYzTbbrBBwyH2JBJIGIOjoxR1Xrsu7vfbaay0TfeKJJxIvRRcNUy4CHNIpAEIfaXaSe+65x4LZnXfeKZfl3uImjDRBjEtSE+BIU1W51yp4uNSo5jM2RckkAYCQHoaAUJ+FTTUzSu5VwSOZNk13JAs8mDDgQNZUDJpECbsNzylSkOywww5BjJ0ACK6ERKVH25lnnhksdgNdOx5ar732WnQYa9xl5YzqpWy7/vrrLdOOU2GhBoLpY1co21B74V4bByC4+3KsiMQRnZdIIHEAgp0HcMFxwLcpePhSqvh5vHt4WonkQR6xueaaK5fqsvjo+a5U8MhHr3Y9m8ChNMlDJgdIkIYbACGdBQ1pAeDYcccdg6WVQMSW2JAPPvhAhjcAR1FVVUsnkQ/EHGBEJ95AGhIHDJC4hFDthhtusKolUnNIE1VVyKA/wAGQcFVYSByoteJAReaSdwszAvS4L2k4E7AvrwsozwCmpgZzoWT4LdItSTYFPNiSKohnhbq5mZqCRzM9jYy5kK3WBzzoBgkEACHBHXYNmDzAQQ6mkE1UWNhP3n//fetCjM72vffeCzmM7ev888+30gyGd9RMuJXiEx+6wWhRgxEjQvAdbrJVpAFBAhFpBkM3QOgGGoa6LwAE6Qw1GBIadCPWJW9T8MhLsfzno6Z1gYPPBAUff/zx1q6Zv8fqrggKHqx4WdXwkror0eqmX6+e84CHUIYEij179rSuvEVjQaSvtC1Bixj3YIZVJsyD6ZGmet11183lvZU297hjeDihbyaHVAiVWNwY7MOjihotBH6GlGyi40mEOCn7XSkkel7adwWPNOqEOYbNknT4xHfwRxLUddZZx9oxsxxhwszAv5cg4AFTIgcOVceIUsZISgQq/slpBkj/aeqZUCAveIhrLYntiESv8uUjjoOUKXhHlQkkzHrSeAXJOGUCCbPGQeIgmSI0LxIHktW/HEdtRT0UjKR5XH/let8tcRzYzAg09fHCiutXwSOOKmH3oVomlovFBO85UgeLCxZMvi71YWeU3Fsp8EB9IMnzcBHFsCmun4jhqE0wzqI64YWFmWkrTgFqbfiqrZACcd0dNWqUVSehtgLQ5fkUn0XbK0877TSbEwuPKD5vscUWlaitMNhiOGcVjXstn2GKoZskUMQbCSkaaSpkjiqZL3YP+sawjdTB5yrUVizgUIlh9EeKQiWH2i9vE/AAgDS3VV7q+Z3P+0x9FermAPb8loitInCQnFfN1HKDBym60f8SyIJumxvDwJdU5QqAIV0ETIxVKQFjknivmQjREebiCx6ANMCBy654XAEmvJAAiBjRQ9wz6iokTXmmGNGROEMDCAsTdPWuxxUGc/YVie1IunckaGHoco4kOQzhaSV9ir3DNZijKsNgzrFQDcM/90OSSGniaUWAZJ6m4JGHWuXPZcEXl8usfM9hesgFHqwsUUvBGPANJ9+/rwcAcQes3saNG2e9TIhTIOBMmz8FfMADECddCZKgAIeMAL2p4oc0WNZwznMnUR6uulH7FgBy8skn2/cEI3rZhkoMT6s44zj5lgCQPFHlSfORWA/X00rOBUBYvYcAEHJUYYR3gUPGEQBJy2Ml52ZtkWiYM1JatCFVIYHk8bhS8IhSsbrvOLyw2GMx06wtF3iQgA+1BKvYMo3VIz+eKg2EZebXrNeiG09TWwEc2J3igEPuCcYOgJDksIxhG3AAONLAgXOQSqLgInPx2QIcqKfigEOuLxNdLn3wI4XRptnoJEK8zHsraUrigEPmIrEeZdKsE1SGxJFmHAdAuGdfAFHwkCdU/ZaMEZ0GPAiPR+2UxXBgYKx04lJhuySHsaDyUjuIS5X0z2ngwUqFmuYAfFaCRAAEvSrutVnPM25GPDtqg6cBh1wnAFIkPYkAh6uqkn6jW1SjrKSLqLAADhYzPskUhfkXkUC4ltgOn2sxnnNuEQBBckL9RdBjVkNiA0B8XHcVPLKoGe54pwIPUBDjeJaaCnVUt27dDKkp0hqJ9VA3iK487Vw99j8KJIEHkuBBBx1kgcPXowoVFhl1UWHlAZCTTjopMao87jnxvgjY5KkUKMCRx6MKCYR3Kmvh4s4TvT/MMy6q3D3P/YxKiVV9Hu8oUVXlSYyILREQyKPCwh4JEOZRdwC4xIFkAYiCh/sWVPu504AHrpeoKNJ+YHgCAC4zzDCDDXLBMJ7VYHgYQrX5USAOPJD0DjjgAOvR5gscMhpSHxIIKqwsLyykFZ5vUjoS6TNuC4Cg7vQNHiSZIjYOH4kjOh6ZYWGEPgAiBaPS3uto//JdwIA4jawmBvciObFQbwEg9JHVxGPLR+KI9iW1PNIy6yp4RKlW3fdOAx741u+7774GT6u4xo+cH2yXLl3MAgssYP2UfcADAzo6cQilLZsCa621VovNA9AFsLFxEMORlAgxq1cYO1UEyZKblCiRc/CgckvUZvUbdxxpFADB0SKpkdqkKHBIn4AC72NafAYSB+eg9y/aUCnB2NNAAaafdU7W+JKaPa1OB8ZxJA7cjIs2iT7HCSGuwQeIeJZKgknvS9y1ui8fBToFeHz77bd2VZvm1ofXzWKLLWZIoc0KkyCXuKyvUfLB/KhBEdI1MTpGZ/q+9tprW/Ag6A8XWYADl2k3chw3XGiPlADj8rU1ACBxWXIBDnzM8bALoWKkKlpSrXLmDXDkUVUlPV+RKuIARFRVcceS+kvaT6xGEjhIEagQMSLYSRgnToVF/xwrAxxyf+QJA1TjUrQD7C54VBkMKvOp67ZTgAc6WlQVaXWysV/IahLfe14wH/DgxcDTAyOvtmwKAB4kTVtqqaXMsssua8EDcHcbXkmkNeAZUIVswIABNqoYvT5ADfNmlYqKCyO767DAMc5xbSDk1EHiCBndygIjCiCoqnDIyGMXce877jPvFvftGsJlXwjgkDEJJMS47SY0hJFjFynjmSX9yxYJh3FckGAfwFE0alz6dre45GM74rcsDUAn0pn3iuA1DRIUylSz7fDgITpxjKS+TRJ7+YIHCfQw2obw0/edY0c9D8YBeJCrCkaLvSPaCMokCyc/8rg/rifNc+/evc2iiy5qqEcNYOCthJsq2QBIoIgnFdIN6qyQwMF8kWZYxQJKSEa8M4BJCIkjSg+MwLj6op7CFgBTDAkcMh4AgrcXBmukA0DLx6tKrvfdYqSnb6R1FgFICSGBQ+bBIgQpELAFTJBK+c47pVl1hUrVbTs8eCBR8HLmUVfkBQ/Ij8qERHfYSfDM0b/WNEAtCCPv37+//fHOOOOMliFiQ+CY0IvVO6qsXr16xQJHHJj06dPH5tAhjxN1A2affXYLLn379rWG9JDR6NGfGqoRxgc4ysSCRPuNfqeeBQV10NUXqYse7S/pO2CBShHm6ko7SecX3Q/4rbTSSjb/UR6Pr7zjAeyALdIr8SKoAnmHND1JXkrmP7/DgwegwaotT3rtIuBB5leMfejW9S+ZBtiV+PESKMiPGtCI0mvMmDGW+UeBonv37lbdhfTCChJVB/VBSMiHFxcxH/zByGHoMEHSm7gqrPw/gfQrUIswDmpRX9tMeo/xR3FbRdWCw0HI2h/R0ZAGkOSqkjpkPLzDSNiIGqmKXFgyDrFdxPMMGzbMAgdSiIKHUKfabYcHD9RW5FdBMvBtecEDHTeuolWuCH3n3uznwZTwaEOyANRxn402VEyorZAcABhUgoACgEF6E1bF7CPGA0kF10x06BhdeQZk9UR1BTMXtVVcpcDouHm/Y1/BCA+DwnMM0KqiTjPqOGhFwjkkECTpKkp6sjKnb9Rj2CFYDJFqJHTDdVf65j54J9KiyIuOjxoZuhHwy3NBbcX9AR6qtipKVf/rOjx4cKswFXTTvuqLvOCB6gJXU23ZFCCvPzYLSdO81157tYkmJ2CQ/QMHDrTSBcDBAgCVAyoO9NeoiHievKBuQwXmZt4FnMRFFxVmiIa9A4kJl13sM9JQWYa2e/BuAaBu1DkJAmG+cfmrZC55t+TEok/XOE5VQAzmIQEEgzx9uh5XqMrYVyRLbtJ9Qi/o5tY2Z5GHBAJ4qME8iXLh9ncK8MCdFndQRFaflgc88OCCWVUpevvMuaOcA3igskLVg8F5woQJ1uslmuQQRo9eHE8spEcYdlrjHFLFIAHG+e7j9ouUEAJAAA5UIS5wyNxw9UZCijsm5/huiVXAgB2nppJ0JCEkEJg2zBvjdbQJsw8BIMR6ME6cW7u46uaJKo/OVb5LupK43ztOMIAHqjl+t3HvivSj23IU6BTgAQkQ/UePHu2VTx5VCC8YKo+shhswTKlsosWscTrLcQGPxRdf3FCSFbqhZuKHXNQ2IR51WV5VkpakjGEbyYagUHHrjnsukha1ZTYAACAASURBVJYECaloQxUHcKQlU0TVg8onLRFi1vgwa2xHaRHqMH3sTGUABImRcdLyXPkkQsy6H4IEoUkccHAtgMxvGzsZ75zGeWRRtPjxTgMeRC+juopbXUXJg5Hdtwztfvvt10o0jval31tTQFx1AQ9xhSZWY/z48YUARCQO9Nk+4FMGQJA4fDPsCoBQ9ClvwwgPcPhcC/NnNc/KPW/DFgCjTQMO6VMixNOYv5wb3aL+AjjiJI7ouajiUJ/FpWCPnhv9TjoX6IZ6M6lpepIkyoTf32nAA9LkNZxnkRMdKgY5FX2zKPXz8Tjw4CgSCCosVoO+tilJjIhNJKr2+nnE1p9QfyE9IC36ZNTlarGbcE2axNF6JGNjP1Bh5clvBXPjmjSJIzqOqLBce0X0nOh37CYARx61FwACY/cBARkP4OCaPKADgDA3t/iT9Je0BTgwhqcBB9cKeKjBPImS4fZ3KvAQZu+zQvUhIS6mAFKWPt6nr7qckwQe3D90JPMxAX5Zz0iKQgEcWefG0RaVpI8UwZx4znmBQ8aU6oE+wYNuiVq53neLFxarex/JWgzuRdRdeSQQ7IDMifQneRtz85VAsI1xblr6IRlfwUMoUf22U4EH5MKLhxXud999V4p6vNyk2sizcis1YCe5OA08uEVAgecDKCRJdEgpgAzG8TI6a1KMYPhOiwES4PCVUuIeEwCCOiWtVjlMDe+gMnYS3JVhomleWAAHaq4yyRQlR1WaNIGhnWeN5FG0MUfmmqbC4hxfkGEeCh5Fn0b+6zodeKB2wPMKl0p02HxHb+7TABx+DMQQoK7CKKeGch/K/XwOK1FcdV2bx89H//dJVFhxAAK4ABxFJY7oWEggAEicOkrSt4fw0MI5AHCI85wCXHifQsSIIIHATOPSioiqyifVe5RO0e84isDYXZdbOQdQKSpxSB+yxR7D/cSpsDiGqiqPi6+Ch1C2+m2nAw9IBgjw4lEHghUh9bJZKSXpzflR46WBwR2mhXhcxmOn+sfWvCP4gAezd+0ZIl1gWBe7SLS2edE7Ri0lEohEiLOYQB3J886T1iZrDjAuQMKVQMS1N49dJGscARA3zTrxDtgRQqYcAUBg7GTelYY9BFAp45klfcmW3ypzd2M2kPzZlyaVyPXuFtUg3lZq83CpUs3nTgkeLqkADOI6SC9B3Ww+o58mYR9SBswKfTduvni0wNS0FaeAL3jICESRY0RHnUMKGD4ngbxcU2RLzAnvAIZqJNKtt966kgUCAIJBHADBHZfkkCEkjug9k8oe5so7y8qcFXpI4JDxBEDwTiRynDFZiIVuzJ17wDkAVRWfixSMUvAI/WSS++v04CG3zgqU+szkVcJgS/oLUjbj2qlpR4RK5bd5wYMReQaLLLKItVflrTSYZ8YwFtLEEzlexAjvOxZZckniyKIkzd7i21/SeTBzUt+T0iWkZBMdD8ZO/A55qvJ4fEX7yfrOPXAvJDVMKyqV1o+CRxp1wh6rDXi4ZEMnDJBUscJ1x6nj57zgISqk+eabzyY5zCo1W4amqK8GDRpkbRMh1VXROaECJfUKNpAqpA4ZjzTnpIEheSSqn6oaIEXCxqFDhwZVV0Xni7RGVmFSjOSxc7j9KHi41Kj2cy3Bo1qS1rv3POCBjePQQw81o0aNspIA6qS0UrNFKYsqktQmSJyABgwG6aMKiZPASDHQo68HQNy8VUXvIXodAEXfBBpKpUCYfOiGBIDdA4kDdRI2xCpqc0jdD4zxOB1gO+Ie8zacE9TmkZdqxc5X8ChGN70qgQK+4MGLd8ghh1hpwzWOY8jGHhEqS64Y5nH7dfskQhyPvBA5qoQUAEc0mSJGYPT3rhFdzi+6hanSp+tVBZOH9iFrZ+BpBXC4fQIiGMwx2odqAAd9uqBEGhKAKq7UbNq4Ch5p1Al7TMEjLD1r35sPePDSIXHstNNObVSH2KZIrx/CoE1fSBxJObEEQEJIIORLwzgeB0biCQVDLNswwmO0jpNm8ISC/q4XVtHxUOvSFwbzaCP2iWNuqdnoOb7fAQ4ACgeAaEMCAUBcL6zoOdHvuEyr5BGlSjXfFTyqoWtte2UFmRbnwQs3btw466zgShwuwbCDACBlXWklC2+acVzSrJexTeDJhRSTZhwncSdMH9VP0cYqPEuKgekTvFfGIwpGngQcMndcaXnWZep0iBQTBxwyDiAJgPiqsBQ8hHLVbxU8qqdxrUZIAw8BDuqRk8gyrQEgRH8jgeQN4nMj1JOi2N2xUTchNRTxWKLMblYWXhkLLywYYZH65LgAcy3pyLOaqJuKlBFAdYQkECdxRMdFagAQca/N26ijzrWuqiqpD+4Z+w62qqym4JFFoXDHFTzC0VJ7MsauRuMkD+Jqxo4dawCOL7/80ptWAAjxGb4Ago1D0p9QsdC3STCfT44q6ZNKgwCHBB/K/rQtif1gmj4gIP3ANH2BQ65BhZVXAiEYEOCAsfs2yZKbJyaD/pFs0iSO6PiiwsKmkdYUPNKoE/aYgkdYeta+N5hPFDx4yQQ4klRVSYTDbuGbf4rsuAIcErWe1G/cfhiPb5ZcgAPjeFzak7i+3X0ACHTyUWEBHFmqKrdv97N4YfmosGDkSI1FUr8TB8K1Pu61AAfnxqU9cece9xnPMkA0TQJR8IijXDX7FDyqoWtte3XBg1UiEgdeVUT355E4XAICCscff7yVQJKYNSBDTiyCP8vEipCBABVWWq0N4kV8Mva69xD9DIAACmnxGdT9EHfc6PW+34kMZ5Wflk4E1REMPY/EER0fAEGiSgMQiVYvGgDImDyXNBUWwKLFoKJPp5rvCh7V0LW2vQp4UIaWpIQYx0k0SbnZMg0AkVKz0bxjUmyKOI4ywCHzA0CIM4jW3ACgJNFimSy8Mo4kMoTxRhtzgEmGcPEVAGEbbVKtsIjEEe1LACQudToeYACUmycrer3vd54LzwdVY7QhpQIelKHFm8/H5hXtQ7/7UUDBw49OepYnBQCPLl262LQZgwcPNlRi/Prrrz2vzj6NQELSfgiASKAhjCIEcMgMWMFGV/0ydppXlVzvuyWQEJq5MRswRZhjXIZe336j56HCwgbiAgjAwdgYvkM1SXLoZsmVErVFVFVJ80ICQUJ0AQRHBDIIAB4jR460Hn0KHkkULL9fwaM8DbUHhwKoLrB5zDLLLFZdkuVV5Vzq/ZFcWHhhsQLFpTc0cMhEUBuhnsK4jUtvVm0QuS7vFgBBlw/jxaUX4EhTm+XtX87H+wqwQD0FiPA5rTaIXJd3CxCikiMOBHdc3om02iB5+5fz8Y4DQCidgNTDs+JPwUMoVO1WwaNa+taudxgFP97ZZ5/dEIRXVUMKGDBggAWOb775pqphLGPq27evNY6HlGyiEyZie8iQITZPlUhV0XNCfMfuwOp8zTXXbCXthOjb7YMsyeSpWnLJJVtFqLvnhPiMDQygIscXkg22JN4/TckegrrpfSh4pNNHj+akgIBHz549DTEQVTRxx4UxocKqUjUBAC644IJWMggRiZ5ED+I4UPOhq4/aWpKuKbKfIELAA7VOFbmwZE5INCuuuKIFjzwuuXK97xYpZ9111zXLLLOMjUQnkFLBw5d65c5T8ChHP706QgFRWwEepNcOvVrnhaW4F8kUP//8c6vzLuv5FLkF+xXj+KRJk2wpXO4BIzCqpZB2CBmXIEUi1AEn1Duok9K8sOS6vFuC+bgHVGIS3V2FOgnXYIzj2DoAQmxHBEiGbhj5GQd7Dgkvt912W5s6XsEjNKXj+1PwiKeL7i1IARgfBnPUCKw8d99992AAQuQ4br8EGgIc0nCdjSYklGNFthJbQnCim7qdvFKhAQRbCrElbnoUVFi414a0R+BCC6N1Pbtg7hjRQwIIdhXm7tY2J6cXiwrsOaGaAIebXwtHBt45wEMN5qEondyPgkcybfRIAQoAHhjMcdUlWSD5pTBop+WX8hkGVZUAR1y8CC60IdKsu8DhZuGVOUoq9BBJDgU44pIpiidUCBdaDPIwbxc45H5QXQEqqLPKNgCDvuJiSpDYsE3kSXKYNB/sNowTl9qE4E3AY/jw4TYFf5Fg0aRxdX9rCih4tKaHfitJAQGPxRdf3BDtC9OnvCy14YuqsHhJiVAn0DApQh2mj40F9c/bb79d6C7Ip0UwYlZNEUmJXiRHlUxMkim6Eoccky0SCEy/jCutBCPGAYeMg5oJaaFMDAaqIxg626SG1xqSW940625/EmgYBxycJ0GCVCPUOA+XcuE/K3iEp2mte3TBA12+tIkTJ1qddF4JhAj1Aw880Kq/4iQO6V+2SDsASFIkupwX3UomX4AjTuKIno8On5V0EQlEQC4NOGQ81DIw5SIAIsDhkwZFJJAi0d8ABuCTBhxyPwIgvlly5Tq2Dz30kKVFGsgRXKk2D5dq1X1W8KiOtrXsOQk8kAwkRbqvdxQBgEgc2E3y1DZnVY//v2+SQ6LXkY7yFqECQJAM8iQ5lLofvnPjJcJbKa8NhCA9nkUe6UiYcx4VFioq5pbHc4s06wBvHglEkimmAQe0UvBoHNtR8GgcrWsxUhJ4cPOs7pFAqOqXBSAYxwEOvKqKBBr6AogAR5aqKunhiQTiRognnSuqqjxZeKUvmCYSCAw+qyFxAGpFpCLSiPiqsAg0ZE55gEPmThwIKiwfCWTy5Mnec1LwEApXv1XwqJ7GtRohDTwghAAIbpVJxkxUVQcccEBh4BCCS1nYpPgM7DEiDRW1xzAWRmAYYZJdAalLPMKS5iJzTtsigQAKaQCCRxNzySNxRMfEC4vn6HoyRc8h5TvnFKkZIn2Rt4toemJckpqo03xjRRQ8kigZfr+CR3ia1rrHLPAQ4pBWhNV+FEB++OEHs//++9tkikUkDulftgT54QobNaK7wJElBUlfaVtZ7cdJIOIJFudVldZn3DFsEqz2idOINqQggKOIxBHtSySQOACRcrdlgEPGkzodcWnWJSdWHjWagodQtvqtgkf1NK7VCL7gAVGOO+64VnYGJA6AY6+99iqkqkoitBR6kkqBAMdRRx3lpT5L6jNuP4GESAYugAAcZTzA4sYhDQfxGW4KdSlzG1fbPK4Pn30SSOiu+gU4QtRJlzkggQB6bqEn+uceGS9PU/DIQ61y5yp4lKOfXh2hQB7wwN6ABLLzzjvbanyHHXaY2XPPPYNm4ZXpIYEQ9MdKl8SK2F3yen5JX2lbJBBUMaz+SaxIMsUQ6dujYwIgGJ3xwiImhCjuKqLfASieKZ5UMHTAMSRwyH3heYaECACjluPe8gIHfSl4CEWr3yp4VE/jWo2QBzyEMKQB6dGjh1VVYSivqhF3Mt9881kGiHqsqkYakN69e1sjbwiVWNI8ic+Yf/75zQorrNBGLZd0TZH9pEpZfvnlzWKLLWYef/zxIl14XUNCyGWXXdb0798/NtDQpxMFDx8qhTlHwSMMHbWX/6dAXvBAVXXooYdapoEEUsZwnfYQMNSjJiN9BSqSKqQBGR933GHDhtmVdAj7g/Qb3ZJyhEy8q6++eqVMHalj7bXXtrQrIg1E5530nWj61VZbzf7lceN1+1PwcKlR7WcFj2rpW7ve84DHd999Z/bZZx9r58A4TmqJaD6pEAQkXgSVGOCEgV68o6rIXotKjHv4+OOPrdoFejzxxBMhbqNVH7i4oh4jXkRcWatQJ4mLMIGG2FNQWxH5HrpJlDtqMhwLooWefMdT8PClVPnzFDzK01B7cCjgCx7ff/+92Xfffc3o0aNbStTi0kqpWYL1QtW0EOCI1jZHhQXzDVHmVW6fGiMAx5QpU2SXrekNTYpEiLd0EvmALQXpyS0YVSbmItJ9y1cM5czdNcyTrBFvL1RzoRqSDcZxN0IdAMEG4lYK9BlPwcOHSmHOUfAIQ0ft5f8p4AMeAAeggdTBZ7cJgMCEywII9hNUYr/73e9iI9RxDwVAykogGP6pnZ00ZxgtdAmR5JA5w1Rd4BD6CYCwii/bkC6Yc1xMCUCIBIJxu2yTObvAIX0iVeGpRgJJ36bg4Uup8ucpeJSnofbgUCALPKj6hysutc2jwOF0Y1jF46lUFEB4sQEOVFVu+nZ3DD6zisdTSdx4o8ezvgMc2FK22mork1bbHI8oVuxlAATgQJ0TBxwyT5gwEeJlAETm6koc0r9skUB41mTsLdpkrm769mhfeGEBIETn+zQFDx8qhTlHwSMMHbWX/6dAGnh8++23Zu+99zZjxoxJBQ4h5imnnGIrBaYxZTnX3fJSk74dieOzzz5zD8V+FjVQEVfXNIkjOhiZYAGQInU6iMIG5EjrkdVgxqiBiqQNkVoiPmo2vLB43kVUWDJHn0BDAATQxBEhqyl4ZFEo3HEFj3C01J6MscyEeh6kZHez6gpwZEkcUSICIEggvgCCjQPgyJI4ouOIBJInySHp25E4MI77NpgzAJK2qo/2Jeq1PMkU44oyRfuNfpe55XHHFQDJI4FIoKEPcMgcef4ASJYEouAhFKt+q+BRPY1rNUKc5IF6ClUV0eN54yuwgQiAZKVZ52UeN26crfvx9ddf56Y77qGs7rOitN307a5x3HdAKfQUZ0+I9gEzhGkWUauxuud5xNkTouPg9su5RdRqgA02kCuuuCLabZvvpBphnDzAIZ2QYoaSw6S0572IawoecVSpZp+CRzV0rW2vLniwYoaJo6oi0SExHUWbJBZMkkAAJbLw7rLLLrHGcd9xs9x4JbEjHmFuiVrf/uU8UWGlSSAwQvT9PnU/pN/oFiaNCivNriAlauPyZUX7S/qOOzJR4aSCT2qUu0XqKqJOkz7xwqJiJO9DXOOdo57HyiuvbNWWVQZpxo1fp30KHnV62g24VwGPJZdc0rrdAhwHHXRQbokjbqrEgbDyjKY0BzgoGAVw+BSMiuvb3Sd5ouIC/Kj7QULHIhKHOwafSXKIcTsOQHBRlTiO6HV5v8OsGScOQLBXwNBDxKKQyRcJJA5AAA7mQLLDsg0AAVTjAARXbxc8ook3y46t1/9MAQWPn2mhnwJQAPDo0qWLATwGDhxoxo8fHwQ4ZGoACDYQyZKLNAM47brrroklauXaPFskEFbSbmpzAY6Qq1liKWDeboCfJHKESYZqktoc11hp4kKM3SJUI5gwCiCSCTgEcMg8yRDAQsIFEOxVpDcBPEaOHGntXiGflYyt2/9RQMFD34SgFBDJY+aZZ7a6egzloRsMg9U/8RlHHHGErTRYxThIIDAomBLZcRnTp0Rt3vsl7TlAhQ0E0EItExI4ZD4ACMGFAJWMmcc4Lv1kbalrwjjXX3+9zVHF55DAIeOjwuT5EPCJlIjzArTTMrRCoWq3Ch7V0rd2vbPq5Mc711xz5QruyksoAKRXr16GyHE8rKpqMMCuXbtaQ3qeUrh554Nap1+/fmbo0KFtapzk7SvtfNyEF154YbPSSitlOgak9ZN1DDvN0ksvbfr27dsqRX3WdXmPI1mwYJl77rmtGhCjPe/fKqusopJHXmLmPF/BIyfB9PR0Cgh49OzZ03rFpJ9d7Cg2DtRhJOsjliPJiF6s99ZXoSbD+Er0eMhUJq1HMbaaHjYB/orEgUT7S/qOxEEiRbzKygQSJvUv+yVXFYkOcQ6oqiFx8GzWWGMNK4EQD6PgURW1W/er4NGaHvqtJAVEbYVUsOqqqwYxLLtTwu2XIENcfzGGorJAVVGmvKvbv/uZErU77rijjeNAAgEYk0rNutfl/UzwG+oXXJExagMgZTySksbHkI0KCXUfAIWtpYosuZJMESM80fCMSZXD0I174JlgUyETAQsJgFHVVqEpHd+fgkc8XXRvQQrAkDCYo7Jgxb7TTjvlCqJLGxaJA+CgYJRr4yBwDAAp49LqjktOrCOPPNKqxFyDK4WeYIQYhUM1YhYEOKRPMTDHeUfJOXm32G+wq7jGcewQgD2FpUI1pAz6dGNYqKwI3cgEHKoRAc/9AOrSCNZEXQV4qMFcqFLdVsGjOtrWsmfAgwjzAQMGWJsH6Tu23Xbb0gACWJCFF4mD/FjRRvI8EgaWlUAAjgkTJrQBDhmPSGpWu64XlhzLuxXgiLoe0w/BdEggIVRLAAcMPU5qwnjOMwsBIHFZeIUmqJcAkKJ1OqQftgAHcyYiPtrIagB4jBgxQuM8osQJ/F3BIzBB694dDE/SkxDkFiJLLsBBBl6AIy1ynPEAkDxpPNznRQAgwIGqKi0+AACBeZWRQAAOpKU44JA53X333aVVWAIcbl116V+2BAfy3JB4ijZsKdAkLScWucOwtVx66aVFh2kBDreuutsZddABDwkSTHuO7nX6OT8FFDzy00yvSKGACx6S2woAkcyzeSv4ZUkc0alQq7xIOg/miNsvwOFTzVAkkCLBdRjhAQ4fWhCXAU2LqLCwM7Da98nXBYDA/IsACKoq5uiT2gQAKSqBMEckKIAqqUl6EvW2SqJQuP0KHuFoqT0ZY5mISB4CHhCGVb1koPVN64GNg7ofRKmnpW+PEh4ASap5ET2X76iqqDSIwdUHOKQP0nqgwvIFEAAKF+MtttjCCzhkHInOdgP85FjSFvVQNMgx6VzZT6Q795PGnOVc2UqeLh/gkGvIHYYEgmeUb2NuAEeW55aChy9Fy5+n4FGehtqDQ4E4ycM5bKRMa1Z6D+wagAbqKsrV5m1SKTArhTkxIrj9Fq2fnscLiwSPuJUWcS2W2hc+SQ4xTLO6T1NVJdETJo0E4gMgAhxpqqqkcXB7BuDJRZXVHnzwQTunJFWVe72Ch0uNaj8reFRL39r1ngUeEGTSpEmpadaxa2DfcEvUFiEk+m/yQyVlpP3pp58scOAR5lP3I2kOUjzJ9WSKnkuEOmlVsjIDR69zv0ua9bSMtNgTkB58VFVu3+5nwIDnmMasxauqTIQ6LsNIIGleWAAHc/E16Ct4uE+y2s8KHtXSt3a9+4CHGNHjmKlUGkTicN1xixJSJJBoqVkqAKKqAjjSKg36jiur8LgAP0kp76uuSxtT4kBQZUUbqiokjhDBjBIHEqcmQtpCOikDHDJ34kAA+DgVlniC4Xnm2xQ8fClV/jwFj/I01B4cCviAB6fDvFFhof8XNQ5ggcSRt2CUM3zsRwEQqRSIjQNVFVl4QwCHDAqAYGcQNQ4g6aumkz58tnhhwbxdpor6h1V8Vi0Sn/7lHOwYSDHclzTsPNxjHEjKOXm3ADsqLBi/tMmTJ1sbR14DvoKHULD6rYJH9TSu1Qi+4CFEYVW+3Xbb2RgEikUBHBjKQzcqBeLhhGrpqKOOsll4QwKHzJfYA5g4jJfI8bJ1P6Tf6BYJBAMyW5IpMmYZVVW0f/kuAELUOGosxvF1EJA+fLZIIKRZ514IXgS0fFVVbv8KHi41qv2s4FEtfWvXO4WH4ryt0ghBzEP37t1tpUGkgqoa9oCFFlrIRnQXMcL7zgsmS/JBXIbzeG/59i/nwcQXXXRRG9OQFi8i5xfdEhBJ0N1yyy1XCUDJvHBdJj5jyJAhhYMjkTKJ81BXXaFqdVsFj+poW8ue84IHNo5DDz3UDBs2zKZWFxVWaOJJ6di11lrLrnCzvLCKjo+qinQpJOpDJRcX1V207+h11OOA2a677rqV5MKS8QBDJAHuyVWVyfFQW1RhPJ911lnHENxYpCl4FKFasWsUPIrRTa9KoEAe8AA4dt99d3PwwQfbQk6oeVAtlfFIipsW7riMsccee1ivKhgThmVSZoRs2HGOP/54q4abOnWqTToI042rFFh2XNQz2Amo+0EeKdSFqJZCN5IpYuNAJSYpRrB7hG6ihiMhJPfEe0C8Tt6m4JGXYsXPV/AoTju9MoYCrIKnm246s/jiixs3SDB6KrUxdtttN1sFkJdQWp7oa7kmbSuVBkeNGtWqRC26dQAklIEZyYYo+mjBKFbt2CbyBNGl3Q/HYKrYHlyvKqkUWMROkDSeZOF1pSekA+6HCPtQTdKwuB5kJLlE7UfOsjxNwSMPtcqdq+BRjn56dYQCqByywOOLL76wnk6Uj4W5RxtqHxhH2SSHvNyMgXQTV8gJCQTJoCyAAByUqMU4HldpUJIckl6jbJPa5hiYo00C/EIACBmEAYm4BJA4HXDs6quvjk4h93cBjrgU9OQow4jOPfs2BQ9fSpU/T8GjPA21B4cCWeABcFBv/MADD0z1qkICgXEUTXKIqmrs2LEGiSMOOGTK4qlUJBqbPsSWAnCQEjypwdBxr3VrlSedm7RfVFVpNKH/siosJA5ANU2tB6hwThkAEeBIC3pEhcVCwleFpeCR9PaE36/gEZ6mte4xDTy++uorK3Fgf+DFy2pSpyOvBELfBxxwgAWOtCy8Mj5eWOj182bJBTgmTpxobRw+XlUACCv2IgCCChAbR1K0vNwLWwmuiwvwc8+L+4w0Bi3SgEOug14ACFJK3oaKCjAFQLIaz5+FBDaxrKbgkUWhcMcVPMLRUnsyxnrKxKmtkDiI5h43blyumuPovFl5+rqikkCReBEKRvkAhzw0MtDCNH0lEFKbUGmQGJU8ab9RYeUFEJgmwJHHQ0zyQeUBEGiALSVOVSV0im6xhwAg1A73baLGw0ju25BAKJqFW3daU/BIo07YYwoeYelZ+97iJA+C8QQ4fCSOKBGl0FOauoZrCC5E4sgLHDIeK+gsdQ3nCnBQ5MqtNCj9ZG0lSy4MPqvJvftIHNG+MNKzusdon9Vg/oBnEfsPgMs4PgDCveORRyBg3vb2229bL6w0CUTBIy9Vi5+v4FGcdnplDAVc8CBfEcBBGhAkjiLAIUMIE01afWN4LyJxSP+yhQECIK6HkRxjC3AQoQ5w5JE43D74THZcGC5pOJIaqirUNTDNok3qdKRJIKKqkvQtRcYCdACfNAChXjr3XERtJ3PCjRuaoNKMa7xzBAkOHz48s6hX3PW6z58CCh7+tNIzPSiw9tprW2+rgQMHWg8kjOMkICwDHDIsRlNUWNFa5QAHtc3Ji0XsSNkmSCyCSAAAIABJREFUq/BoGg6Ag9rmFIwKkdqEVThAFQcgqGdCeJxBCymiRFBhtGHvQVVVBjikT+wk9IUTQrSRowp1Xdy9Rs/N+o4Kk6SaOFVEG6pEiTBH2i0iGUb71O/xFFDwiKeL7i1IAcCjS5cuZokllrB1zPkxY1gO1XDbRP8vRnTSjJAPi9ofIbLwyjzxOILZCYBIbXPfSoPST9aWAk9RCUQ8zaIgmdVX2nGRQFwAAThCxrowPiosJBD6lobaDA+wEMAhfQqAUFxLGmq6wYMHW/AYOXKkrdFSFXhgT8N2g7cZEhX3iNqTfVXkZpN7bKatgkczPY1OMBfUVuS26tatmy18FELiiJIFl1UikGEWhxxyiC0YFRI4ZDwiqQEq1CxEjgMcRI6HbngcIYFgB+DeMAxjIA7dSKEOWBCJTpAfqdBDSBzReSKBACDCWLk3ouBDN1RYFNfCzkH/BKgOGDDAgseqq65q7WxVgQf94mm31VZb2fGWWWYZ+x5OmDDB4FVYh6bgUYen3MB7RPJAbTDPPPPYH3VVQ2M0JSkgcRxVAJTMmyy58847r2VSafEicn7RLbEOrJpZMafFixTtX67DlrP00kubNddc08vtV67Lu0UyJO/WkksumdsFOs9YJFMEEOecc06bUBEpjvcP8KA6ZFXgIXPkWXXt2tUGo8q+umwVPOrypBt0nwIePXv2NFTPq6Lx0hI5DnMi+WAVq3TmjY2DehysKlml53FhzXPfJFNEHQfDW2211VrqgeTpw/dcpCmMyazSfbywfPuNnoc0RWZbMuS69UCi55X5Ti4xCmABUNSfx7EAOorNoxHggbsx42GfqkL6LUOfqq9V8KiawjXrn6yoqK3mmGMOm8b7gw8+CEoBfqDYN3DJJaYDTyEYe0j7ABPmh4Ghn/xb2FVgtNhApNBTyJs6+eSTrWQDrUgxwjhpUddFx8YTSWJmAEJRLRXtL+k6wAIJAHsRzyWpUmDS9b77ef544bnuxeJt1aiU7CyQZp55ZusoIHY43/l39PMUPDr6E2yy+aMOATwGDRpkwYMV4ZQpU4LMEuCgPC0GcrceBwwD1UW01GzRQflRkCaeubuR4y5TLNp39DqYDzYONwiSPE8YmPME0UX7jX6nGFaURpKjyjWiR6/L+x01H3N3E0GSkRegYg5Vt0bGeSAx8o7MN998Vgp277nq+2yG/hU8muEpdKI5AB5EmGO4RIWA2odMs2UlEMBi9OjRZt99920FHEI6KcNa1gBMTiwBjs8++0y6b9lK/e4QadapoghwxNFGAMQnfUfL5BI+AK640MZJZxIhHiLNOsCBxBFXopb4HMCLueRt2C3inkVcP40EDzzwll9+eTPbbLNZuxheV3VqCh51etoNuFcKBkl6EjyHpFY5XjEYN4s0AQ5iOVBVJDVWtmU8iAQ4CGpM85iB0aJaKupBJDRx67fH3dN9991nvbBw5y3aLrjggsycWKiXkAzSAvyyxheapK2+kQx5PgC9TwPscPUmKBBPMZ/WSPDgvZx//vnNtNNOax1EiuT48rmnZj1HwaNZn0wHnZcLHm49DyQQArviVtlpt0rQH+lGiB6PS98evRYDKivcuJTl0XPd7/RNFDzA8eWXX7qHYj+LCitvmnVUHZMmTbKGfp+iVwAIq3ki0vM2GKlvTixUWABIEQaI2y9zTAMOmTs1SJCCmFtSI1aEFPcADdH8qPRwXvBpjQQPpKlevXpZgzlxTdiuYKh1aQoedXnSDbrPJPBgeNQ0rLZ9JRCAg6hxgCNP4JVkyXUNqWm3D3CQvh3gIIGjb5PgNx+mKX0CHEhhecrtkgMLO0IeAEHigPnmyYkladYJkPRtSBwAh69kQL9IIAB8FECwjRC3A32I5PcB1+g8GwkePH/imfC2ws2aSpU+C4/onDvqdwWPjvrkmnTeq6++eovaypU8ZLqszgCQLMZQFDhknIsvvtgyqKzU4vwASBEPcBRJOULOKJinjwrrxBNPtIzxww8/lGl6bwlUBEBIaZLVYKAARxHvH1b9BPX5AIgAB1JL3oZbLe8BQE/CS8Cb7wRjJuUv8xmjkeBB5UhUVoAH6XhGjBhRaYyOz/038hwFj0ZSuwZjZYEHahsABBVWEoDgVcUqLq/EESUvjAkVCSvauCYFo6g0WCYnlhiKkzLFYuM44YQTWtxx4+bis4/+sbWQAiOpRdO3JJ2Xtp86Haiw4nJUyXWSviWPxCHXyha64VjBPZHosAjYSV+ybSR4kBwT4OAP1/SFF144l6Qnc+6oWwWPjvrkmnTeBLmJwTxO8pBpk78pDkAwVBM1ThAgL2fZlpQxFsM71QwZK8047ju+SCDRNOtupcG89p64sQVA4krNkjgS43JW6vq4fqP7kEBQLcUBiGQelrxf0Wt9vpO6BGBHlRlXutenj7hzGgkeLJQEPNgSTFpFfE7cfTbDPgWPZngKnWgOvuDBLQMg5KiSGIfQwCFkBUBQxYgEgv0E4EiqbS7X5d1KqVnXjRfVBvmPiqiqksZHRYYKy5VAROKIc8dN6idrPyo/AAT6ScOgjqRQRFUlfbBFuslj93GvTfvcKPDANgZYuOBBhgA8DOvSFDzq8qQbdJ/kZvKRPGQ6AAjV+DDWwtD58/Gqkut9t1TJk2SKJK8LDRwyD1KPo/KBwRP9TIxLFbmqAChW7hjR8TArW/dD5h/d4nSA/QTvMgzEgEmWHSnaRyO/Nwo8iI/p27dvK/DA5kEAa12agkddnnSD7jMveDAt0mp3797d/vCwiVTVUMH07t3buq8S4FVVI2stUces0H2D24rMBXtDnz59zLBhw4JF8cfNA++oFVZYwfTr169VKpC4c2UfCwAArqp8YDJOdNso8GAxMtNMM7UCD+hDVum6NAWPujzpBt0nojseKIsvvrhJs3nIdDBUYxjH1XGHHXbwduOV6323qKqIHGd+qLDKePSkjYlxHIcAkjYigeRx403rN+4YEseKK65oM+SGTGUSHQuvKpgi+aKI6Uhr2HjQ+7MCRxoqE+CYNk7SsUaBB+rIGWec0QYJIoEA4v379zckBnVT2iTNszPsV/DoDE+xie4hD3jgE0+lwfHjx9uCUfzwSdwXOksukcCkNSG9CWCFlw9SQehVMcBBRDRqOO4N4zZuvEleWGUeG8CMGg5bCioUxkGtFLohrQG2BF3iHYcKC9CKa9hg8JLDCwkbTFo2gLjrQ+xrFHjgyUeMxwILLGBtH6S5B0QIFoxLzxLi3pqtDwWPZnsiHXw+rE59JA+YKxlribHgJZRGnY5QHkP0CXCQ1gSm5npV4e0DU4TxhmoUBwI43BoSMNT11lvPECkequHWKtlxpU+y/QIgqMxCNYAD6ckNtpQIcTGio2Yk/xYJApEcia/JE2gZaq7ST6PAg5ggpDBS4hDFz/MAVFFnVamqlPtshq2CRzM8hU40Bx/wEImDaGIXOIQMwhzzREfLte4WvTvqE6LU42otEKsAcywLIFLbPAocMhcS5uEdFUK1BG2QOOI8lVCRAYi4DZdtMEVoE2ccZ2zGEVDeeuutDZl5P/3007LDlr6+UeDhThSnDxY9dWsKHnV74hXfLx4naZIHwEE0N/aHtNrmxCywoivqeop6ivTt/CF9JDX0+TBJXEeLNKltzqrblTiifYUAEImNEdfm6Bh8J9cWjB3VXNEmKe7jgIMVN3YMsgFTUIosw3HAXHTsste1B3gQAErutro1BY+6PfGK7zcNPFBnABzYOHwS3UnsQt6gN4CDglFIHHzOaqyaUfnkBRDAjxxM1Db3WXWj3kECId163iYxMaT1yGqiwioigSBxAD6uqsodj7kDlKj9qvSMc8fM81nBIw+1yp2r4FGOfnp1hAJ4GcVJHqxYKQsKcORxkyXoCgnEN0suYIFhnL+vv/46MrvkrwAIRnTfdBswToADRprHu0YAJE+dDlyZWenHqaqS7kgKPeWRQAAO4jjSPNGo454nSWXS/Krar+BRFWXb9qvg0ZYmuqcEBeLAA4ljp512ssBBPqm8DQkEL5+sSoGop5A48Kwq4umDCoZVdxaAIDURaBitNOh7X6h9kECyigcBUKTvKJLKnrlwH6jkfCoFwnQJOhQpD4BvRskii8YKHlkUCndcwSMcLbUnY8zw4cNbJA905yJxHH744aWYkVQKTAIQpAzqfmDELbMyFjfepLxNgB/SE2CYR+KIvhxIHqjKkuIgBDjypm+PjoPbKICIbSepAc54uOH2i00KWuOKCnPoaE3Bo3FPTMGjcbSuxUgCHqSopqAPNg7UO8RAlG0CIFG1CqoUXHGTStTmHRcAgbFHAQSJ47DDDisNHDIf7Ae48capsCTzcB5VlfQb3XIfqOTiJBAAHi8x7D24mqKGQ71I2hOVPKKUjP+uBvPr4gnTBHunaYI56BQ8KbDSSivZ3FYES5Fu+9hjj031qvLstuU0ARAx6CJxABxIHGleVS0deH7A2AzDlQhxwE8kDqSpUI34D1RYbp0OqXkSIguvzJMsudyPGyEOWBARfcABB1hABHyTJCHpp9m3Knk07gmp5NE4WtdiJJE8evToYfD/L2LjyCIUVfIoHIROnyBD0psUsXFkjQOASDJFihSxIg8JHDI+8R8YqmHcOAhAt5BpymUcpAvoRvZfxiE6eujQoQaVIqnkq3hWMnajtgoejaK0sWrNI444Ilaibdws0kdSySOdPk11FIM5aarnnntum6KiqskRlEVuIYzWVTay5HI/MPcqsv3K3CdPnmzzI5Hm242El+OhtmTH7dq1q83JhHMBEeM+btOhxq+6HwWPqin8c/8qefxMC/0UgAJIHjDbWWed1Zx66qkBemzbBTYOIsdh6OjrozaQtlcU2wNTJQHeWmutZT2eytawSJoFtoUzzjjDepShWqqioNDUqVNtwkZiUoh/oaxtZ2wKHo17qgoejaN1LUYCPKaffnoz55xz2lThadHQRQgCcFCLg7ofRDZT1Q4QiYuGLtK/XANwEAVP/i3GxCaBEd0t9CTnltkCHBhcKRiFqooAP2wgcZUCy4xDcCHxIkSgd+am4NG4p6vg0Tha12IkAY9BgwbZVOFkWPWJivYhDsZxgIMSta47LoZfAASjcIhGjMO4ceNsxl9cV6WRdBDJgEJPIRpGeIADG4cboY4KCwC56aabQgxj+wjh7RZsMhV2pOBRIXEjXSt4RAiiX8tRQMADTyviB8hRRXR0WQlEkiliII8z7BKXQEBc2TTr2DXGjh1rQcoFDqGKAEhZCYTUJqjEqDQYZxyXWuV506y///77ldpmhA7NulXwaNyTUfBoHK1rMZKAB8WgpJ5z0RxVQjAi1PF0gqmnGa1RYREQJ7XK5XrfLT8GxhBVVdJ1qJSQDIoCiAAHqqopU6YkDWP7R1WG0T6rERmOKzGJIOuSEjyOJgoecVSpZp+CRzV0rW2vgEeXLl3aVBKkeBEpRvKmWcc1lkDDLOAQglNPoUiWXFRVInFg48hqkiUXF9c8DfURsS++7rgAFECVVKcDlSCBi0h3FKLCHbcuKqo4uit4xFGlmn0KHtXQtba9JoEHBAFAKJrjm2YdJk6lQewPaRJHlNgUKgJAfL2jUINhR8GeksdNFgkESce3UiASB1H32IHwfvJt2FiwtbhJDkkUSeQ+tp5JkyZZl1vf/jrzeQoejXu6Ch6No3UtRgI8ZphhhjaSh9y8JDl88803ZVfsVlRVeDwViUNAhQXDzSr0hOGdCOtopcHYScXspFIgkkGW6yv3gGQAcKTV/YgZwu7CGQBpBVUgkgtSHNuQUehJY3ek/QoejXtaCh6No3UtRsoCD4gAgJDBNUmFRcJB4hEAjjjjuC8hScUBgCTV6QA4iE4n7iFP+vbo+ESGk6MqCUAAjqOOOsoCx8cffxy93Os794CUM2TIEGtojzOye3XUyU9S8GjcA1bwaBytazES4EHkNwZz1FRJjRV0XJp1jL1krAU4eDnLNkrNAiDRJIf0TawIEkcZ4JD5ASAYt3GzdZtIHHhVFZE4yNeFxEJakXPOOae015o7t874WcGjcU9VwaNxtK7FSL7gATH4obsAInU/MACXkTiihL7yyivtql3qdNA3Egcp3EOWUCWQEKAi2SENwzUSB1HwRXNiIR1hUwkVKxOlTWf7ruDRuCeq4NE4WtdiJHJb+UgeQgyy5KLLJ/KZXEsUWcKwHLqhwsJYj2SASyuVBkMCh8wXAAEQSTFCXWtyb+Uxjks/ui1GAQWPYnQrcpWCRxGq6TWJFMgLHnSEDYR8WBiuq2wASK9evay9pQqAkrlTC2OOOeaw0o6v9xa1PXy90GQc3balgIJHW5pUtUfBoyrK1rRfwIOsrVk2DyEPq3KSHLJaJ54jqVKgnF90i/oHqYaKeaRZj9pAivYbvQ4bBylHuB/sHElGdLkON9xRo0bZ3FYvvvii7NZtQQooeBQkXIHLFDwKEE0vSaYA4DHTTDN5gQdeVVSuwyCMCokUIzDd0EwU4KDQEX+kHJFSs6GTBAIcUtscGwe2CjykopUCqT3C2BjrqU/+hz/8QV1uk1+pXEcUPHKRq9TJCh6lyKcXRyngCx4Ax/bbb9+mRK0kOSQILkQDlLBvkLbDLRhFSVa8o0IBCEZ4DP3YONz0IBR6AkCQQBgfYzq2HSQg7tUnmj0EHerSh4JH4560gkfjaF2LkXzAg1gHguWQOFitR9tll11mI8TLSiACHEgcLnDIeGStJcCPNOhlGsCBEZ7YFEAx2gAM6IKUBWBSNzxkydzoeHX+ruDRuKev4NE4WtdiJJjkL37xi0S1FcCB6yourHHAIUSSLLlF63TAnJE2AI40Rk2p2TJ1OsiJhcQRBxy46pLChESLSCRIGr4GdKGDbvNRQMEjH73KnK3gUYZ6em0bCqSBBzUrAI6JEyemAod0igRSpNATYIFqKEnikP5liw0EAMkybsv5sgX8CGYkqDFO/UR1QCQsVGRx6d2lH92Go4CCRzhaZvWk4JFFIT2eiwJJ4AFw4H1EYkCq5/k2yZL7wgsveF3yzTff2HQjBAHmSaYoEohvllz6PuSQQ2yqeIIb4xr3rJJGHGWq26fgUR1toz0reEQpot9LUSAOPFBVEQgIcBRJFy51OrIAhDQjRI3nBQ65YepmkKMqq06HAAcZf/MAlIyj2+oooOBRHW2jPSt4RCmi30tRAPDo1q2btXkQPU6xI1RVAEeZwDwBkKQkh67EgWtu0QaApGXJxTh++OGHW5BCskC1Rgp4bc1BAQWPxj0HBY/G0boWI40YMcJ0797dDBw40BxxxBHWw4iguTTjuC9hyFGFDSQKIEgcxEwgcZQBDpkHXljYQCRHlexHasJDjDQnJHbEnoFtJVTtdBlHt8UpoOBRnHZ5r1TwyEsxPT+VAoBHjx49DDXMF1tsMXPqqaemnp/34NVXX92qUiDAQYQ2xZyQCkI1JBAAhLQhNPpmjD59+tj0JhjjcfFVtVUoiofpR8EjDB19elHw8KGSnuNNgVVWWcVGmKO6wn0VV9bQjRxVv/71r23k9pgxY8zBBx8cFDhkviQ3xFZz7bXX2viM+eef36qrJDuvnKfb5qGAgkfjnoWCR+NoXYuRAA+y6s4777w25XpVN33xxRcbmDmlY4sY4X3mRZAhtcHnmWceA0iRh0pbc1NAwaNxz0fBo3G0rsVIAh6zzDKLra1dxU3j/irJFLfaaqvgNgdiNojRoNohMSnPP/98FbehfVZAAQWPCoia0KWCRwJhdHcxCmDzmHnmmc1cc81lhg4dal599dViHSVcBXDgIislajFukzsqq1Z5Qnexu0loiKTx0ksvlfIQi+1cd1ZKAQWPSsnbqnMFj1bk0C9lKSDgsfTSS5t1113XphoPVaeCYDwBDteWIhHiTz75ZNnp6/UdnAIKHo17gAoejaN1LUYS8Ojfv78hzuOCCy6wGWTL1ukQ4Egyjt9www3WO+qxxx7zpjMeVFXZS7wnoScGpYCCR1Bypnam4JFKHj2YlwICHhSDokIgDRChTgdqoCIN4KBQ1Lhx4wwvbFKTOh2PPPJI0il2/7vvvmuOPfZYM3bsWM05lUqpjndQwaNxz0zBo3G0rsVILnicffbZLfdMGnIM0HnTrAMcJB4k5blPhDo5qrCBxKVZJ73JcccdZ9186e/tt99WyaPlCXWODwoejXuOCh6No3UtRkoCD26einlEiPsWeqKoUh7gEALffPPNZoMNNjBiAwE0iHbfYostbPr0N954Q07VbSejgIJH4x6ogkfjaF2LkdLAAwIQn4EEkpXkUICDWhmucdyXiLfddptNcrjzzjvbbL6oqcraXXzH1vPajwIKHo2jvYJH42hdi5EAD2I8sHm4aiv35rGBACBJ8RNU4xOJI2/KEYAGyQZJY8iQIbbo1GuvveYOr587MQUUPBr3cBU8GkfrWozkAx4QAglko402agMgSBxU3ZswYUJuewQR4UgY2DzIqTV16tRa0Fxv8mcKKHj8TIuqPyl4VE3hmvXvCx6QhVTmAIiosGD21PlGaijiQvvJJ5/YUq8ffvhhzaiutysUUPAQSlS/VfConsa1GgHwmHXWWVPVVi5BqIeBIfvOO+80o0ePtsARIn27O4Z+rg8FSJU/zTTTGNLkYO9iQVF1o+TASSedVPUwTde/gkfTPZKOPaG84MHdslrs2rWrOfDAAzNvHhvIW2+9peVdMylVzxMUPBr33BU8GkfrWozEim+22WbzljwwjlNQaY011rDpz0WFFSUWdc+pL07BJ1RbagSPUki/QwEFj8a9BwoejaN1LUbKAx6oFKRELcShbgbG7ueee64VrVBpkUV38803N2eeeaZGhbeijn5xKaDg4VKj2s8KHtXSt3a9+4LHxx9/bIGDsq6ucRwA+c1vfmMD/B5++GHrsoukAVP4/PPPa0dPveF8FFDwyEevMmcreJShnl7bhgI+4PHRRx/Z+t9HHXVUm9rmlHUl+SFlbIn1oG55I4yebW5Ed3RICih4NO6xKXg0jta1GCkLPACCbbbZxhxzzDGtJA6kCuqGU4+c49dff72hKJM2pUAeCih45KFWuXMVPMrRT6+OUCANPJA4AAaSE7qNlxBbBi67V199tVcCRPd6/awUEAooeAglqt8qeFRP41qNkAQeBO4BHESA4znlNl5Csu1+99137m79rBTITQEFj9wkK3yBgkdh0umFcRQAPHr27NnKVReJY8cddzSnnHJKG+CI60P3KQWKUkDBoyjl8l+n4JGfZnpFCgVc8CAFO15Ve+21lzWCY8fQ+IwU4umh0hRQ8ChNQu8OFDy8SaUn+lBAwGPgwIEGN1zcbMluu9tuu9n6448//rhPN3qOUqAQBRQ8CpGt0EUKHoXIphclUQDwmGOOOQw1zHv37m3mm28+m3bk1ltvTbpE9ysFglFAwSMYKTM7UvDIJFFzn0ApVUqq7rvvvmazzTazKiI+X3rppW1iKBpxJ6uuuqpNjNitWzczfPhwm1KkSDGnRsxVx+h8FFDwaNwzVfBoHK0rGYn4iLvvvtsWPZp++ultZlrKsD7xxBOt4igqGTymUyQPclsttNBC5qyzzoo5Q3cpBaqjgIJHdbSN9qzgEaVIB/1OanNSUeMK254N8OjVq5dVW5177rntORUdu4YUUPBo3ENX8GgcrSsdiYhtwIMaBv/+978rHSutcwGPtDK0adfrMaVAGQoIeKA+1XoeZSiZfa2CRzaNmv4MwIIfyswzz2zWWmst8/3337fbnBU82o30OrCTkl3Bo/rXQcGjehpXPgJ1v1dffXULHksuuaShRkZ7NQWP9qK8jgsFVPJo3Hug4NE4Wlc20iuvvGLmn39+q7ZaYYUVzDPPPFPZWFkdK3hkUUiPV0kBBY8qqdu6bwWP1vTokN8eeeQRM91001nwWHvttc0NN9zQbveh4NFupNeBVfJo6Dug4NFQclczGGk/MJbzh83j+OOPr2Ygj14VPDyIpKdURgGVPCojbZuOFTzakKTj7cA9V8CDVCDbb799u92Egke7kV4HVsmjoe+AgkdDyR1+sB9//NGmOhfwmHPOOc16663XLtHl3J0veBDESO2OH374oYUo3AsBjyRUvOiii8yFF15oP7/wwgst50Q/kLGX1eaECRPsltTv2upLAZU8GvfsFTwaR+tKRvrqq6/MoEGDWiQPbB/UAH///fcrGS+rUx/weP75523K9hEjRpgvvviipcvXX3/dLLzwwuYXv/iFWWKJJcxiiy1m8B4DSOLam2++adZcc00z00wzmTXWWMP2idfZSy+9FHe67qsBBRQ8GveQFTwaR+tKRqKsK+lARPLo0qWL2Xzzzc3kyZMrGS+rU8Bj9tlnb1XPQ65BsiDnFgGEzHeDDTZoVWr2tttuM0hOJ510kvn0009tOndA8Ouvv5YuWrYUlBozZozp0aOHufbaa823335rAJ9hw4bZ2iFx+bR++uknwwtPIzbGlXrYR3wM50j7z3/+03K+HHcDMKm3Lv3JNbptXwooeDSO/rz7SPz8/pq1TdOsE2uGeaH+6dq1awt4sGpff/31zcUXX9wu00sDj3vvvdcMHjzY7LLLLlZiwLjv1ik/+eSTTZ8+fQzeY4CBy8ijNwOgEAiGdxlMXhrAQzp4pJJoI+fXlltuadVbFKdaccUVbToXQIcIfb5TChea0l599VWz7bbbmhNOOMEccsghZvnll7c11lGjXXHFFfYekHiuu+66do3qj95nnb8reDTu6QMehx56qFU/N27UfCMpeKTQi5xW4qbLap5stjBPVgTt0dLAAykCxsuK/be//a0NbHTBY9SoUTYj74YbbmiWWWYZy5yvuuqqWMb8zTffmJEjR5p11123VXVCPM1IA//www+3uf1zzjnH0gqV2D777GM900gmiZPB7373O5tUcu655zarrbaaLYlLvAySEH8AHo4IgDOqNUCI7MVLLbWUBbwnn3yyzXjrGEQpAAAgAElEQVS6o/EUaA/wOOKII2ztmsbfbfuOyOLu/vvvb2o1sYJHyjuC6kZUVmwBkllmmcXst99+KVdVdygNPGRUViy//vWvW4EHKiTUWHPNNZet/3Hqqada8Ojevbtd5cu1skVtddBBB9moegzsqJOefvppayuhnsgDDzwgp7Zszz77bGsfQTqhUTedJI7rrLNOCwDtv//+pm/fvrbiIUBHXwAdDQkH6WOBBRYwb731lt130003WcC75JJL7Hf9174UaA/w4L3jT1vzUUDBI+WZ/OpXv7LgQV4rbA0ABzYQVsqkLWl08wEPgCIKHjB/GPIbb7zRMmXsOTgDJOXr+uCDD6yKDgaPrWOllVayW9LBP/rooy39yIczzzzTzDvvvOa+++6zu1BX9evXz5bIlXOQXAAHgAXDPmo0VFo0JCbUZK43G7YlJBM8w7S1PwXaAzza/651BkkUUPBIoowx1hNp6aWXtu662AA23nhju2Jn2x5uq0XBAxEY5hxtW221lbWTJAEhRniCJE877TTz3HPPGVQISTYPwIM0Ln/5y1/sMNg0Fl100VbgQczMggsuaEVxwAMgOfHEE+35gB5Ahk1JDPIAEeCR5BEWvR/9Xi0FFDyqpW9H613BI+WJwdBefvllu2JHCqGGBt+xL6DaaXQrCh4A3TbbbGOwS0jDDRl7BOqsOK+m22+/vZVKC+kFAN1oo41izxfwEE80AY+xY8fKkNaAHgWPSZMm2eMCHkgegBZNwaOFdE3xQcGjKR5D00yiEvD47rvvKrlB3D2FsVQyQEqnO+20k7nnnntSzqj+kC94wOCJ8xCDOd5VxKdgg8AmgQcTtgZUcZKrCzXV+eefb43u3AnnYRPB4+NPf/qTBR9sJnhVxTWkE46L2oqEkkgWBxxwQMvpRx99tDW4o7ZCkkHNddxxx9njgAdGeqQPecbQe9ZZZzUXXHBBSx/6of0oUGfwgPe4ruTRp4Bkn3ac86Pu6dE+ot+r4qPRcYp+DwYerMT/+Mc/2tUphk/+YEAwBRoePBhhcb/Eiwf9NlvcMn0aDA+9+y233OJzevBzcD9lNd6ezQc8eImRMvCqQrqQBjhgq8HOAFPH4+rKK69sccV96KGHrI0CwzeNFxc1FZICf9HzpV/ZAjx4WtEPDZvHsssu28ozDXdhPKiQSgg25PPpp59uz2feSHeAnIAHhvlFFlnEXH755TKMbtuRAlngAQ9Ayo2reYONjQVFkoqUd5X3guvbQ6pPIisu8KhS4WdI6vAwtyzDe++9Z+v9DB061B4/7LDDYmOn4H977rlni5o2aTwACDoPHz7c0Cf88tZbb006vV33BwMP0mGw8txkk00MDAiffgzNUroVZoFOnKhmiIjrKFuC17Iahl4YEx5PuM+2R2sG8EBthAE7rZIgPzxeVGI1oj9CXsypU6ca0o5wjtuQUkaPHm0Bxd3Pj53z44IJ3fNg/l9++WWLvYKx6NNlJCwkOIdj/PFZFhfMlTHccbB9ECUfp1Zzx9bPjaFAFnjgFQeTJZZIGgsBVJMsQLCB4YqN+teNM/rzn/9sFxIc7927t30P3fdA+mr0Fpd0Flr87s444wyz9957W6eZ3Xbbzb7nSPQ4p+BBOHHiROteDs8bP358KykEsKGgHPyL31hS4zcAbXBZh48izbNg5DcvtsSka9tjfxDw4EVgtQuRhSkhoqE+WW655SyDQGIAXK655ppc9wnz2X333e0KFOMp0g3t448/tvEGrFhY0dx1110taUNgeKg8iA+ASdGYFy/1lClT7B/nS14nXvAHH3zQuqDK/O1Fzr+OAh7OlHN9xJZz5JFHmnfffTfXdXpyfSiQBB4sAGB6eCPC6Nw4IKTGnj17WhfxO++80+ywww5WfXrHHXdYwhHvg3SJpMw+1Jj0gxeeG6DaHlQGBFi0ius4czj44IPNPPPMY6Uk7ge1qhs0DDgAlPAkGp6JSCyAIsCC5JLU4E1I+EjgAq5IYji2iHrZvRa+9fjjj9v5ff7551ZlzHdZNBKQCx90JSXmheszfI65YaMUnvfaa68Z7ikuCNgdVz4HAw8Yc7RQEtIHqgsQGpUFBERCufHGG+1NiXpCJhO3Peuss2ysANIML5n4/KNyYaWCmgPxjoeInp/zWA2gT2c8IphpSD4AGfma0KvLCh730b322suuiOgD24ZLbJlTM4FH//79zXnnnSdTC7JFTcVz0qYUSKJAFDxgWLwzaBAIAIVJ4sot4MExVNPYskQCRX2FupLfE79/FiwwY+xg0liI4uXI7xDGDXNG+4DamBglkWy4BokAXiAqWhaOaCeeeuop89hjj1m1KHY6mDFSN27f/HayFkkwYPjZX//615YFKPMD1JgvNjs+c7/u3GHy8BHshDTGQ1Jh7ngqpsWIYS+EbxG8iwqP+2IOIqkLfWRLmiH4GSouFupodrieIGayNjAeQMwzePvtt+1lxK7BPzbddFMzYMAAe5wAXfjzyiuvbIGe58PiOqsFAY+4QSAEkgaT5UHwsiC2obYCBHgAWUkGQU5iDND5oUsHDAQ82BK0B2BwDN053xEheXlAVRL5sQpALwmq8oITIY39hIcJsWeYYQZz1FFH2fOJakZk5Hi0NRN4kNSQ+0WdE+qPHxcrPX7Q/KEycv9kX5Qu+r0+FIiCBypF/liAYRuAkfN7g+HSYFioqVyGCS8AHFjwsapmgQnzQ4UpDUbGbxV3bpgxkgtVPElxw6KP3zhZDAhAJZYIBrnHHntYJgsjZ1EJ44QZonaS2Cz4DfuRANCSCEOVcbO28BDGg/ECVoAmkoKbKFVik6AVTYzeABfMGh6T1AALeBJSGPSBVzF/QEokEfda1MmcRwolPCnhg9Bo2mmntXMDZE855RRDTj62NBbK8GGeCcdZLPMdGzSqMYCWcZF+stTFlYAHohNERv8JYWFKuGxCdFYl3DQ3S+I99Ihx4in6csQ1ViY0XkiRXPjOaoSXQkRGXkReGolY5hxeQgjBKgQDLsZidI/SfvnLX9qXSYx4AA4vpxhx5Ty2zQIeM844o02Tgt0DcMSgxpa0H2xln0hYvBT8yHCB5Q/jX/SP/axOOI8tLy/SG8+LHxyfceklvoVEbdg3tNWPAlHwQIoQFQnUQEsAYxfwQC0MM2Rx5jaYLqtbwIF3j3dLmCznEdfD4hJmKMXYNttsM8N4qL9JE8QCFF6CdIIqjN8t0gTqV8ZkgUX/qGkIhiVVDgtOzkd6IVt0HvspfWN/gJnD32ik3UHagvdIw8mDuUc1A1zPij8NPJgf8+Q3i8odNRa04n7R1kQbqnu0KZwv4AKfBWwlKh9HGWjBIh4Jhv7go/BDGvRlwezGUvF7h3eLNBcdV74HBw90ZohyqKt4eGkN5sR5oLLbABN0nxAbZoUEgvEI11JcRwEfCA0RxAOKh8OqAjCSBggAGAIerIIOP/xwexhiwwxdkRrwYMXTzODBKoE/XjJeKlZdgCh/iMsAMisRVh9ybsgtL6bEcgiddVsPCsSBh3vn/G7iwANjsttY/cLQ4Q8sVvgdilqL82BkqF9YGaMF4D0XWynMkBU8jFsaEg/2UAELfvOutAPwAFZSooB+6R+e4tPoF2bKvVETRxr3Qb/vvPOO7LLH4VNkuHabD3hgH+L37AIFfcP8cTCKLrIFPFA7CYiPGzfOSnuSTUL4IvQAPLAfoxKEh9Lgr8xXvFjpB3pxv+Lq796H+zkoeKCrYwWATcEV5dB9kuTLJTKTIKsqYh+6O7chLuFtgEqJB4YoTL8wRJgjKwceDisMAQ/6RiXGA5XGyyHggcgJeOB+SkMlg54Q8VVWPbxUgAcvY7Q1g+QB0KGagw78gJAg+OEhYvLHZ1ZxSBBIIqj8yLTL6sTnj3PdP1QFqBR4eaE7IMQPWYydURrp985NgbzggeGV3y5GZmkwJ35LrNhhbCwgkZbdVS6/P7ErCHMTr0xUTRixXXDgfH63SDpIHowp0g4ME2aIm78wQyQWNBJxi0SZp2w5F40GDDeaoJNQBBawIolwDbngWGC5IMN+H/DAuM3chadxHdIWQIt0xb24LQ48oDV8Dn5HE74okgfgQX9INTRAGfCQ+C0ACu0Nv32hlz0x5l8w8EDi4AHCkEUNJGiIZMELgjiEbpMJIk0gAgpR2AdoQCA+8+Ih/uIFxR9pLAhyQyzjQaCuciUPIVIWeEhG3I4KHkgX2JJQ6WGM448YC/kjoI4/9vMiQ6e8fwAzLxWiNyDOy4U0Q9AgEqF4Z8S8T7qrE1MgL3iw0odps7ARxocLLgsSeAFeWgSRwuzchSW/YRg2jFOYm4AHBnTAA5uHNEAgCzxYSIldBb7iAx6AEephVuHiPSVjsqUfgILVPpoMAJAFHdoUV5XFuUngAR/CnkgDDLBZbL311tZlHZqhYUGtRAaHaOsU4AFY8HBYmUI8RCxAAcmCqGIkD1z5YP48CFYCSBQYe8RdFtEQRsVKI65hkIOIoqekP/SWZF6lATa8EKxqpMHoWDHjdcGKhAd94IEH2sM8NFbySD7MjwZIIe1Iygzph20zSB5ISUhgvNC8TLxcof/knpHCeJZIGuh6WYlERXE5V7f1oIALHhhaYe5ui6qtOMZiDVUMhm/4BH2wCJGsATjD8BvlPOwR2DnQKKCWYvGJNoPFS6PBA4bOAg2eBm/DVgAP2G677azUg2YFwAD8MMBjd+A85io8yqUNEhMAR6CuNHgQani8sSSuhftF6oJPYnuEZ7IgFzWTXMsW6QHgRXqThTquwvA5+B1N+CJjwCtwVmDRjvqPxlzRZIiTEAt3VImYDARs7Ykx/4JIHqAsEgHERf8GckJ4/iCOiKSIYxCP/fhQu94OrCiYNKJgXMOLAmOTGON4yRBdBXx4MelT4kDoA9GRNOCgPi86PtYCNhCSlx1PEfEqYA6saBAfo63ZwAPwrKLhfol7M9INPxxWiLvuuqtdBEAzbfWlgIAHi6448OC3BBC4NjE8HXFMQWLGJgmQ8FviPaOhMuZ3CQNGomBxxOpbmB8SNO+h2AEw9GKvYHxpjItHEW6t8APGEFUZ76wwQ7F5MD8WolyX1FhQYqthERzlaXh2wStozJ/fIjyNcwl4jGvwJ9xn8aiSBvjgSYXTgKiROAbfEj7JQhZQjWuolVDDQyMBD0AAegqwC18kRAJgYAGI3VeAAQ0QduJnn33WDkE/ODOx6HftUHHjBwGPuI7z7uNmkArEcJP3+qrPbwbw8ElPUoYOgDtj8GPlD5UDLzzgIT/2Mv3rtR2bAgIe2NPiwAPtAcwJdYrbUFuzH9Uzaqio2hPvPZgux1GVuvZSdPcwR0CIxkIUBsziURrjoqLlHQUgWE2LfQJmiEodryJZJDI/1EFc194NSYMFtkge7T2fPOM3DXiA5KBmsxKxM4MHIjESFyKyAAfiMG7SSJGIvtqUAgIe2C/jwEMplI8CqMYwVItbbb6r2//spgGPZleJdEbw4OXFxoQniYAGW1QM6KARxSVLbvu/qjqD9qYAUgHvB7FFCh7lnwZSEaqkjtqaBjyanYCobto7OVlItRW6YQAxGg+CLhgphGOoC7QpBYQCCh5CCd1CAQWPlPcA/21W5hjZ0fPiFIDXl2SCTbm0kkOhwANdL8ZLV9qQz0SUAx7oYcWFsJKb0U47HAUEPMheoJJHh3t8wSes4JFCUlyKcSvEewNvDlKD4G7Hqly8GVIuD34oFHi4Ke4FNNji5YLHGp4eWQFCwW9OO2x6Cgh4EASMK217/Aaankg1mqCCR8rDlhz8LoMl2pr97fHDCQUe3DIuz7hGyr2RUoaoXOwccQFRKWTSQzWhgIJHTR60520qeKQQishs0oEIg0UCwdMEtU57GLpCggeqN4KQuD+CkvCsIsNpXIxLCon0UI0oIOBBQFyjJA/iOiRPU41I3SFuVcEj5TERmIgBWcCDAKbNN9/cpiNIuayyQ6HAA9dcHAAIFiITKhII0f4aQV7Zo+sUHQt4kDutUeBBlgipydMpiOh5E3if4tTixrx4Xtqw0xQ8UkhNcBOh/gIefCZNAf7u7dFCgAeruC233LJVxDgAQqRqe0hT7UFHHbMYBQQ8iNhuFHgQBU7wYN0aAY1EuEtRqWa8fwWPlKeC0ZjstQIe5K0hlN+nylZKt4UPAR4E8qXVME/rnGAkktRRbVGBIo1SeiyOAu0BHkgdSSmL4ubYWfYBHocddpiNyG/We1LwSHkypE0gt5OAB+6tJEaTQiopl1ZyqAx4EKNCjiE3t04lk9ROOy0FBDzIxdQoyaPO4IE2QBIWNuNLpeCR8VRITAZ4EEzHj4aVu+TIybg0+OGi4EHeIDLkSmbS4BPTDmtBARIA8lvgXVLwqPaRw2MUPKqlceW9w3BF8iC7Jpkz26sVAQ8SxuFVRVEbbUqBMhRQ8ChDvXzXKnjko1dTng3TFfAgJz7eH+3V8oAH3hoUvacqGF5j2pQCZSkg4IH6UyWPstRMv17BI50+HeIo7nK46FIkCsmDlNLt1XzBA1sNiQ0p/EItE21KgRAUUPAIQUW/PhQ8/OjU1GdRX526FtQWpj74o48+2m7z9QEPPMQIYiSOI6mITLvdgA7coSkg4MHvoFEpetRgfl3TvjNqMM94NLi0oq4aMmSIGTFiRKuKXxmXBj+cBR4UuSFhHaUxm7UuSnCiaIcNo4CABzY0BY9qya6SR7X0bVjvxx57rI2tQNcbrYLWsEkYY6v8JcV5UEyL4D/mSm1kbUqB0BRQ8AhN0eT+FDySadOhjpx//vmma9eu1tOKusPt1ZIkD1Ksb7zxxjb4r73mpuN2fgooeDTuGSt4NI7WlY5EBlqq61Hjoj2bgEf//v1trWfm8uCDD1pbjAb/teeTqcfYAh4bbbSRqq0qfuQKHhUTuOruUVGR0uOBBx6wyQP3339/8+STT9qa3pSQbHQDPMiv1a9fP5tf64477jCbbLKJYatNKVA1BQQ8kHLV5lEttRU8qqVv5b2/9tpr1muJ+h0UwKHKHvUuzjzzzHaxK4wcOdL06NHDSkGDBw82w4YNM1Q71KYUaAQFFDwaQeX/jaHg0ThaVzYS3lZuEkE+t4fUwQ0KeGB/WWSRRQyVDo855hgrDVVGAO1YKfD/FBDwIEWPSh7VvhYKHtXSt3a9Ax6Uw6U07vLLL29uvPFGW49j6623tu65WgGwdq9EQ29YwANVqYJHtaRX8KiWvrXq/dtvv7V2F8CDNPGo0Mjw++abb5p33nnHnHbaaSqB1OqNaPzNnnPOOTZBqIJH9bRX8KiexrUY4bPPPjO77767tXfMNddcFkQuuOACc+2111oX3ZdfftnSwVWv1YIwepMNpYCAB2UKVPKolvQKHtXStxa9E/yHWoqEjCuuuKLNs0UxKGor0FBdEfH7zDPPxNKDgEEiz7UpBcpSAPCg5j3gQXbpTz75pGyXmddrehJNT5L5kugJbSnw7LPPWldcdM201Vdf3cw222xtKglSqpLo9yeeeKJNJyRJJLsuKVaIV9GmFChKAQGPTTfdVMGjKBE9r1PJw5NQelpbCkyePNlKFFdccUXLQeI84sCDE2644QZ7/mOPPdZyvnxAeiFKHjfjPfbYw8aukLJdm1IgDwUAj+mnn94oeOShWrFzFTyK0a32VyFJkLn0lltuaUWLNPDgRACE6+IAhONTp061KeVXW201W+eD6HQkE21KAR8KKHj4UCnMOQoeYehYq16o/AcAwNijLQs8OB8bCCqsJAD56KOPzOabb25rk6C3Hj16tKFMrTalQBYFBDzw9FObRxa1yh1X8ChHv9pdjbstxkgKUMU1UsKTYwuD+dlnnx13it0HGMQBCC69AAcR8rQffvjBAFYwAqLob7755sQ+9YBSAPDAVZzqlAoe1b4PCh7V0rfT9E6mXordU/nvvffeS7wvX/CgA4AAABEjOcBBRPoZZ5zRpv8vvvjCXHXVVVYawSU4bQ5tLtYdtaGAgkfjHrWCR+No3WFHomjTfvvtZ+M4sEmktTzgQT833XSTNZKjyqKyoEgcSWMQTwLYZM0j6Xrd37kpoODRuOer4NE4WnfIkfCTp/LfQQcdZL777rvMewA8Zplllky1ldvRxRdfbKaZZho7hrtfPysF8lJAwSMvxYqfr+BRnHad/krSilD5b+LEica3wFRe8MBFF1vGXnvtZVOZPPzww4XpSm103IfVO6swCTv8hYDHDDPMoDaPBjxJBY8GELkjDkGNEAzj2B/yZOjNAx6AE14x/OBpt99+u7WBUJukSPvyyy9t8kXsJthTfCSlIuPoNc1LAQEPnC7UYF7tc1LwqJa+HbJ3Vu+44l522WW55w94zDzzzJlqKyQOArkEOGSgW2+91Y5dFECQPu6++27LOFC33XnnnQY7ibZ6UEDBo3HPWcHDofXrr79uDbZnnXWWeeONN5wj9fmIARsPKJh4keYDHkgcSDW///3vY4dAAll//fXNX/7yl9jjvjsBvznmmMNsscUW5tJLLzVfffWV76V6XgelgIJH4x6cgocxtoTrgQceaFerlHEdM2aMdQllX9EVcOMeYbiRYLZIHGXsDlngAUCnAYfcDRIDAFKU/hj6ceklWeM111xj9t57b+tmfOGFF6o6S4jcCbeAx4wzzmgXDKq2qvYB1xY8Pv/8c8tUyAbLS8ZL99xzz7VQm4R/7COtM0bjq6++ulOrP04//XSrRkoK/mshTMaHNPDwBQ4ZAgBBCrr//vtll9d2ypQpZtttt7WGfkkBT56su+66y+yzzz4WvC655BKDiiuPPcdrcD2pXSmg4NE48tcKPGAgzz//vDn55JMto9xzzz2tfjwtZuBvf/ubueeee+zKFR39pEmTbNI+0oh3hoZnEsF/MNt333239C0lgYcAB8kP8zRUWEhD9913n9dlpDYhkPH44483cYkViVh/5JFHzKhRo8zYsWPNN99849WvntQxKKDg0bjnVCvwoDjReuutZ5nlq6++mmvVyQoVBojb6jrrrJOaeqNxj6/cSNgAUNGRCh2QDNEAjx49eliDOT9kGsZxKruhMirSRIWVBSAAB5IkwJHVkEhYNHSWRUDW/dblOClxunbtarUFqraq9qnXBjw+/PBDmzPp0UcfLU1R1Fu4Ar722mul+2qvDrAJEF+BjSfk6tsFj4suusgA0khsfC7T7r33Xgv8SQDywQcf2Eh1H+AoMw+9trkpoODRuOdTG/DAg4ooadGBuySGCKQKJz0G9o2jjz7aShnuOdHP48ePtwWMovs7wnc8yaibceSRRwYPqAM8unfvbpZaaikbcwHIEkEeoqE+RIXF1m3vv/9+SyXDuOfrnuvz+cknn7TxLWnqTJ9+9JzGU8AFj+23314rCVb4CGoBHgSPAQy33XZbG1JiNMUoDsPr06ePWWihhWxW2AUWWMCmAU8yqOJGShzBp59+2qbPZt5BKVhUSAT/hWC00XsVm0e/fv0Mf5dffnn0lFLfieHAiM6WhnEcIMQWFep+UH8hka255ppWxckY2joGBRQ8GvecagEeeNlst912sS6ap556qs2rhApHVpp4VvXq1cuunpOMyBhjWdlEiyE17tHlH4n6G6zc3cp/+XtJvwLwmGmmmUy3bt2sZ1MS+Kb3kn4UyYPIdO4Dew0lbKto2FoGDx5sBg0aZEhFjwpOW3NTAPDg/WNBoZJHtc+q04MHBtFDDjnEnHfeeW0oybENN9zQShtRkKAAEcn6YCBJDeaFwfnHH39MOqVp9gNyxE1UDXYUgyK3UO/evW1Z2f9r705jtbuqOoDbUTrTCToLdKYF2tLB0pFCSxsiGCMf/GCMJhI1jpEYhTgEwmAwaYxGEjACUirSgZYClQIWIWqpJJBUIVZMJCZGY2JijJ/88JjfKevtvvs9wz7Tfe97n72T5557nnPO3vusc57932v911p7LQHcd999myOOOGLz0z/902s10dT71a9+tXkPLrzwwkZ7ZdLkAFDL3pRABY/dey77HjxEM7/5zW9ujdGgPYhrYMrJ3Tqtow08wjzS9kgQzUxAf//3f992eM98J7qaxhHrZqzZsQAPZkAuwGsU634Ajbe97W1NjE7fM5rT/r/9279tuHPjynjumITQcuTOesc73rH553/+51Eee3P6Uq8tk0AFjzI5LXHWvgcPwW9jBzFJAc8999zNVVddteHF01d+7/d+b/Pud7+775RDdgwgun8mHvEtu1FuvvnmxmR13nnnbS6//PLJEeJdfaUhSjdiEHd/8nDRHsWDLFl4o0W8CC7lmWeeaUh5Jk2ee+9///ubSYl3a1tT2Swp76XqquCxlCSH69nX4EEzGDtwGhjuuOOOxvRSkhiQHVy6DSvd7aXCEcDAZgA0U9+tAjyOO+64hicQc0Ezm5piJO8zryreW3iqtHDfZZJbCkAQ5mzmv/u7v7uDhOei7Vk/8MADTfPeFXE/YwMf077X/5eVQICHd69yHsvKNq9tX4OH5H7yG5Wu7yBu47bbbmvMVQaFEi7DOhe//Mu/3HgA4UmYuw71h6mFmUVurt32BgvwuOyyyxoXXc4KNIO5SQ6ZiKxLnQNHvNCcAQSAtnnUxTklW4AQ3lttZD8NhBkU51LL3pMA8DB5qeCx/rPZ1+AhP5W4DXmshgpi9Morr2yAw4yzNPLYDN9A7aW1hsSnP/3pQ/6xpKvZeAn4Dcll7PEAj0svvXTzgQ98oLkcgNAM8viM0roR1HiGIa8qGs6cjMBccg06ucaR9xNPBkCGNFOpUEoX0crbqPvTJFDBY5rcply1r8GDQGgeDz74YK9seFThOMxYxkZCu5Z6XMtzEkjBww85SqRZHwsgoXFwlW3TBKL+2NJwOAeM9SpjqjLRKI0XoYH88A//cG8ApMBUpL6sBrlDRvS3bpeVQAWPZeXZV9u+Bw+DuxiPrgCyr3/965uLLrpo85KXvGSSbV6cgZl+Lc9JoAs8HKWB0AykGikpyFVBrvAAACAASURBVHGmKgGNYwoA0Q5NsKQwVSHhkeAlABV1AhCcTlcEPR4MgOCd3vOe9zTkflxbt+tIIMCDzCvnsY6Mo9Z9Dx7MSkwRTz31VNzzga1lShHqXHLvvPPORuvw8vnBG7AsVtTnbWXwMLiVmMUONLrP/wEegrSYrVLNI26bWy0TVleOqjgvlqgdCxxxvTVJSuJakPCAQ6blKeVb3/pWo4Fwh+4q+BiTk6OPPrqZyNivZR0JVPBYR65tte578DCTBAKC+fJi8Bf8ZfEYcQmycQpw8/FDlx328ccfzy87sM/XnyvsmNnqgYv36T/Agxy7wMNtBwfSFYApezFQJ9s5BYAwYXVpICYGgIO79ZxnyOOOCetP/uRPdnTX5IQZDJfmnULoyzRsRiyjgbibQ8FL7ejkPtsBHrIbVM1j/Qe778GDCM0OvUwGpbTwwmKyMPtkImFf59aafv73f/83veTA/+HOiZSv5XkJlICHs2kgTEs5OIuZABx/8Ad/MGtAjx5xhAAgDz/8cHzVbD13HAcSfg5wRKX/8A//0GQPpoEgyrV7++23Nzwazfbqq68+EA/CA+7P/uzPGq2VZx4zXtd7FvXXbZkEKniUyWmJs7YCPAwOv/7rvz7adt4nYL79XGHrzHGnlIAHTa5P84grIj4jNBDgLY4ivLTivLlbM/wUQHhV8d5Cwi9ZTCiYMZlJTz311EYOZ5555kaSzbbofoAhcSTtB4gczin+l5TjnLoqeMyR3rhrtwI8iISpRBbc//7v/x4noZazmSMqUd4imM1mMwY81GCJWQM5nonLc1sOsvaWxn37ta99rdFomI20M9ck1tY6N+1rr7224dCOPPLIJr/XGWec0Sxh3HZ+fOdHaKEyaXJqmSeBCh7z5Dfm6q0BDzf6Uz/1U01OIqknppgqXGPFPetg8OCqpoaDX7WbbrqpWPOIq6X8YNqxLOyaxeBOI2DCXLLQmHAYeDP3IWHjUUcd1fBm+JRadk8CFTx2T9ZbAx5EyoPHAPWmN71p8853vrMxJViKdajQVqx7LepccJi1Hti4azlYAsADOVxitnI1splG+Au/8AsNkTw3QvzgHj33DV7LAM/UiOvIOZCu6/q+N3kQF8TVG2jEh8PABRdc0KwPk5PoffW1HWMW5djBa7CWYQlU8BiW0VJnbBV4hNCQpVwzmUuk8vjIRz7S6pLLG8cxA5tzec4YhGrplsAY8ECOi5NgslFEiHOvXRpAPDNcBBJeefrppxuyPnJUNV+O/MPEhKsIwIgtL73rr7++0Uw5A8w1xQENfJ0swvqLjK+lWwIVPLpls/SRrQSPECJvKz/ImPX+1m/91sYSpAYXy8xyqXTsz//8z+uPNoQ2sAUeBtAhzYPmRosL4IhqxUAAkKWSHDIphfdWtGHrOfP2GgsgtND3vve9G1mDAzDSLWLemu2iyhUAaX8OlyNVDu8s2RKACJK9NH1Oes/b8H+Ax4//+I/XIMGVH/hWg0cqWz92bptmij7+Z6qqZZwESsAjIrPF37SVyFGFo5hTAIcsvKFx5HUBEIP9Jz/5yfxQ5z6+7KyzzjoIOPActFNJFfOkiQFgc73IBKPecMMNm2uuuaYZGHFFlXfb+agqeOyUx5p7FTwy6XK3tAhQLdMkMAQeFs4SUDeUxjwA5JFHHpnUEbE6TFW8uPoKLVPWXzP7kiLNDS3ipJNOOgAggIN2QSuglbQVyR1pQAa3KYWHn0BXGrF3VAoWHA7+Rt93O3vylHvYjWsqeOyGlJ9ro4LH7sl6K1rqA4+uSOwuwQi0G5OjKuoR8GkwLx2oufHSQMas7f4rv/IrB8DD6onS8uPP+ojtyA5c2q+4H6ayn//5n2/a+J//+Z/4ukm2KMAQaPH+Q84Dlm0uFTx27+lX8Ng9WW9FS8CDm2rOeTBV8XIbm7VYcB0OpNSEFTN88RxjigSZAKREA0GW02qkrzn55JObQZ2NnTffUAkTVimAdAFH3o5AS7FHODru5NtaKnjs3pOv4LF7st6KloCHADngEQN4rH8xFjhCYACEBjKUvTiSKZYOzFF/bK0UyIR1//33x1cHbQU1vva1r23yVVn345d+6Zea/bYI8oMu/t4XNKM2Ej8/n5YRGgez1VCR9p0Zzgqa21oqeOzek6/gsXuy3oqWXvOa1xwAD27O1k6XcmRuvIPBmWbw0EMPtcoRcNAGArBaTyr40vr1NCQeTXkBXlaalKcq1v0wwONxxhYAgszvyhocwCGmqHQlzLF92I/nV/DYvadawWP3ZL0VLQEPBPIrX/nKxpxjhj204l6pYHi/0QxyDYQpaMmcWExY2kn7DfwkOqRZLRU1jtTnoZWnShG4+rM/+7MNQb6UN5W2ACJZ7edSwWP3nm4Fj92T9Va0BDxwHhdffHGT7r7PBDRFINZlSU1YNA7A0eX2O6UN1zBhAT7aE4+tN7zhDc2aL4JLuxYWm9IWDQSAhAZC4wAcNI4SU1Vpm9p5/etf34C6hJD/8R//UXrpYXVeBY/de1wVPHZP1lvRkpk5zcOSvviANYqYnIgYl69syO13ah+YsC655JLNq171qmaAF/uzRhZlmQwQ7vfee2+jbfzGb/zGKvEbYlRExZ9zzjmbu+++u1mrfb95Z1XwmPq2j7+ugsd4mdUreiQAPERcG6D++I//uOfMeYd4RUlyyLtojWIJ2d/8zd9szFdyVf3kT/7kohpH3mdOBbS1H/zBH1wFoKI9qXksgIa3ETNC66FN5WvdxPmH27aCx+49sQoeuyfrrWhJSnaahwyzsg+vUaT8sGaGnE9LJTlM+8nE89a3vrUxHwENHk/aSTmQ9Py5/wOqX/zFX2zaEaE+FNg4tT38ydvf/vbGpZdbr0SfuJDf/u3fbjQ566wz1x3OpYLH7j29Ch67J+utaCk4DwsgXXHFFRtLwS5ZLJgkmWJoNUxLfV5YY9sWjyLgziArTc373//+pgq5uJDoOJAlC+AAVLI9c7VlWuKFxUS2ZAEcAhsB4f/93/9tpDoBjABDwR3J7Qa83PsUD7Il+zu1rgoeUyU3/roKHuNlVq/okUC46jKL0A5Eekt2uEQRoY4cD+CIOiNHlQSWcwqgo2GI35AmXqoRA20UyxlL5vjhD384vpq15VUVwJG641rpEDfBnLRESYEjjQERTAggf+d3fudAM8CTxigf2OGYwbeCx4FHufo/FTxWF/F2NRCaB61DUKD06gbcJ598cpYgAjjyLLxRqeA48RmSBU4pjz32WDPjl7xQug9xHClwRJ24Cbm5uvoR5w1tRY4DDuS4H2FeENnAl1vwHO8uHltSp3BeaHP75XVFA2G6SjP1SrNCEzrcSgWP3XtiFTx2T9Zb0VIKHpFF1roWUoxI5jelMFUZsIci1MVnAJCxGogsuIhj2XUN6ICjr0TE/FQAYTKS1LALOKJtGggA0Z8pK19y+8WlAI4+LSIA5B3veMcgWT8HyOK+1txW8FhTujvrruCxUx51b6YEgIf1PK688sodxO8TTzzRAIj0HmMKUxHgKDUVfeMb32i4iVIAMdhYllb/kMhMViUl1iPJTWhD1wIOJrEh4Ih6eEfhIYYALc6PLeDgiUbrKIkXYcLSLx5mfRrHl770pSYGZa+ut17BI96A9bcVPNaX8Va1EODxile8Ygd4EILkfchtA1BJQdoix8emNkGiI7f7khyaySOLaQBSn9A4cBxjZtaRJbgUQIIcR0inHMeQLCwRMEYDARy0DZ8S4Ij2A9gASJcceGeJiAdolvTlndV1btS7m9tDAR6AfSl+ajdlNbetCh5zJViv3yGBPvBwYgDIF77whR3X5Tux7sdY4Ih6AAiupS3NusH1137t15rBlakLgNA4pgyCNCMANxThjkMwsxdbkXIL0d+hLS8sAPK+972vVzNAiPOo4lk1BqCi/TCpDZmwxIVI1yIuxbnS2rdxRFHvbm0PBXjgpQR4blup4LFtT3zl+x0CD81//vOfb0xYXQASJqG5brFMKwAkXdmPfZ+WYRA3ACKL5+aqCg2pKynjf/7nfzbtmNHPiVCngYhE79KQIn373GSKAISMxNEYIPKCPyE/ACVXlvuWyuVtb3vbbMeIvK2x+7sFHhYro7nSOO65557mfZb2xfLJJifbUCp4bMNT3sV7vPHGGzfHHHNMk0OpL9iN6QqJbjGjtARwLBWQJ6svEv3hhx/e4A8idsP/4jkijiPtw5T/g5vJNRBcghQqc4Ej+sQLC0eTA0gAh9UG+8jxqGdoGxoIE1uqKakbSOCH/uu//utANUxy8nPpm0WxxnJbByqa+c9ugQdtK127Pv6XzobWuw2lgsc2POVdvMcAD/mg+sBDlwJAkNWKGAOawkc/+tFFe8xbC4DI9MsMxgRkkJvqxdTVuUjSaJlaxYAKOATfzdE48vai/+9+97ubQ3gNAzbgaHPHza8v3QcOoYHgiBDpeA6JG7tWTARuZEy+rt3tgTTAQ/s/8RM/0Tzr0vsdcx5PO44hARq23n0JNP/lX/5lTFWH7bkVPA7bR7c3O+4HdOyxx26uuuqqQfBwB0xXbPlIZ5zA0sChDUGEd911V7NAFa8tg58I7ikcx5DUAZX7MYjhVQTcpTP3oetLj9NofuZnfqbRQESn896awnEMtQdAcCiASjAh76000LDreiY2GZV3WwPZLfCwPMC55567AzwEmJr89HmrdcnrcPy+gsfh+NT2cJ/HgodbwW2YuTEFLF0+85nPNOYxQYrWRJfkkBayZjGwmJWyhU+Jzyjtmxxcxx9/fAPUawBU9IM2cfnll2/OP//8Df5mTFnz/tv6sVvgAUCvvfbaHeBBy6T9bUup4LEtT3qX7hN4GKClJ5HiYqgIuMM9mD2bsSPTlypmvlyDDeZmwshx7ZghtnlhLdHuv//7vzcaAV4AvxImrCXqTutgNjJQieXgLZanUknPnfM/kxgNSrAh0xjuxqAxt3geS9ST92O3wEO7d9555wHwsPSy9zcCY/N+7cf9Ch778akewnsK8LjmmmsGwUNAHy0gBnI5sJDoUprMLQYRwYV4CCYeyQZ5wyhMS2twKzy52Nnf+c53Nu1Yp6NkrfKx98qUxGSFf2B6w60AYCayJd1lmcEAFNDApdhn8tPuXA6HY4E1WTzrJbWT3QQP+ceC82DCMlGR5mZbSgWPbXnSu3SfpeABOHI3Wl1kXprzI/RCSzVuFkgLAByx1Gs6SHGvXWJt9RCrdmga73rXu3YM4MDLICmwLm0/rhu7BRw8nWhQKcfBO4pmtRTHAizwGzSblISXzPHnfu7nmijzOV5dzF9MikAPH/XpT3+6yfQ7Vh75+bsJHtyVAzxuvfXWjc9ejbzP5bTEfgWPJaRY6zgggQCPV7/61Z2ahx9YXwQ4AMEXGFDGFHZo5iKJDbmuMo30zfznBiJG34AU7x6g1UaWBoCE5hPXjd0GcCDH2zSMiCfJkxyObSci1AFHGzkebsHiPFJgGduO8xHxlscFvMxvElsCqKllN8HjU5/6VLNiJgCRPdo7/d3vfndq1w+76yp4HHaPbG93GHi84AUv2HSBR+Se6ksd4g6lDGHCKjUDGMDNyA1oZsTSaPhBD/EuEZ9Rmjsrlz6AAhwCxtqAI87/zne+0wDZVAChWQBFwNFHjkeSQ+7BfedFv/It4MBv+ACJrgJUIpJ9qgYiqp/mQWtTHnnkkQZAmP4kwTQ4jS3AwxLIa7vq6hegOPPMMxvtg4nUxIX8t6VU8NiWJ71L9xngwRMlH7gj6+0QcERXra/BhDWkgYhyZqZC5hrA7dM4BK2VlMhRNZS1N68LcBj8zJ77gCOu4//PhFbar7gujfhOTVVxPN8ajJmwxsaXhKkKcLRpHHk7oYHgRcYO9NKsiJYXs5IWgGfCQOvBUwkWBWilJr/dBA+gyQON5iG+g/v3mFxi6X0fjv9X8Dgcn9oe7jPwMPO77rrrdoAH4KDWBzleegvcawEIE0FbEUFOw4jcQqFxDAUo5nXRQHAgpWnWw1Q1pHHk7QA2HIi0FiUDYmgcIr3HkNS8sSJAsUQDARxAA88xRpMwsBvoQ+PL7zffB7LAFnAA366iP2JEEPS84wSQlpTdBA/PQzDsaaedtrntttsabankmZbcx+FwTgWPw+EpHUZ9TMEjBnAcB6+q0jTp+e3ywnrjG9/YpBhJjzFtAaRIZSLuAZBMdY+lgbh+CEAMerLKmj1PGSwAiFn1UCZWwIEHEP9SotmksvF/AI/r+zSD0CAAADAYW1wjgy/w6bueZxheiFmqDzjS9gGfKHXPtqQEeNBE14ww1xf3Q8OVueCWW27ZPPTQQyVd3DfnVPDYN49yb9xIgMf111/fRI1HcsIHHnhgVgf/9m//tuFAHn300aaeSK4Y+5Icym4718+eG696ugDEAk1zgCOEYDBkwuoCEKanAI42cjzqGdoi0UXudwFIcBc0jr6Bf6idABD1dJluaBzMfLmpaqjutuNdYLqb4KFfUtzccMMNzbOcu1pm233u5e8qeOzlp3MY9g14iHo2E+PSaSb/4IMPLnInTF9868UdGHhpHopkiksAR3SSd1RbmvVY2Q/RO0XjiPpjKzljmwYCOJicxpqqot58GxqM+lINxIAfpHfXgJ/X1bevDuBBA0m9sMiKxgE4liKUvQviTfBU7i+KyQOHjd3QPLQpsedLXvKSxlvMe7hNpYLHNj3tXbhX4HHCCSc0EeYXXnhhJ1cxtSvShJ988smNyUgdNAVcxVRTVVc/nn322cYkEfWaLRuQzDSXzImFRGfTj+y+kUxxqSy8cX9MU7y1AIj+4zUAB7J7DMcR9XVtUwBB7gMOsSdccZcCDm3TmOTaOu+88zZ33HFHk3ZfUKbnhXPbLfCg8coizdtqjotxlzz38vcVPFqeDjOB2Wct4yVgPY+jjjpqc8YZZzQzw/E1tF/hRTV7FVnNBGZmbqBgkildya+95u5vAYjZMi8aWlSXiam7hrIjAMTgSqPBHYhQX0KzyVtHotMKxIFw+ZV2JNUQ8vOn7quTVqD+eGZLAkf0CwiSGZdu3n3iRXBgJi+7BR76wjnEc9u2UsEjeeJ+XJL0GaC4OvqhIcHm2JyT6rfiX+DBdfGiiy4aXF2vVCBmmRY4AhRhL+e1pR2z6TULrkU7ouHXLOJfaFTI1zWLJIfMipYJ9r6vVWgd1rZgQmLuW7NwptAOngpoHHHEEY2Dhd9wvC9Ltw8MTSoAJA1bXJOofxOMEjfnpftzKOrbevAADFRPsz12dGo8Gz2bKiAx42SXRsT54a0xIzwUD36tNm+66aYDmofZ7dwSwX9s6THYSaYYEd1m7Gt5uTCDCDw0UwdS+UJPc+8trnePXFK1Y+JiUFqjMF15v5muDHrSa5TEjYztC42ACzOzGNCnhcwh4/va59GHA2PCEqTHrMhshbPybqwFHsyLH/vYx5p8adYvAVwCQH23BH/Ud8975djWgoeX6vHHH2+0C7NKS5HyDMrtvwYsxKwfGndTW8Fr22bfLH1hrWkdnAftw7KcUwtzjpmkgSEGuUgpEqYqa3UwVUhrsWQxW8ZFhKmKdxS3TJOIJYsZrEHOPfIg8l5qV5bcLo+iKe0b0ACTAdaEiWnJPhAxCCxVuNYCQWZFvxH7AMQkbMlB1STOYG3Cx/FAAbq0HZoVc+ParrpLyexwrWfrwMMLzEPDi+UFE+0sZ9BQMZvykprpeGH98AyM1aS1U3IBHrfffntjZjIDlABvbBEUxlNLQsEovFkQk3kqka997WtNIGFp5HrU17UNL6hcA5BixLOP+JWu60u/BxzeQ8kU00Lj4Q5cGrmeXtv2vwkQDQpQpJMjmkhkyV2C+wAUiH4uxqkHFODXtraWmHQBDqDOIiAoNC2AWHp0E8I1NY+0zW39f+vAg1rJRmoB+6kFYAh4447KJl7L8xII8MB90A4ikG8MgNDsPKN0VUFgQvPLgSNaZmYUiT5XA5GvyKAUEetRf2wBCFCbq4HQMExemEtNTPICwGhdNJA5JZIp5sARdQIWEyGmpTkAQkuiceTAEe0AEG3QQOYCCOAQpZ8Dh7ZMDHFUkWyRSbCWdSSwVeBhZsT0YKBZopgV+8EsaV5Yol+Hsg7gceKJJ26AR+S2shgTMJD4bqgAGeem+ay++c1vNjPJLuCIOkuTLsb5+ZaZTBzJUPLCMGFN1UBwZ4BjaP0NABNJF/O+luwbpMM0lWoc+bUAhFbAvDQFQLz/NA4ODbiArpJqILSeKSU0DtpZW/mjP/qjxnXWBKBqHm0SWu67rQIPHMdb3/rW1h+IH41Zy913391EjMrXIy1CXzEIMKN0vch91+7XYyl4pAkAI0fVww8/3HnrtELaxZe//OUD55QCR1xgYqCO++67L74q2gIOAw7gKHGKACDOT++xpKFIppiv+9F1Le5FHigmrDEmUoNzrPvhRz5UImAQJxL80tA1jpuQ4QE5FPQBR9SlL7QgoDZGA6Gd4SXxQcFxRJ3plkZoJUtmvwoeqWSW/39rwMOAYHbVlpgPD+KHRt296qqrmqCjF7/4xZsXvehFm0h/0SV6nisRSNZ1zjZ93wUeZMCExbSUayCejUEYP8JpIQqvKkAQuavi+6FtkOjAqKQwVdFIU36l5DpmExxIKYAwoQQQlNQf55ikuI6JqwRADOIGcwGVY4AAgPBckuOqhNyWGFDaExMy2ktpcZ2+lV4HOMRz0AqH1sugeRx77LHNuRU8Sp/ItPO2BjwMSsjJtpfP4AQ4vJzxI0CGAxCDYUr+5WJG1rK/9pkF8mv2836Ax80339w6qOKIUhOWwZD5huwF5UVhggI0pQAQ18XW8+aFNaSBAADPb6oJigbi+iEAidQmNIgSzSbuI7Y0lgCQNo4kzotUJNykxwBHXE8bACBDua5oHICjVOOI+mMLQPQRgPQ5rJCVBJQlwKHuCh4h4fW3WwMeIl27Ind56Zh5prNeohe5euqpp+4Y1PJHAjSo4EMaSn7dft0HHieddNKmCzzcNw5EShHkNuCg9aVZVpkL02y5U2UVmksXgMhuO0Zz6OqHCYl6ujQXwBFxKXP4MZoLriT3zop+GYQNxlOBI+ph8urLeZUCR9/AH/V1bQ0+NBDPPyZt+bk0DqYqMiwplfMokdIy52wFeOAkqLBPPfVUq9TMgnAeMSO0by0BC71Yl7hP81Ah8DEDi+tbG9mSL0vAgygQ4ueee26jXXgJowAOpqqpGkfUE1ucifoEfKYlNI4g9dNjU/73jrVxJqnGMQc4ok/hpZWT7TQG7yAzqvd3bvF7wPvRQFKtWt1hcppKeqd9Ux+w0/cUQMiKxsHjLJ1YpNe2/V/Bo00q63y3FeDBrdaMrKRYdMggQOOQduDpp58evAyBB5yYWra9iDCXZsPiOF0R2chpnjlmnDSQ8KwiPwP9/fffv6gYo94AEO2vEfCnXrPkiA8RxxHp25e8IQDifbNSoGLQFZSHuF4COKKvACTNkmtyJAXHWLI76uvaMl3qOzffSO0hQh1w9JHjbfVV8GiTyjrf7Xvw8DLyLS+JM2BL5gkiMprHxmWXXdbMgEtISp4gOBWpMgDQtn5E+EoPcfnllzeDAe+qkAWi3ACOGI8Zv4GdPdtgwbQzN06j62dixUGTglj+dC0nBwDiPWAiBY6RLberX1O/Z8IyiNMCbEWoLwkc0S8kOhdeXljakgAw1RDivLnb4L78VmlV8lKNBQ59qOAx90mUX7/vwcPaCGaDzBdDxczKj1JGXYsNXX311c1AyMV3qAhou+aaa5oZlBmhmdQ2fdyzD1MUbxcmP+s68/8PeSBYmSisUZ2WSHJoVrtm8RxNCgT5rVk4BWiHFrWmKRNnIxWMpHwlE5yp98x7S9Za3oc8v9YqTFV+c94haWimFOBx9NFHN04M1dtqigTLr9n34EGbkCyNl8vYwu7uRRxKt8wm7BwAwsVxmz9WEESYCxKkjaWyMIv1wqWFWZAXEWKU6WXqUrVpnW3/mxCoPxYlksxujYI8Z5LzvsnKLG6kzztqah8Q1TgJ4GzrvhDZSxceW0Cf1gHcaSAlbrxj+wH8/E6509OieHwNcY1tbVTwaJPKOt/te/AgNgMU2zMtJC9+2AhvZpP8ZTVDlmTNi9xXxC+wz5YESfXVsx+OWQwK58HRYMj9VTwGt91YojbiM5YGEClFcCvBwZjVyn0UyRWXkrtZORNcmKrse+8MiktqIJaWZdah0SneO/sG+SVNVyZFkVLE/wZ4WXl5Yi1Blofc1cvMZxIRv1GZG9yTex1TKniMkda8c7cCPEIzaEtvQVWmNYjzCKKTSHmvIFUtbPTJT36yU8quBzxzcxB1NnCYHeBtFeDRF/uQA0fcJndp8R1LAYh0+4Djgx/8YDTRbJcGEFwHToW2lRZeWABlKQBJs/CmmoZBl8bDVLqECctvhpZh4pQCBRIdgCyV5NDvJ4AjNYn5ngbC9BSAksq16/8KHl2SWf77rQAPYkPE+iEwneTFUqZsrQY9gMEzy6L2AAUZ6QfTVbhisqELFqtl0wRVDoFH5LrqAmXuukskOfRcPZsucvzb3/52o4FISzOncPsFHF0A4R3Bu3UdL207NA6DagoccT3NOQDE4Du1BHB0JTFkthKF7vc0JsVI3h/aWAAHrjEvQDDSuwPNkgI8TPj8jivnUSKx6edsDXiYPTEtybHUVgwkfnhnnXVWQwxeeeWVjUdQH3CoB89hJlbLcxIY0jxkzAUMYarqklvEe3QF+HVdF997noAj1zjieGyleef9FSat+L50GzmuJOzr4zbEKnj/eHtNGdgBh8Ewj+/I+wlAxExMNWF533lX4VH6uI0UYMK9Nu9L3z7wcy880/o0C+eFBlICIBU8+qS+7LGtAQ9iY1JALPbZn9mMCaXkB25mZEaJ86jlOQn0gUekJulLjpjKkQmLx1JbPrL0vPx/GgdAKOU0mLCc/4EPfCCvqnc/Isu70rfnFwMQ7sgAQ9uCCAAAIABJREFUpA9o8usMmpG+vcQkFQCC5PYul5bQKADH0KRJnerGidDOx7jv+o3RKABHCSBoS1Q9GQydH+Bh4lA1j9InP+28rQIP9mf279JUB0Mi/eIXv9iQemZhtTwngS7wEN0v3YuYjzGFi7VUJaUAQuMABGO9qVzn3egyceV95iYrp9VQ+vb8Onb9SLNeAiACAhHJJj0lE5poD4keqUpKSPQADvxfn8YR9cfWuw9AxLSUOIzQJHiIGdjbTFVRb9s2POXIpKtU8OiSzPLfbxV4EB8SUIDamB9im9j9CHiDTDWrtNW5H74DHqecckoTYR6BgLG4U55Nt/R+I8XIEICECWoqh8GdtwRAnCeXVepgUXovzgsTFkeLPgAxuJqdl6Zvz/uQ5rrq01gCOGgcU0xQtJQAkL5cV35zNA7AMaRB5Pdi3/VkQSZdKUtoj0cccUTzHP0++4CmrY36XbkEtg48DDD33HNPQ/Y98cQTo2c/tBf2erPHIXtt+WPYP2em4MFshGPiFjsVOEIyIsSZsLrSs4fpqdRUFfXm2/DO6nIz5vZL42Cq6jN/5vXm++z8NArxIG0TGceZacy2+wb+vN58nzmJViBGo00DARy0DZ8SU1Vef+yLB9GGtlLvrDgeGocBvURDievyLVmRid9fG4B4/hxdLIOsrbHaTd5e3e+WwNaBB1HwEJE/yQvoBTNDzjPq5iL7yle+0gSy8dv3AwE8fhC17JRAgIfockF5ZvIlqWF21tK+RwOx+FYOIOF22+aK3V5T/7dBtofmFGdH+vX8+zg+dmtgiyy5KUD43rsJWPo0k9L2AAjPKdpBamKlZQhk5Dk1JX173r7fgwwCclSlABGBht6HPnI8r69vn2t8G4BoA3hwyvB/1Tz6pDjv2FaCRyoya5kzZdEieJkIDIwfLLdephJBUY5zK5Tmu5ZuCQCPF77whRvBghJLWhdlyRJp1iPrroGeZsPrbclCA0G6xlrl3HHt98WuTGk/SHSzacXgalAcMmmNbQuAILYBCI2JlgE4JD6co3Hk/TCgIOp5fIUGItOvgXyKqSqvP90HIDzYAiCkxJdbTVYIz6qarVJpLf//1oNHiNRggSz1A2NOoMZ7MW3xGvGCxvl12y4BaUmOOeaYxt3ZILJGoWkIvAvzxVq8E02Dfd7gZxtAsvQ9ebcMtmbtBjxegTGBWbItGjctw2TJRxLQMeR4aV9oGkhxv6WISM+zN5TW1XceEBTNzxIgOFLgIvdf7x8NtYJHn/TmH6vgkcnQS84kxe8f0bvGjytrcl/t0jgkBRQnMxRjMefGBRiefvrpzYAxp56ha3E2Rx55ZKMNzOE4htqRXVg251tuuWVVcyj3Yu1YrGspE1LbvdHa5Tk755xzWlfvbLtmyndMZbzrzj777I316wUDM1tV8JgizXHXVPAYJ6969oAEaB6y6lrC18x2jcJ0FWncaYk5B7JUm9xxaRxmtcwuS3Edef9oHupnFjWLZrJag09jRqJx0AaYaGmGS5qs4r5C88CzaI/Zdw3Ng3Ymal+kO42D5sGbi9mKKbNqHvFE1tlW8FhHrltbK87DQlpABOexFFkeAgUcBoZw2/3Wt77VzDJjoac4b+42vK7EDSg4DykvxsZ1DPUjTV3iXIMsfq0rBclQfV3HmaxiMDfoAg2DOhBJSfSu60u/Bxy8rsSYBOch2t1AvrSmA2RNHoJLAe44D+lJaCMVPEqf2rTzKnhMk1u9qkMC4W119913N+leEJexUmDHJcVfM+0wR+QcBwABKGMDA7sajoDB3F1X8sMl1jyPdgEHXk06+tQkZjAEIGbRS2gggMPsHFCkmgZvqwAQg/7cwhU4yPLU28ogA0BoV0sBSABH7oorxRCzFXd87VWucu5T7b6+gke3bOqRCRII8OBnz+cebyQ+wwqLcwrgABDhZZXXZcA325wb5yG1CffiLnKcBhIBgumAn/dnaD8CBZld2shxwXYGP2nX5wAILyvmHF5WbQCBmwAgTFltx4fuI44bSJgpu+I8AAsSnTYwx4QVcR5cnHPg0BcBosDDkgBMjm3nRJ/rdp4EKnjMk1+9OpNACh7BEUQW3akAAjhKclzRQADIhz70oaxXZbvPPvtsAxxDSRJxITgXXlFTAESKEjnR8vTteS8NspEl1w91bAngMKj3ARAAiUDBKQ4itBlaDeAYijCPJIdTNBCxMHihPlDgMRlxHtVsNfaNGXd+BY9x8qpnD0gAeIjzeO1rX7vhdx9FUkS5rcYCCOAQ8GXBrpJCA2HaGquBhOZSmtuKGy8NRDbdMcW63AE8JdcZZA2CSPu2CPGuOgziXGUBR8l1ACTiPsYASOS20lZqqurqFwBgjqM5jDEp0c6kJgEcwXG0tSE9CfCQD62CR5uElvuugsdysqw1bZ5bz6MNPAjHio6AoBRAIi17KXDEA0B2A5BSDUTciPNLgSPakarGOh6lAOL8Eo0j6o+tdOxMWKUAkgLHGFNUCiAlJLq6eVMxi9FySgstCIDgdUrMSrQ7GofzhzSWAA/vWQWP0icy7bwKHtPkVq/qkECX5hGn00DMCodWCrTSII5DGpkpBYDwjhoyQUUyxaHzuvqARA9Noo27iOsCOIbW/Yjz8y3SW9oPANJngjL7Zz5CXI8BjmiPCSpMWH0AEsDBg2tKMkX3wL12SJOgqTgPEJQsSRvgYXnjSpjHU11nW8FjHbluba1D4EEwwYF0AYhgrzGmqi5hh7ttl0aBHB+joXS1EwDCa6oNQHhV0VCmZuGNdmkUsdBTGzA4HmnY25ItRj1DWwAibUlXll1mrVhJMNxxh+psOx4aRepum54XJi68TwlwuLaCRyrBdf+v4LGufLeu9hLwIJRYwzwHkACOoZUGSwULQJDouWZB46DZTE3fnrcvcptJCoCkJdx7l4oPQaLTQKQySQHE4BrA0qeZpH3r+x+AAAgAwpwVJYCDxjHGVBXX51sgh8uQzytfw5xpi/ZQChzqDvDAr1XNI5f2svsVPJaV59bXVgoeBBVrlcda5jgRJq3YX0qY0qhzvw0AiSy8Y0n1of7QMGRdlm9JYapi0pqrceTtpgDimEE8AMUPeqkSQAFAmLCAUuSqYkZbqoQXFQ0kOA1eWaWmqrQf4W1V4zxSqazzfwWPdeS6tbWOAQ9CooGYdSJEDRZLaRz5AwAg7Ovs59pbKn173g5vKmYWs2az83BXzs+bu89chJsQzc1Lyn0tCRzRP6CBP/HhuYUgH+ONFfUMbQGImBd8jdgWsSfMcGNLBY+xEpt+fgWP6bKrV7ZIYCx4qELEOPdKA9Sa5fHHH9+cdNJJzWJOa7ZjTXvtiK6fEgdS2jemMskhr7322kVTjOTt0wauu+66zfnnn7/DtJSfN3efZqOdl770pZtnnnlmUnUBHjIcVLPVJBEWX1TBo1hU9cQSCYwFD6YqXIGFj6TqGOuWW9In5xiMkNaxiFAXiV5aX9d54j9igSezaLPpNYoBnWZDG7CV/qPPO2pqH3hSMVXFBw8yhyTv6gfgoH1y+w2TFTPg2FLBY6zEpp9fwWO67OqVLRIYAx68rtK4D0vN2p/qntvSnearWAM9kieasdMKulKQdNUz9L3UJQAqgiMFs8XCTkPXjjmuXrNq6T4UAzwvq64UJGPqTs9lnmIS8wFMPMmYreTJWhJAAAfwY+4Lt18gjz9iBhxTAjxiJcsxgYhj2qnnbhozKaBfy9S8hIy/b4lKah27I4FS8GDaQY4/+OCDOzpmOWCpSLpyWO04uWAncmIFcMQlsaRsnvwwjo/dBnDkKw3yIEIEW7hqjvts9CeAAy+QRo4bzM3aaSJLcB/Aoi3inIcXkNLWEgASwMFTLPXeIqv3ve99B3lhhRy6tgEed911VzVbdQlpoe+r5rGQIGs1z0mgBDwAhyCurkhzXliAZe7SsrFkbdd6Hwb8t7zlLbOXlgVENJkuIAIgTFnMMojhqYXLKqcCs702LsVgzoSVZ88d2556ENZMVG3kONBC1DPLzfG6MvhwOaY1pcCR9pfZjwYikWRJCfC48847K3iUCGzGORU8ZgivXnqwBIbAQ5ZdwDGUpp3GAEC6Bv6DW975DVOV64c0GEkOAchUryjXA45Y92NnL57fM/gFgLQFEj5/Zvt/zC/Sc/Cq6rveIEwrmAogAUA4jjbgiN4BEA4OAKRr4I9z27auD+Do86oCkgCEyzNz41Cp4DEkoeWOV/BYTpa1poHcVpZ0xWkMAUcIEsk9xYQl0HAM8Ajkm6KBcP91XSl3Io8TAGDCGlMABzdj7r/MPEPFYB7rhwv2Ky2CASM9exoY2HU9ExYzGbAao4GkGkcfcES7wBKAcKwYApAAj9e//vUNh1I5j5Di8tsKHsvLdKtr7NI8/uqv/qoBjkceeWSUfGgQIsFL4zIAxxTAMSghu0WCt5mE8k7/0z/90yjgiOsDQGgQJSYsGgvAYfIqAY5oB/GM2KZBpJHocTzf0jKcjxAf47UVQEADKQEC54fJawxnAkCksGfCEnzZVQI8Xve611Xw6BLSQt9X8FhIkLWa5ySQgkeQxzQOpqpHH310kpgCQIZSiSDbaRxTvbUASElEOI2DqUoqjCkFgOAuhhZ6Qo4H2T6lHYAgOlwwYZ8mQWugqYwFjugTEHz729/eRLn3AUhoKniZ8KqKOkq3ovWBfJcbb4DHHXfcUcGjVKgTz6vgMVFw9bJ2CQCPU045pVnPQ/qPr3zlK82A/rnPfa79gsJvg/zuWmo2Up3MjRNhwjI43Xvvva09o3FIdWKQmlNSr6k2L6zw0hL/MqcE+d0FIExctAYeVGNMXHmfAAh3W2lS2tb1SIFjjMaRt2MfgDAXcnjIi/dDwOnNN99cCfNcOAvvV/BYWKDbXl2AhwhfdnoD7VzgCJlaKVAW3NyEFeuEzAWOaIdZJJaaje9sS9O8p9f0/S/QjwaCy0hNZWbV4kMkDGwDlr46244FgMiUm2ogoXEAjjGmqrY2fIcEp4Fwu00BRN1TuJGudnwfGkgOIOQJPG677baqefQJcIFjFTwWEGKt4nkJhNnqhhtu2Fx00UWbz3/+888fXOC/WLgpkhoGx/GJT3xigdqfr8LMnwkrFnqiccwxVT1f887/uN8KjmPCAhRMWiLtaRwlnMjO2rr3mLDEbdBAcCcGdKYq/EMJJ9Jd884jAMSaIzQQoKUtnl9MVSlw7bxq/B6wxU8BeWBv37O6/PLLG/CwkiW5VsJ8vGxLr6jgUSqpel6RBF7zmtdsjjnmmM0555zTuGIWXTTyJCYsXMB73vOeVZMpGpSYdAzsZtNdJrOR3T/odADCy0k7PJeG1jY/qILCL5ilgAUtwFaE+pLAEd1AbtOagBWtRnt9br9x3ZQtTzey44CA3+HJVjWPKZIcf00Fj/Eyq1f0SAB4HH300ZuXv/zlB1Kg95w++dDHP/7xZpAww12ziEsxGDG/rVkA4mmnnba58sor12ymmYnjpK644oqN1O5rFUB18cUXb44//vjiAL+pfZF+3TPCe8lYEODh3aiax1SpDl9XwWNYRvWMERK48cYbN8cee+zm7LPPbswVIy4tPtVStswVZp1s3GHCKq6g8MRvf/vbjYbDvs7EY52OlJsorGbwNF5e+CH5nPASOJAluI68YZ5QZunqR25ra6rXU153uk/LoG3QOrRFmxqzoFNaV9//ngXzHo3DM2KmYjKr4NEnteWOVfBYTpa1piRIkAbyspe9rDMFyVRhAQ6BhrFglKVkl/B+yvuDnFfvBz/4weaQGawYg66lZvPrS/eZxqJe1+AJmMgQz/iDpQqvKjNx9TIr+eG3rRQ4tz3Aod5IpmiAZ46TyDEWeprbhuvxQWJfRO0HOf+hD31oc9lllzXgcfvttzf3WzWPJaTdXkcFj3a51G8nSiC8rSSmQ5L+6I/+6CZfanZi1ZunnnqqAY48J5YlZS01O5QipLTd8OrK40qQ6LygJOwzAM8tvKqQ8rHyYNRHQ5DvaSky2+BqVk7bSAEJ3yGIcKksuYCDNoOUT723AAhOQrDjEgDiHmg0tDUOBmmhWdE8brnllkqYp4JZ4f8KHisIdZurDPDgKmnWHllt53pDAQ7rUj/88MOt4g1NYWrgXlTKVNXmDhzHDfg0BSamOQAS8SRd5DgAYSqTPyod8KMfpVvmIrN+5py2enATAATQT8lRFf3gSQU4fNriRVIAEeMytfDeQvQDohw41AnwgcdNN93U3HfbOVPbrtftlEAFj53yqHszJZCCRyQbjAC/qXEYSGvAkWsceVdjrfKpAXzhBjzkVTUXQMQm0DjkazKodhUAwtsLgIxJTRL1xVrnXcAR54WpCYCMyVEV1+NNgAZTVZ87Lh5HRmAawxRzkutpHF3AoT/Wqa+cRzyZdbcVPNaV79bVnoJHpCchhMhya8nZMUX6dhzHpz71qaLLBPKJxyhNVhiVSsJI48hNVXE835o9i8fgLjxGA5G+XQQ7U1XJdQZzAMKE1aY55P2KfcBD48A3lAAPM1Ms9NQHAFF/bJ2LsAYeQGio4CqYsHAVYwDEde6Fg0RwHG1tBXhUzqNNOst+V8FjWXlufW3A4+STT97ceuutB62TwYRlgOZmW1JoHIBjbDJFJDquJQWvvvYAx5jki1FXpFkvDehDjvelPol68y1zEq2gNBI8TFVm+SXAEe0ZDLTBO6rEhEXjABylyRejHdqWeAwAUmJW0i/aUwnpXsEjpLz+toLH+jLeqhb6wIMgLDUr6+0QgPCqYqoqTd+eC7lUA2Gq0p+p64YAEAGLQwASC09xKZ1SaCABIH2BfTQiZiHAMSVCPTQQ2g7tpavwCgMcPKtScrzr/LbvAQjZ9WkgtC1EfwlwaKOCR5uk1/mugsc6ct3aWofAg2CG1umQTHEOcITwDdg0kC4TFiCjccxdsRCA9OWiigWnpgJH3I8BG4CIoWgzYfFkmgMc0Q7CmwmrC0D0g1cT4Ggjx6OeoS2zXQAIGeYF+AEOnmKlcSIVPHIprrdfwWM92W5lzSXgQTBIdAN3PuOPdT+mahy50OWkChNWSk7jYJjQ8rXN8+tL9w3czDB5MkPAIaBRlt60/dJ68/OYimLdDT/eKAZXfAA+YYypKq7Pt7QJIMXjKyXRAUesEzIHOKI9JDitjew4IkRxD4BDbEqfBhTnx7aCR0hi/W0Fj/VlvFUtBHjwsx/iHACIATxm/rG2+WOPPbaozGLhJon0lLmmqq7OMRnxBDKAK//6r//apA7//d///a5LJn0PQMz8cQ0GWQSywVfQ3JKR6erm6SVoUZvMZWE6WwKg0pvneMABAQjSOKLdsSlUUvDQ7z6TWNp+/X+8BCp4jJdZvaJHAmPAQzVMWAZc61mzfz/++OM9tU8/RAMwMxdhLU5jbtxJV08QwJGtlrllqcDFvD2DOc0A72CQFPm+JHBEewBDXIV2fBDXqcYT5y2xlRWXzJD22hoLHPpQwWOJJ1FWRwWPMjnVswolADxOOumkJsJ3SPOIKj/2sY81vvkGwzWLdUXEADCXrVkENB555JGbO++8cxFTVVdf5cR6wQte0CRT7CPRu64v/Z5GJdHlGWecUeQdVVpvfh7w086ZZ57ZTCry4yX7FTxKpLTMORU8lpFjreV7EhgLHn/5l3/ZmCss8MS+nS/0tJRgLVHLLCICHRFculb52PafffbZhjz/wz/8w2YGvbQpKfpjQJfCRKoU3ADgXQNA8A20ALyED7NViRtv9LN0G15V7oNjAe8qZr+xJcDDeh7VbDVWeuPOr+AxTl717AEJBHhYBnRI83jyySebtc3DVCXFiBxVQxHeA1046DDgSN2DBerFQk9LkNjRoAh35HyYqnAREajX5h0V143dMo3x7sITKEBDPimfMQF+Q+0CCUCLf4iAxiCxp5iUutpLvbsQ8oogyh/7sR8bDSAVPLqkvPz3FTyWl+lW11gKHryq3vjGN27+4i/+Yoe8JDlEoi+lgQCOH/qhH9rkqVG48QrYi5UCd3Riwg6NQ2R7AEdUQUPAteANliCZIzkj4EiBL5ISlkZ6R/+6toCPZgM4UuDzP97IPS2R5DCNK8kjxwNABFeWlgoepZKaf14Fj/kyrDUkEigBjy9+8YtNHEfXErUC/ADI3HU6LA5E48iBI7obEd9z4y8kU+zL6muQNdiWpgqJ/uXbiCfpyuobAEIDmeNGS6voy+pr0KCB0KpK4y/ye7FPYxqKaJf/iwYikWRJqeBRIqVlzqngsYwcay3fkwDwOPHEE5uspm1mK8Ah5UiuceQCjHU6pgLI008/3RDj999/f171jn2ks8GJBhKmmR0nDOwAjjaNI78sck3RQKZEfqfA0edVBTRoHwCkJNdU3k/AgSvg/dbHodBA3AvvqCkmLNcLRMSh8BzrKp4JTzJmRubGoVLBY0hCyx2v4LGcLGtN31sMqgs8vvSlLzXA8cQTTxTJCoAYmGNBpqKLNpvN3/3d3zXtDAFH1GdWG1luxwAIUxWNw4BVUphlOAWYtfvhlRaxCtyLaRwlhSlI9LdYkL6BOa8LwKULRuXH830gFskKxwAIUBOjMmYdEeDOzDikgVTwyJ/SevsVPNaT7VbWHJqHlQRTzQNwSDlC8xhTAIgB2ipxJQVw4DgeeOCBktMPnGNQSlf0O3Cg45/o11hgM8iarZvZlwAIjyOaUb5gVEe3DnwNQH71V3+1GECYnwCHOI4xmhEeB4C0Lcx0oDPJP4ADsAGONHI9OaXzX1H6ovX7NJAKHp3iW/xABY/FRbrdFabgwV1VmQocIUkR4iUAwlQFOGKJ2ri+dBvrdAwN1CLUx2gcefsGagCCeO4DEMDBvZjdf0phwgIgXG37vLBwMqFxpOR4aZuuKQGQFNDGAkf0JTQQQZ9tBZiL5amuum3SWfa7Ch7LynPra0vBg7aAFEdaj9U4ckECECasLhORLLyAY+6StwDEgN21Vnl4g3X1I+931z43WAM2DaTNCwtw0ISsNJh6VXXV1/V9DNhm+m0AkmocfUDWVX987x5k8u3ywlI3LoYpra0fUc/QliwAyFve8pZNG4B454CH9DgI/ZqeZEii049X8Jguu3pliwSAxwknnNDM/AzCBnyBgEsUHIM4inylQMCBhJ+qceR944Wl74LiUnI64lBKF4zK6833AUi4w6bkNACLOJT8min7fuTh1RRxFOphQos4lDFcT1cf1CEoUp6t1I0XWCDwrTQ4hoPpasf3TKI5gHhW4l+q5tEnueWOVfBYTpa1poQwf+UrX7m59NJLN9KrL1kiniLWKg9yvHSlwdK+mPnLtRWBeDgOGtTSAYxIaoF4VgrENZgpRxbe0r6WnOeHLnpb3i3/I+/xFJZ1TQGypK6+c9wDACE7Wg2NhNkMeCwFHNG+ZY5NJoJE96yuuOKKBjzuuOOOGmEeglppW8FjJcFua7WI8qOPPnpz+umnNwPTGnJgrjA48dgxQ3/00UfXaGbDPdZga2U9mkhk/126MQO5AZZJh6mqa/2Rue3SboAFvoXJzFoabSazue0AEJ5hNBBtCTRcGjiij4IytUN+iHjmxqp5hHTW3VbwWFe+W1c78DjqqKM2F110UbGH1BQhCfyTgNHAvmahORmMuImuWSxM9dKXvnRzww03jPJ2GtsnJrkLLrhgw7yYmpbG1jN0Pq+qq6++enPWWWeNTjEyVHd6HPjRCE1WBIXysqvgkUpovf8reKwn262sOdU8zAbXKNb9YO9GWuMM8pQgS7XJq4rGYT0O9nocyBg31tJ+MLvQpLQjcA6JPidCvKtdYEFeZudMPEj0NZIc4lWQ4+JZtCPosGSt8q5+d31v8OLlxRyHA8HfkF0Fjy6JLft9BY9l5bn1td14441NhPm1117bzKTvu+++RWXyN3/zN01OrFhpMNYGD7fgpRqzUJUZbZiqcBGx4NIS5HL0U8wCIGS/V5h3mMqAyJIAkvZfO3gOA62BHe+yVIm11pkUDS4K8xgQlpdrqcI9GDjpfwAgR4ZLLrmkAY/Xve51lfNYStgd9VTw6BBM/XqaBIDHcccd17hKmn0iNGMAnlbj81fROHhVBXDEEQOwdmIAju+nbr/xjW80br95v82eLVxlMFyiAD7keBpMqV6DIQARo7EEgBi0AZ8VDlPNyQCMj6CNLAEggI82o99pahRARQMBIOlSs1NlmAJH3m+8Ec2jEuZTpVt+XQWPclnVMwskEOBx/fXXN55JTD8/8iM/MjvJIe4BcHR5VTH94CXygbigyztOkYVXUsZ8bfU4CYDwUpq7TkcXcEQ7sVa4gTh1443jpVukf2hMbeS4AUCwIgDJs9qWtuE87rixRK3YkrwAkPe+972NeU6fphbAQWPS37ZAQ95wwOPWW29tyPoa5zFV0sPXVfAYllE9Y4QEAjyuu+66TZiSAIgBuTTFSN4c4JC+/ZFHHskP7dgPAIm1ynccLNhBWjNVDZnaDEjh5to2IA81VWpqMyCbyfMiSmfyQ/XHcUCHS8HV9AUaGtiZgHhg5TP5qKtvaxDnbszU1gYc6bW8sGggUwZ1IEpTopWl8Spp/ZGe5Pbbb69mq1QwK/xfwWMFoW5zlSl4pGakAJCxuaAAh5xYn/3sZ4vEyoRFAxkLIN/85jcbU9XHP/7xonYMzAjasXES3IxLsvBGJwzMAIQJcExkdkTKMxeVFACCfAYgY5IcAhvAgbQuMbHhiyJL7ph1OgCHWBjA0aZxxD0GeNT0JCGR9bYVPNaT7VbWDDysq40wT8GDMCKZYKkGYsEopqrPfOYzo2RJA0FClwJIBBoOaRx5J2KhJ1xC38w+rpNiBTcz1jssTFilACLAUaQ1bgYolBZaFA1EbEYJgAQ3Y1Af0jjSPgSAiGkpAZAADiAV5HhaX/p/BY9UGuv+X8FjXfluXe0BHq9+9asPAg/CiBQfeYqRXFBSmjBV5eR4fl7XvgFUAOHQQk+RhbdU48jbiySH8jr1DdTmX7mBAAAMYElEQVQBHFMDAGkdyGAA0jdQu29mIRpHSo7n/e7axynIrAtA3FtXAWgGc2akKZwMAJHwEYD0kejqllqlz1SV9rGCRyqNdf/3vuP+Hn744XUbmlH79824tl66yxIYAg/dkVwQiR4pRvIuAg6mqqnAEfWZ1RqcJNJr0wy+/vWvNxzHJz7xibhk0lb8hMHWoGvwzUskdRwCzPy6fJ9ZSJoPnzYTFiIacDALtd1vXl/XvoGdOY5Zrg1AmKoQ1ohrs885RQZjIN/mxut+8ShjkilW8JjzNIav9V55P2xD81gqp9xw6+PPqOAxXmaH7Arg8f3f//2bLs0jOhZLt+YD6pe//OUGOIZWGox6hrZMWG1JBrnjMonNzcIb7QMQfEG+UiDgmJO+PeqPLdAQsCgAMyWNAaV1PwDHEsUAQZsCIGkkeixoNZROfkwfAEi+0BPg4GmG72kDyq76K3h0SWaZ74GGyZbnQhvkGPOGN7yhAXmebnMnE8v08vlaKng8L4s9/1+Ah9QUOeeRdz4G1gAQHAeN4/HHH89PnbVvYE0BRBoLJrGlZ0x4ggAQHf7Od77TaFgGtCWLeAoA4sM0ReMAHDyZ5mgceR+ZJSLNOtAwoNM48CJLDhL6LPV8aCC4FxqHASoFyLx/bfsVPNqksux3EcXPJTo+55133uZlL3vZJC+6ZXu3s7YKHjvlsaf3gMexxx7b5DUKV92+DsuSy+RjUOJWupTGkbfJLCIamclHYN5DDz2Un7LIvkE2NANrWyydhTc6yXU3yG2Bi5wD+jiXuG7s1kCOP8Fv0EK4/S4JHNEfmg4+CNFPfsBjSjLFCh4h0fW2IvkDNGJLc6SJpFrqej0or7mCR7msDvmZAR5XXXXVgTiPoU5Jcugl5LWzZvnc5z63OeOMM5oZ7prt/PVf/3WTEJBL7hTSurRv4kUkHpRPbIxpp7T+OI9b8k033bS5+OKLi7yj4rqxW44AEkNedtllDS829nrnV/CYIrVx1zz44IObI444YgeAWIgNtzglHmlc6+POruAxTl6H9Oyx4GGJWm61Zp1mtlO9kYZumldVJFOk6bCzL2niifZxOcwvTHZs9l0kepw/dYvLETkuahvo0qj64h+mtmMmSSt817ve1bj+0t6mBPgNtQ/8xIrQOJiwEP99a5V31VfBo0syy30vTZBJWGgdp5122kYuMVo2DXIvlQoee+lpDPQFeBxzzDGbV73qVYOah6VpcRyWqlUE0ImDKDF3DXRjx+FIphimKiYsXlhcRZd82bkhp6lYxCQYeJHLUyLRd9xEskPjYCaItda5s3LhncIRJNUe9C8OB9ByAgiTGNdM0fVzUozkDQEO/ecEEG6/zHDMi21LzebXp/sVPFJprPO/Z0/bDfBgZaCZDmWAWKc3/bVW8OiXz546GuBhJcE+EAAYSOsAjriJAJC5OaqiPiYkXlUBHPG9AD+z26VIZu7HvKryAEgAEvEQS5iwIoIecKTAh8yWyXasd1LII9/ibmiCXHZT4HMPtBBazxIAAjhoTXiO3PQWADJGAwnwqOlJ8ie63D6NPZb7BSC33XZbk52Bw8teKxU89toT6emPGQnNow88eFOlGkdeHS8sJqZ77713lmnJ2uZssV1BTAY/JD3TT8ys876U7Efqla61zdNI7JhZl9Sbn/Pd7363N/UKIpvZxwJZc0xYNA5kf56FN/oDtJZIcogQp22k6dujjdiaRNBAmOlKSgWPEinNPwfgh+ZB66A5WsZgr5UKHnvtifT0JxaDesUrXtGqeTzxxBMNcDBZ9RVurgDEAklTylNPPVWUTJEJyyyKR9EUAKFxSPr4kY98pLebBnODOn5iireS2Td5DKVcifiIklQebR2mkfHeAhxD8gAgZNcW4NdWd/pdAMdQxLxrAAhzZokJq4JHKuX1/qd9BnjIoM2cOeU9WK+Hz9VcwWNtCS9Yf4DHlVdeeRB4MFHROESQlxQDplnnWAD56le/2rRTura5l54Jixvq0ICZ9vuZZ57ZvPnNby5eryQ0ECk9UlNQWmfb/4CUHGhiJQWA0EC4TmqztACOSDdfYmJjvgC6AKQvxUjePiClcYzJFsyRAoDQSvtKCh5ibtYg9/va35ZjPCS55Mtjd/PNNzfvwZh3erfkVMFjtyS9QDvAwxrmOXhwkwUcX/jCF0a1EutelJqwZOFlqioFjugMryJ2fMkEUy4hjudbKjqO48Mf/nB+qHdf0FtoIG2pTPKLU+AY4x3G7XWMCcv9M1WZUZYAR/QT2AaAlCQ5BBzSjTBVjXXrxKHRvsikq1Tw6JLMst9zDhEY+OIXv7jxtOJ8shdLBY+9+FQ6+hTgccUVVxzIHivwbwpwRBPMFbyLunJUxXk0jjnJFMUzAJChARRw0DiGTFXRr3wLQBDbBve+JIdhqprqPGAmyEzG46tPA5G/CvfjvkuAM78foMbxYCjJofu2YJT7njpLlZFY/IxJRVsJ8EDi8hSrmkeblOZ/5/kxTZ999tnNu9PF981vaV4NFTzmyW9Xrw7wePnLX97MypHjvJ2efPLJWf0I91QxAG0lgGNs+va8LoMNmz8bbtsMPIBjbPr2vB02fzPwLgAxu17CbRlBD0DEZ/Cgyov7jQWjpgBHWh8PMAAis29egBeNS4bcOU4D6gUgXKLbTFixkiBTCm+xCh75k1hu/5ZbbmniPcQzrZUZYm5vK3jMleAuXg88jjzyyM0111zT8AhMO0u58PE2EoCXp1mPnFhzgSPEFANqDiAWjKJxzAWOaCdm4gbUlESXsgVwTNU4ov7Y0m4E4NFAUgBxnzQtXM9c4Ii2JGYEIJ5VFFl4AUcXUMZ5Y7byodFA/vEf//HAZcBeji9ErsWgKudxQDSr/IMnFCDIBMlxZC+WCh578al09Ck0jx/4gR9oAgVFdi9ZuJGaUbJ/G/C447KDz9Vs8j4inZlYIp7CjwNwSc2wZMEZGNgjEM+gSxNYwwwADMO7iSbAI6uUhB9zz0CPyYgZEHAhxq1SuHT56Ec/2pD13Hi9C4BLNmfgIc6jgsfSEt9Zn9/G8ccf32i1eYzOzjMP3V4Fj0Mn+9Et8/mmeZx00kmNXR+JynbP7LTEh1ePtO3SQBuU7rnnnsaMsUY7Tz/9dKNp8AzijosTMLgbrErvBV/T99FvpjCzaDyILU1E/drpu3bMMf02S2eSA77IcdoA85hjfXUN3avn66O/TFa2ng2w1Y721EHTcXzMh3zSj776qMP3kkPiwwQZ8kiLjK84jwoeo3++oy5gKgbUNJC9Wip47NUn09Iv4GE9D7lveGJIcnfppZduLrnkkh0fSfbaPhdddNFm6IOMv+CCC5oX94UvfOHGvrouvPDCgz5DdcXxtr6o13E/EGAo8PHyyy9v7sc9+bi/9OO4D84n/agrPjzR0o/09c7VDtdH+1I+aG/JD1OidiW10466tZP2Jfpom/Y/7ss2vV//O8/56kGi6r9liLWhLe1a98HWh3Yw9Ilz1RUffZX2JmTif8dOPPHERnb64jmS45133tmAcZ9DQsvrW78aIQGmVrJm+tyrpYLHXn0yLf266667mhfKS5V+aCMizwHLcccdtznhhBOaH/3JJ5+8OeWUUzannnpqYz89/fTTN2eeeebmRS96UQM+ssb68Oo455xzGvdAx10PQICHa88///zmGPfB9HPuuec217lWHVEfYNOGurTJdqsefdEnA5J+ugdtcT/2f55NNL3H+v/OZ34o5eHZAhJxKxwTaHX1s6wMcGiesUmbmCJcZMrdtQwPu/5VBY9dF/n0BnleAAozQiYYhDnPGP8jgfETPkwMzA1MGz6ITkSrDzXYR/CZDw4gPmY5jqnDMXW4ljnGsbZPXBvbqDfaiXbVE/1Rrz7qv37bMl25l/gfeS6mxIdH2dQP9+L8Wt+t8cnb2W/7b3rTmxq3cJMBgC/X2GOPPdbkNpPfrH6Wk4G0P+K2xHA98MADjTm5zUNx+mgy/8oKHvNluGs1sKvztZdhk/eTH27+sTZ510dwX8nH9c6Lekqu6Tsn6sm3ed/TffdXP3tPBp/97Gc3f/qnf9qZ02zXfgy1oUMugQoeh/wR1A5UCVQJVAkcfhKo4HH4PbPa4yqBKoEqgUMugQoeh/wR1A5UCVQJVAkcfhKo4HH4PbPa4yqBKoEqgUMugQoeh/wR1A5UCVQJVAkcfhKo4HH4PbPa4yqBKoEqgUMugQoeh/wR1A5UCVQJVAkcfhL4f1WQH1rt1gPkAAAAAElFTkSuQmCC)
CHÚ DẪN:
1) Phần mẫu bị kẹp;
2) Đường cắt định trước;
3) Đường kẻ khoảng cách hai ngàm kẹp.
Hình 1 - Kích thước mẫu thử
6.2 Mẫu thử thông thƣờng Mẫu thử thông thường được tiến hành ở trạng thái khô. Khi có yêu cầu, việc thử nghiệm có thể tiến hành trong điều kiện mẫu ở trạng thái ướt.
6.3 Xử lý mẫu thử
6.3.1 Mẫu ở trạng thái khô
Đưa các mẫu thử về sự cân bằng độ ẩm trong khí quyển để thử nghiệm. Sự cân bằng đạt được khi độ tăng khối lượng của mẫu thử trong những lần cân liên tiếp với khoảng thời gian không dưới 2 giờ không vượt quá 0,1 % khối lượng của mẫu thử.
CHÚ THÍCH: Trong thử nghiệm thông thường có thể chỉ cần để mẫu thử ở điều kiện không khí chuẩn trong khoảng thời gian hợp lý trước khi thử nghiệm. Phần lớn các trường hợp đều cho thấy khoảng thời gian 24 giờ trong điều kiện phòng thử nghiệm là chấp nhận được. Tuy nhiên, một số loại sợi của mẫu thử thể hiện tốc độ cân bằng độ ẩm chậm, khi nhận được mẫu còn ướt. Trạng thái này của mẫu thử không đuợc chấp thuận trong trường hợp xảy ra tranh chấp.
6.3.2 Mẫu ở trạng thái ướt
Các mẫu thử được thử nghiệm trong điều kiện ướt phải được nhúng trong nước có nhiệt độ duy trì ở (21 ± 2) oC. Thời gian nhúng phải đủ để làm ướt hoàn toàn mẫu thử, đảm bảo không có sự thay đổi đáng kể về độ bền hoặc độ giãn. Sau khi nhúng thêm ít nhất 2 phút để làm ướt hoàn toàn mẫu thử, có thể cho thêm không quá 0,05 % chất làm ướt trung tính không ion hoá vào nước.
Khi thử nghiệm mẫu thử ở trạng thái ướt, thời gian thử nghiệm không quá 20 phút sau khi lấy mẫu thử ra khỏi nước.
7. THIẾT BỊ, DỤNG CỤ
7.1 Thiết bị kéo
- Tốc độ của thiết bị phải điều chỉnh được ở tốc độ (300 ± 10) mm/min, phải ghi được giá trị lực kéo và giãn dài tương ứng để vẽ được đường quan hệ giữa lực kéo và độ giãn dài.
- Lực kéo của thiết bị phụ thuộc vào loại vải ĐKT, nhưng phải có thang đo lực không nhỏ hơn 20 kN, dải đo 1 N, độ chính xác ±1 N.
CHÚ THÍCH: Lực xé rách của các loại vải ĐKT rất khác nhau. Để đảm bảo xác định chính xác lực xé rách của vải ĐKT phải lựa chọn bộ phận đo lực của máy thử nghiệm kéo cho phù hợp nhưng không lớn hơn 100 kN.
- Thiết bị đo giãn dài phụ thuộc vào loại vải ĐKT, nhưng phải có thang đo không nhỏ hơn 300 mm, dải đo 1 mm, độ chính xác dải đo ± 0,1 mm.
7.2 Ngàm kẹp
Ngàm kẹp dạng phẳng có đủ lực để giữ mẫu không bị tuột gồm hai má kẹp. Má kẹp có chiều rộng là 100 mm, chiều cao không nhỏ hơn 50 mm và chiều dày không nhỏ hơn 25,4 mm.
7.3 Dụng cụ đo kích thước của mẫu thử
Dụng cụ đo kích thước của mẫu thử có thể sử dụng các dưỡng mẫu có kích thước chuẩn hoặc thước đo có độ chính xác 0,1 mm.
7.4 Thiết bị làm ẩm Bể ngâm mẫu hoặc thiết bị phun tạo nước nhỏ giọt.
8. CÁCH TIẾN HÀNH
8.1 Vận hành thiết bị kéo
- Điều chỉnh khoảng cách giữa hai ngàm kẹp là 25,4 mm.
- Đặt tốc độ khi kéo là (300 ± 10) mm/min.
- Chọn thang lực đo của thiết bị nằm trong khoảng từ 30% đến 90% lực kéo đứt mẫu thử.
CHÚ THÍCH: Đối với mỗi loại vải ĐKT có lực xé rách khác nhau. Để thu được kết quả đo chính xác, tùy theo lực xé rách của mẫu thử cần lựa chọn loại thiết bị đo có thang lực kéo phù hợp.
- Đặt chế độ làm việc các thiết bị tự ghi số liệu thử nghiệm.
8.2 Cách lắp mẫu thử vào ngàm kẹp
Đưa mẫu thử lần lượt vào từng ngàm kẹp sao cho khoảng cách giữa hai ngàm kẹp là 25,4 mm. Kẹp mẫu dọc theo hai cạnh của hình thang cân sao cho đường cắt định trước ở giữa hai má kẹp.
8.3 Tiến hành thử
- Kiểm tra thứ tự từ 8.1 đến 8.2 và cho thiết bị kéo chạy cho tới khi mẫu đứt hoàn toàn.
- Lưu các số liệu thu được trong suốt quá trình thử nghiệm.
- Tiếp tục lặp lại tuần tự các bước trên cho tới khi thử nghiệm hết số lượng mẫu thử.
9. TÍNH TOÁN
9.1 Loại bỏ các kết quả dị thường Theo quy định của TCVN 8222:2009 và gia công lại mẫu thử, xem mục 6.
9.2 Tính các giá trị của mẫu riêng lẻ
9.2.1 Xác định giá trị lực xé rách hình thang đối với từng mẫu
Lực kéo trong thử nghiệm này thông thường có một số giá trị cực đại trong đó có một giá trị cực đại lớn nhất. Ghi lại giá trị lực kéo cực đại lớn nhất, tính bằng N.
Lực xé rách hình thang (ký hiệu là Tx) của từng mẫu là giá trị lực kéo cực đại lớn nhất, đơn vị tính bằng N, ( xem hình 2).
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91q4jat2/vMjdv2LDB2yXfd4mWfNHoCxEQAREQAREIBIFAiZbrr7/eKlasaB988IHL3Ow575LNOVaRaIlFSN+LgAiIgAiIgL8J+Eq0fPnll0YwOV7Tpk1zr+nTp9vLL79sY8eOdXmJvIi427dvt6+//tqtKOJzrCLREouQvhcBERABERABfxPwlWj517/+ZWXLlnUvVgl5L2K4sJqoSJEiduutt1o8IiU3domW3ET0twiIgAiIgAgEi4CvRMukSZPcsmdWCHXv3t29+MxSaBxwsbr8888/BSIs0VIgbDpIBERABERABHxDwFeiJZVUJFpSSVd1i4AIiIAIiEDqCQRKtKxYscIFlvvzzz8TJiPRkjAyHSACIiACIiACviIQKNFy//33W+3atW3evHkJQ5RoSRiZDhABERABERABXxEIlGi5/fbbbb/99rO33norYYgSLQkj0wEiIAIiIAIi4CsCgRItd955p1WpUkW5h3x1CakxIiACIiACIpAeAhIt6eGss4iACIiACIiACBSSQKBEy7hx42RpKeSA63AREAEREAERCCqBjIoWkh3+/ffftnbtWlu3bl3U1/r16+3mm2+WaAnqlaZ2i4AIiIAIiEAhCWRUtKxcudIuu+wya9CggTVu3Djqq2nTpnbQQQfZ3nvvLZ+WQg66DhcBERABERCBIBLIqGhZvny5NWrUyKpWreoECaIk2qtatWpGksRFixYlzFqrhxJGpgNEQAREQAREwFcEMipaCMn//fffG4kSSX4Y68V+y5Yts02bNiUMUaIlYWQ6QAREQAREQAR8RSCjoiWdJCRa0klb5xIBERABERCB5BOQaEk+U9UoAiIgAiIgAiKQAgISLSmAqipFQAREQAREQASST0CiJflMVaMIiIAIiIAIiEAKCEi0pACqqhQBERABERABEUg+AYmW5DNVjSIgAiIgAiIgAikgINGSAqiqUgREQAREQAREIPkEJFqSz1Q1ioAIiIAIiIAIpICAREsKoKpKERABERABERCB5BOQaEk+U9UoAiIgAiIgAiKQAgISLSmAqipFQAREQAREQASST0CiJflMVaMIiIAIiIAIiEAKCEi0pACqqhQBERABERABEUg+AYmW5DNVjSIgAiIgAiIgAikgINGSAqiqUgREQAREQAREIPkEJFqSz1Q1ioAIiIAIiIAIpICAREsKoKpKERABERABERCB5BOQaEk+U9UoAiIgAiIgAiKQAgISLSmAqipFQAREQAREQASSTyCpomXHjh321Vdf2dtvv23vvPOOe7333nv2/vvv27vvvmtz58512/h+2bJltnPnzuT3KJ8ae/ToYbNmzcrnW20WAREQAREQARHwO4GkipaNGzda586drVKlSnbAAQe4V8WKFW2//fbL2Va5cmX3+eqrr7Zt27aljY9ES9pQ60QiIAIiIAIikBICSRUt//zzj82YMcPuuusuu+eee9zrjDPOsD322MMuu+wyu++++2zcuHE2duxYZ3XBMpOuItGSLtI6jwiIgAiIgAikhkBSRUteTRwxYoQTLVOnTs3r67Rtk2hJG2qdSAREQAREQARSQiDlouXaa691ouWZZ55JSQfirVSiJV5S2k8EREAEREAE/Ekga0RL3759bd68ef4cBbVKBERABERABEQgJoHQi5a//vrLrVxq3ry5TZgwISYQ7SACIhBeAps3b7aPPvrIpk2b5n4XwttT9UwEwkkgo6Jl7dq1xo+IV9avX2+IjGSVzz//3C688EIrW7asm6JiFdPgwYPtzTffTNYpVI8IiEBACKxYscK6du1q++67r/s92HPPPa1Pnz72//7f/wtID9RMERCBjIqW559/3vA1QbwwddO2bVv3FJSsYenZs6f7cWL1UuTroosuStYpVI8IiEBACHiLAiJ/C/h86qmn2vbt2wPSCzVTBLKbQEZFy/fff28tW7a0K6+80s4991y7/PLLDWtLMsqXX35phxxyyC5ipUiRIu5vLC+TJk2yP/74w37//feUvFavXm1btmzJtysE1kOssV+q2pBfvZwz0sKVu5G0jXHIRNto86ZNm3I3Kedv2rZu3bqMtS0aNxpJ2/Ljnsrtsa43r235jSkPDU888UTO66mnnrKJEyca7972xx9/3KZPn26//PKL/fnnn7ZmzRoXJJKplhdffNH4P0cfua5z9zUat1Rfb/w//+yzz6xOnTq7/B4gWPhNKFWqlKaOc/6H6YMI+JtARkULaIiSW65cOatXr56tXLkyabS++OILq169+m4/Ut5T1mmnnWbDhw9300VMGSXz9a9//cv69+9v8+fPz7c/BNYjnk2/fv2Seu5Y/fDa9uGHH+bbNm4wDz30kOG8HKu+ZH4/aNAgGzJkiLsm8mscAQzHjx9vAwYMSHvb6OsHH3yQX9OMuEPEJ0KEJ5NLPHUxVosWLcq3bVgSiJOUe0zhfdVVV9kpp5zibuBFixa1YsWKuc/eTZ2/2c4N/uCDD3bX9rBhw+zMM890+3r/p3g/7rjj3PdDhw51DLje4EFE7PwKIvXhhx/erW3x9DuefWgL/x+rVKmS7+8BwS5VREAE/E8g46LljTfesL333tuaNm1qv/76a1KJNWnSxP1I8STFDypz2AceeKDtv//+LsgdooI0A6l4kcbgt99+y7c/3OA++eQTd4NOxfmj1UnborFGUPHUjKCMVk+yv+PGxhN/NPFK2/BVog/JPn889UXjhsWAJ3r6EU9dydyHscKKkl/x2pZ7TOHN66WXXnJCFfHw6KOPOqsn/2fOPvtse+SRR5yoQMhioWT/f//73+7/1EknneTEN4KIaVeOOf/883cZH3hgncmvMKak/8jdtmTxwfH26aefdhG6aV9erzvuuCO/5mm7CIiAjwikXLTwlMOPBGbm3OWbb76xhg0buqegjh07uve///47924F/vvZZ5+1EiVK7PIjVb58eec7w4+4igiIQN4E8DcrXry4jRo1arcd+L/Trl0722uvvZyA8XZANB1++OF27LHHRhVQ3v7pemcqq02bNrv8DuQWLs2aNTOmq1VEQAT8TSDlouX222930zR5eejfeuut7ukMocLT83nnnWdYXpJZxowZY0ceeaSVLl3ayIPE0+DXX3+dzFOoLhEIHYEnn3zSiRaCQ+YunrWLxKdbt27N+doTLfx/W758ec72TH7Ax6hDhw45guWoo46yChUquN8Db1Uh4qtatWrWunVr++GHHzLZXJ1bBEQgBoGUixbm0slJlFeeIXwnIr32+QFk32QX5swvvfRSlxdJFpZk01V9YSQQTbTk7i9TZmRyZ/kwgmDkyJG7/L/OvX+6/sYRHp8xz6rSqFEjw28KHxuc/m+++WY3/YVF6bDDDnP7tW/fPl3N03lEQAQKQCDloqUAbUrJISx/njNnTkrqVqUiEDYC8YoWLBlkdveEAdO9P//8c8Zx8HBy/fXX57TrxBNPNJyHCbGAr9k111zjVkIxRc1CANpPZnpWMWJJUhEBEfAngawRLco95M8LUK3yJ4F4RQvBIHHCZRVS/fr1naWFAG7RnNDj6TFLq5najRY2IFo9d999t5UsWdIFlqxbt65zHGaaCJFCYVUTzscUfHAQLQibs846a5cpL7eD/hEBEfANAYkW3wyFGiIC/iEQr2iJbPGqVatcBGoEAKuQClqIq4LFhiXWr732WsLVEFcGB3xWCxKbhWXRBK5kCssriBZiy2CRYek2bWY5NwJnw4YN3m56FwER8BkBiRafDYiaEwwC3OywAhA3Bp+p/F65/bZy9w6frrz8vXLvl+6/o4kW2kzwOKaGcpcXXnjBCQCEQkHLjBkzclb9Ea022jLz3Od45ZVXjBWCiJCjjz7aBg4c6JzvX3/99V12RbRMnTrVbevWrZvbH5FDvKgff/xxl31T/Qfjz3WS3zXkbed6k09eqkdD9fudgESL30dI7fMlAfLY9OrVy/lAEJeE18UXX2yXXHKJtWrVyq2EYzUcua/ysxaQA4ub57Jly3zXx2iiBYtKly5dXB6f3LnCiOWCYCBkfkEK/iSdOnVyUWpZ8UeMJRxnIx3286uX2D3EYeL8xxxzjBFugfHwxEnkcXB/7rnn3CaWdWPVIYjeGWecYR9//HHkrin/TLsvuOCCnGuG64d2s0zbu7a4lph2++6771LeHp1ABPxMQKLFz6OjtvmWAEtj8ZEgsjJTGaeffrpbIswN8/jjjzdWqrCNoIk8/ecuixcvtpo1azqfC4Kf+a1EEy1Yl7y4J3feeWeO4yrRglmFQ2iBaBFwo/WVIHMHHXSQs5awFBmeLE1myida8Xiyf+XKlZ2PDeOT3zQVooU4ThSEFs64rHzCpyU/kRnt/IX5bvbs2e56wSeocePGOekGsPxEXl+Ea/j2228LcyodKwKBJyDREvghVAcyQQCTPr4PTJGQp4kpjAYNGrgbJpGWsUDwHe+Ry/iZBsCX4tBDD3U3ZG7Q0cLvZ6JvnJObPQKAm3teBZFw8sknO0sIAeVq167tgs0R3fqBBx4o8JQXqTU4L4KlTJkyOWkCOAfnzKtg9SI4HMcxNURaAqZ8cOTNb+qNfk2ePNlVRwwprCyII3Kh5RUIM6/zJmsb1iWuEy/LPZYXMlGfc845Ljo027mWiGeVX3+S1RbVIwJ+JyDR4vcRUvsCQYAbD2kjyG+zdOnSPNuMTwI5k7i5kqMHx0+mMxYuXJjn/rk3zpo1yy3bZdqDF/lybrjhBrvuuuvc32xjFQ+rebjReYXpJ27E7MuNnGkp/CSiFc7F8t9oFg6sTYgMrElYCBAK3HALWohcS1oA+DBN433eb7/9nKAg+FvuiNnc7C+77DJ3DMcxzdK7d2/XrmhLlyNFCwEtOZax4BwExMxkIRUEfaYvea2ewhqF0MKvCP+bmTNnuhhUHKciAmEnINES9hFW/9JCgCkTbtzE+uCmklfhJkO6CiwBhIznBkkerHhFC8kYyVxOIlAsNTyNc7PF76NGjRruO4QQ0wjekmPEB1YQ9kNQMeXAZ+IWJeLgmld/kr0NCw3WDqweTO2Q3BHHWKZumPLh/ZZbbsk5LcEo2cfLLUZUW5xvCSiXW9zkHPR/HyJFCzmPSAiJNYfpofysS7nrSNXfWN4QLfizIMpyF4QpY4hY84QdfyO6EJmyxuQmpr/DRECiJUyjqb5kjEA8ooVpIk9M0FDM/4mIljVr1rg4I0uWLHG+DVhUWNrLDR5fB7YjmHj6xnGVaRMEC+fA0kLmc/xOcPLkJueXyLWwwKKAZYd24USL8GKKCisRYoTtTKXhdzJhwgQ3zjj7sp0X/iDcxFnajDiMVSJFiycSED9MeVFPJovXnvxEizeFhrCBAZaW0aNHu9QECFo/OnZnkqfOHS4CEi3hGk/1JkME4hEtkU3DSpCoaIk8ns8sDfZW1+T+jr+nTJnibmREf40s5PniqZwbNDFRohXED3mEfvrpp2i7Ffo7pmgQV1g8mGYjJcCCBQtcvWSWxr8l0jEXJ2csL/Sf2CqE5yc0f7xJDyNFC9N5njUKJ2qETyZLLNHiRfrFohRZWKmGiE23I3FkG/RZBFJNQKIl1YRVf1YQyIRowaGXmzZTJHkVxMn48eNdMtLI77mxe9mYIy0/kft4n+nX2Wef7aaiWFGUioIwIp4KFhOm17wptMhlzix79qwqke+sVuJYcot9+OGHcTcvUrSsXbvWWrRo4aalWPmExSfSJyjuSpO0YyzRgg8TDHI7DCP0uB5efvnlJLVE1YiA/whItPhvTNSiABLwo2jJD+Pjjz/u4pJcccUVMUPW49y5zz77uJskYfG5YSb7hs6UFj453IgJqc/N1wux7/WBqS6sKZ4fD3FVsMzg2IxgyR08zjsuv3eEDhYcCgHbsFqQOJE2HHHEEW4qLb9jU709lmgh8zbt9JZse+3BARnRktcSe28fvYtA0AlItAR9BNV+XxAIimhhygUfERxb44mlQhwWBAIvbpS8sEQkMwAbDsbUyxQQAdTwKYFnXgVxwsoinGcCaPoAACAASURBVHWZCmEq6fnnn89r16jbIi0t7Dh27FjXBoQLzrxMrWWqxCtavCXbXjslWjwSeg8zAYmWMI+u+pY2AkEQLTjh1qpVy/mN4OQaKyQ83xOJFUGBSMDfxBMu+MRMnDgxZh2xBoD4IwRQo16merp3757jaJvfsTjaEo0YqwtioyCFlVORFqNp06ZZpUqVXB+JxFvQiL4FaUvuYyRachPR3yLwPwISLf9joU8iUGACfhct3JSxsOC86q2+idVZrCksoUZQ4KDKtAmfvWXTiBiWbxdm6TSWEy+IHBYWnEl/+eWXWE1zYompq1jxZmJW9H874NdCZGOsN0yxMO0Uy0k53roT3U+iJVFi2j+bCEi0ZNNoq68pI0B03BNOOMHd0HGAjVVYPcRNkumIRBxII+uN5Yjr7YsPC0uFq1atmtBUirekGJ8WLC7EB2nXrp3zccHK4VleiE9T0D6w/BqhcOSRR1r79u1dYLdYFiCvX8l+79y5s+G3gzMwU1BYpjJRiKiMZYugfZHWIK8tTG0hHnM7RtN+tpO0UkUEwkpAoiWsI6t+pZUAK13mzJnjnCDzutHkbgwBwIgeS2RTIsEWpMQjWp5++mkjtD4Oru+//37cpyFuCiHtuQmecsopLrYLq1KwSBBZF8dZgtURK4R9iKHyyCOPxF0/O3799deuDo7HwsIrk3mYmGrC6sPKKqxJmfJr4XrgusDnKK+ovliYSPaIc3JkIUghySFXrlwZuVmfRSBUBCRaQjWc6kw2EYglWpjewfcEqwjOqviP4A+yevVqF+QOAZJf9NT33nvPHYs1BZ+TwYMHO5EBXywhnJtotdzkETDsx2d8Uqg/nkL8GCwKderUcdGBWRVDGzNVEAHwwqeFiMNE380rjH6m2qfzioAImEm06CoQgRQQ4Gm5oBaUeJvD6hGsFEwL5C4IC5Y08z0v4o8wzcM0ES98W5o3b75LhN7IOm6++WZ3HKuMiMz673//O/Jr9/mbb75xFhjECvuxBJkw/AStmzdv3m77R24guu+JJ57ozkHofKL6PvPMM5G7ZOQzgeoQYETYpd+rVq3KSDs4KQKT5eBMF3333XeFdnrOWEd0YhFIIgGJliTCVFUiAAEirBLtlhdJBVNVCMuPdYKYJuSoIdiYFxEWCwp/Dxs2zL3wgyDOiffib5Yz5zWVRV3eqiHCwhO8Dr+YvAoOyNTDyhusJl6ofRx42R4ZIC7yeHLkMAXDaiaC1/Xv3z/lUXcjz5/fZy/IHf0gSm5+maXzO76g22H+6quv2oMPPmgIRnJDnXnmmW5FFVNwTO998sknBa1ex4lAaAhItIRmKNURPxAg7wsh5j0LBzee/LI+J7O9WDaweJDpubCFqSGsMTgJN2jQwLp06bKb/0Tuc8yePds5ItPv8uXLO6sLYfexAuVOAYDQ8fIf4cRLMLmbbropd5Up/RsLSl5TUfj9EJOGFUTEa8kddTYVjcKi0qNHD8fcu268uDiMg7cN/yQVEch2AhIt2X4FqP9JI4BPBNMK3GRYgeKtrmEbVpFUlscee8ydl+mNwhYsJPSB6SSmmHLnuMmvfsQJFgJW4HA87/iH4PsSmQ8HYcA0EhYEAtUhipIZrC6/9kVuv/HGG52za+Q2PiNmWGVF3xEuWFuYmklVwa+oU6dOjhfM4MX0GtcPGb1pC9thdfXVV+cbdC9V7VO9IuA3AhItfhsRtSeQBMjgTJwRbjDccLBQcNPG2sDqHawvrO5IRWEqCEdZzs20Rqx8QtHawDQFS22Z6iEuCzfURJbQMh30wAMP5NxsaZN302V1jrf6iG3HHXec85Uhkmu6C9NRBMfLXXC8JfEi7WPcEC7EqPn0009z71rov//++28n8ljyzfmYAsI3iOuI9uHUjGMw32FxQUClw2pX6I6pAhFIIQGJlhTCVdXZQ4Dw+CwB5gbDjYdpDwQEvh0EdePGxBP0m2++mXQoBHfjfJwb35Lc4d0TOSE3Z6wg1NWmTRvn21IQEfT22287nwzq8V5MeVxwwQVutRGf8fkhbxBTS+kuucP4R56fJcVYrHAsxoEZKwcxeObOnRu5W6E+ExSPJJCIQ/ggcmnTxRdf7KL8zpw503B0fuihh3JSKHBdZWoZdqE6q4NFIIkEJFqSCFNVZS8B8ucwHcTTORYKbsjc5HAyxdfEEzRYF7DKJLNgwUGscPPDusOUTkHLbbfd5qxDWIt44idBYkGDvRHZloB0WCs84eK9IwiY7sDnJVlRbRPpczTRQj1MCXlTfV6SRsRn7oBuiZzT2xdrFFy96UPi4LA6i7xLuWOvIBgRTnBDBOMLlN8yda9+vYtAmAlItIR5dNW3tBAgui3RXLmxcGMjL86jjz7qzo05n5sSYgLrAk/shQl7n1eHWD3kiQHesZD8/PPPee0adRs3Q6xBOOCy3BcnYp74C1MQaKw8YpWQ10asTs2aNXOCJVPOpbFEC32GIRxoN8KLMeQdPxwEaUHF1n/+85+c+k466SSXCqFjx455+j1t3rw5Z7oKkcMU0pIlSwozJDpWBAJNQKIl0MOnxvuBwLfffpuTl4fYIzijss0rw4cPz7lht2jRwr788kvvq0K/IzSwWHiCgGXECCMipiZaWFLrWRUI14+lJVlOqDjaesuoufkSI4ZzJKv+RPsaj2ihTlb2EEMGLsS28awj8Gaq66233jJEa7zFy2iNMCRoH7mbmCIjFkt+ZcaMGe68iN6aNWsa1jAVEchWAhIt2Try6nfSCCAQuJnhn8B0Bw6UkYXYG56o4Mmd8P3JKiT187Ikc1OjDbSF1TGJTusQnh8rCA6fWEK4ORbUmpBX/wi2R1wZbv7wGD16dJ5h6vM6Ntnb4hUtnJel0V6gPqbhcK5m+owpLqwvWNkIux+rsMKL1UH0naknxCY+LLEC8eHbcswxx7ixZXxbt26d1HGJ1W59LwJ+IiDR4qfRUFsCR4CnbGJscCNihQdTQw8//PAu/SCEvidauOEwnZOsgkXHc5z1rACIAvwjEpkioh+eMy/HtmrVyiZNmpSsZu5SD6uL8PEhw3OmSiKihTay0odVVCzPxreEBI9YXxAR8GeVD/4meU2nYQ1DuOLvxHWANY64NEzjxcMAHxh8gziW6alGjRo5C0+m2Om8IpBJAhItmaSvcweeAM6mWCa4oZAZmCmQyKkhOohIwQri+UPkFjWFgUASQ0+scFPkM8HdiGTL1EW8hdgprE6hnViDiAwbT7bqeOvPvR+Re5Npxcldf6y/ExUtXn0sCYcryR0RL1imPOsJ1wBOs1hPPHZYl7CoYJ3he5yymzRp4gROIkvJEZCIYq4hpgBHjRrlNUnvIpBVBCRasmq41dlkE8DfgBsRNyQsLrxyh66fNm2au2lx40LYkIjPK+zLMmOWQuOUmuiyWi8+C4HIiODqCRisLVg0crfFO2/udy/XED4TCC/C/+eVYTj3cUH9u6CixesvDsazZs1yU0NkhWb8sbwgGPmMqECYIQCxxrDtqKOOMvIsEbiONAaJFJy3mQZEsDAlhcUHwawiAtlGQKIl20Zc/U0qAW9qCP8Gnr7zWhI7Z86cnKkEVucgNLyCTwoRY7mpeTc+UgHEU5h28I7lZtiwYUMnWhAuxIdhuoL6Y5UNGzbkOMmyVJsIuBMmTIh1WKC/L6xoiez8K6+84nxesLzgYIuAxEmXlT7euBJckBQLON1OnTo18vC4P5PuAMGC6GF8yVWkIgLZRkCiJdtGXP1NGgGmClipw40J6wQ3/LyS2hFHBcdNbjY8bbMqxyurV692S6K9mxs3vXgFAzE9uHl550dscHPE8sM0AiHgCZQWq3zwwQc50xcILxyJwx55NZmiBb5YpVgZhlWFqTn8XBCPvOMfxHQb1pGPPvoo1nDk+z3+LzgCcy0hXsaMGZP0mD/5nlxfiIBPCEi0+GQg1IzgEWBqiCkB/EBwsOVJOi/LBpYTVn8cdthh7obWtm3bnM4SPIxYHZ5o4Z0w8vEUntgRKEwZ4EQ7fvx4e/bZZ504Ytuhhx7qHEBj1XX33Xe783OD5WmeJdthL8kWLfAaMWKEEy2ewy0CA6fmbt26uezaP/74Y6GwYlkjpQBjW6NGDecbs3LlykLVqYNFIGgEJFqCNmJqr28IcINHZHADYYkwPiR5LTMm3w7TN9zM8GthWTSrUSiRjrzUxdM5jpzx3OAGDRrkzo8fCmHgWaVEXBEsLJyL6QoCoeXVJg/iokWL3I2Qc+ObweqnVK0a8s7ph/dUiJZ3333XMYc/1hbC9LMcGh+mZDkdI4zxV+IcXEuJOFv7gbvaIAKFJZBU0cKPIz/QqH9+jHmRNZWX9zfvfI9pPZ0F3wMc51REIBkEuH5ZesrNnikZpnzy8zHg/wVChX252RDzwwvXTmZkRI8nWLCcYHmJFRyOp25SBHAcfi3cHPGdoWDJwSEUywlpA4jzkVfhJlunTh1XB/UgdHDmTXbE3rzOneltqRAtOD0z/QdLLF9MByXqcBuLC9nCWbHE+JIfacCAAbEO0fciECoCSRUtPE3w9IcJk7l+Xjgennrqqe6H2NvG94SyTufqBImWUF23Ge8M8ThIpIcPA6KF3DHRrCM8dXsCg2tx8eLFrg/Lly93Pgp8hz8LL25KsZa0/vDDD87Rk+kp/j+xrNZbao2lhPpIKcD/PaZ/cheWYfM9+3E+RBc5k+KdmspdX9D+ToVogQHh+GGK8ExmEEGP7/r1613dWFnwbcHZtyAJLb369C4CQSOQVNFCWve77rrLhb0mpT0vfgj5T8zTIPO7/DjyVPjUU0/FvRwzGVAlWpJBUXV4BLzQ/FhOcF69/vrro07DkCCP/wf8f+D/hWcVIYw98Tf4Dt8Ypocw/+NXgoUyv8JUEFYZblqIJkSLF04ex18EFfUSN4Rw+ZFTRERm5abHOXnH8Ra/CyLgptsCml//Ur09VaIFnyKmCuNdAZZoPxlHMj8zdkz/8bvKb6mKCGQLgaSKFg8a/7G8F2G7+Q82ceJE97W33ds3Xe8SLekiHf7zMAXasmVLd10ztYOJPtZ0DhFQ+X/ACiJy2XhRcUl+h/jgO4KUseoHwUGCwWhP6iNHjnTHMB1x0UUXuZD4HnkeHngwoE78VFh+6yXZGzdunHPk5DvOgw8LIurOO+/MquzBqRItTNslO4u3N67e+4IFC9wYMp3H8moeBPldVRGBbCCQEtESCc57wpw8eXLk5rR/xo9APi1pxx7KE7733nvOisGyUxxg8V2I5QfiJcpDmBBB14uKyw2IehARONRiGSEkPFM2+EPkdTPipsiNimMIh9+/f3978cUXd2HNcli+x/eBqQrOz+oiL9AZT+meoygh5rOtpEq0pIMjU0T4LTG+rBBjqX0yk3Cmow86hwgUlEDKRYtnaXnmmWcK2sakHIe5PdqTa1JOokqyggDWCm4YTONgwYvHGXLKlCnOisJxvLC8UFj9wZQQ21hhxHQTQoPl0b179zZuULkLMVQQPoTdx0+MNuSejiAJHz4PiBQC35ErB8HEclnEEQHuCHRGFN5sLEEWLYzXfffd564ZpgBZTo8oVRGBbCAQCNGyefNm57h4//33u1gYXl6PeAYIJ7VHH33UmcmJVuotNY3nWO0jArkJcP0Qmh2RgcDATyueHDI4yXorS3C29Xxgpk+f7uqiPp6YEReIFvbFUZZQ8LnLG2+84YQOq0fwV2EqiGmJyMJKFkQQ9XI+3hFZhIJHsBAtt6CRWSPPE9TPQRctBDH00gcwvdi0aVOXDiKo46F2i0C8BHwjWvJaSeRtW7Nmjfuh5UeaJwtM3/EUIkjyHxsHR3608Rcg98vXX38dz+HaRwR2I8C1gy8I1xSRTomEG2tqyKuEJcpYVZgCInotxyEcuDZ5EVEVh1gvVDt+LZ7vi1cH78SDYX+sLazWu+GGGyK/zvl81VVXuWkmppDYn6ksthEHJp7swjkVhfBD0EULopQYPN61wztWNHJIEWVZRQTCSsAXooV5e55WMbtTuDGwOoP4EjxpMsXEjwy+A9wk4rGWsJKCm0rkf2rvM8sSPUEU1oFVv1JDgJU3WC54ukVgXHPNNXGfiOuX6RpEBCtMeFr2licjVJo3b+4i2HLzIZoqVpHc0WmxqHBermX8GfDVYvl1XgWLJEHOEFksfaatTAkRtj/by5AhQ2I6T/uZEUEBvSXr3u8a74hiVhepiEBYCfhCtACXJaDEdHnkkUfc6gqWkSJe+JHlyfD22293c/GYQeNZloljGj/Ykf+hvc+Y9XFy3Lhxo4txwBRSul48XccSXXzPfulqU+R5YrGlbZH7p/NzLG60PVXtIdIsT7BM4XAd4XOC8Hj88cdd6P5YbUNEc6NEnOAEyxQQy2OJV0R9rARh+SpTmYgVhBF5hfg/gQ8L1kZWLRFcDLHCzal+/fouwN3HH3/s2hDZd9rLC38H6sf3hZVCZJTOXUiYGHlsOj/n5bMT2b5kX28wgSUsyPEUrf5YYxrt2FQx5BrkOidlgPd7FvmOBZDpy1hcIxnrswgEiYBvRAvQeIrlx/vEE0804lfMnTvXrXzwkrfhB8CNgh/vWOXnn3/OiRHj/afmKZcnZG4IxLfAH4Dloul6IcSYIoiWEA+rExy4OaarXZyHtmGZuvfee6Oi5abKfuyfzvZhYWPFTW7fjcjG4vPEfqloG8IZczzOrFxPOLliMTnzzDPdWEUbU9pILA2mNxEtWFJYHcR1jg8L9VEvU59MX3pRatkXKwnihPPjh8L1z/5cwwgn2kB/27Rps8t4eH97fg9cTwSyy6vgJM8S7nSOp3e9xXIg5XpjyXayxhQuvOByyimnuIeivPrNWGOxiHa98YCVqustrzZ523iQI3Kx97vmvSNY+P3kuvB+M/Mab20TgSAT8JVoYSkpP8b8QFFI+d6wYUP3FMjf3Bi46ccjWtif6J48kfLiPzSBtLhxMD1E9lueWrwn0nS9c85YT3A8+WaqbfFYWjLVtljcaHsq2zZ27FjnzMqqHcQF05YIAZ6qY7WN7wnZj9jhemzSpIlbHeTFe+EmxKoepoyY7mEfbkZYSpgCwjpA32gD27EWsp3IuWzPr99MI5BCIC+HXvefzMyy7XqDFSuzECX5cWN7PGPKfvnVkarfFM5HAEHPsZvrgd83fjtJ3EmgQXxeVEQgjARSLlqYR+c/lRdcLj+IZMdFrDCvzw2BlT5MD2Eex4zODwhPGOR7WbduXX7V7LIdU7gXuIs2eC9+sFREIFECXmwULCQ4zXKNJloQzdxcEOPUwVQQAgUnWW5CWAj//PNP54PC9cqTM6uDvIBlnj8LsVd48ibTtEriBILu00KPb7zxxpzfNO+3DfFC7B8VEQgrgZSLFnKy8B8qWjwIngoIQscPOAkVWVHBZ2JNYB4mTDlCBpMuoiaR+VqsNUQPJWAXZmHM9F500LAOqvqVfAKE1Cf5IFM7XI84yGIZTKQw9Yf1j/8PXMtYUfBPYaqI65ocQl68lWHDhrn9cLZE3BDPhakKLy0GfgtYHRVULJER+N++QV89RE+wuDB1yPXEwxmr0pgilZXlf+OsT+EjkHLRggghORxPj/kVfswREt6cO//pcDjEJE5hKgf/FvYhUVxB/lMSqlwRcfMbAW2PRYBVPvidYA0hgy8meO/6jHVs5PdEhuYmQ6JDrC6sEkK0IEKYMvKmcRDrWGCIrcINCd8XLDxYaTgeKwvLnfn/pZI4gTCIFnrtpWsgnQTXR7R8VYlT0hEi4D8CKRctfukyqwW8JHV+aZPaERwCAwcOdGKB2CnkDho9enSBGv/VV1/lCA9WEOFsS/wgrIAIlxUrVrh68UXxVr95QgWxgnDiGJx1yRdE4EWVxAkQxTjTUboTb/XuR3DdcF1ggWMqXVbk3RlpS7gIZI1oUcLEcF246ewN1gyWIyMycJgl1w9RaQtSfvzxR7fk2bvRMN2EaMFfi6dmfFooTAUxZcT3WFw8x1wEi7eCCWuMSsEIsBIxr8B9Bastc0exsoprielGiZbMjYPOnD4CEi3pY60zBZQA0WMRCwgWlh4jLlhxU5CCQzlTO9xoypYt61Z9MP1DnawGijTvs43zslSf/REwOOySLA/BoqmhgozAf49hGo7VPUEv3uozbwk3ATlVRCDMBCRawjy66ltSCJDcENGA/wnTCjiNF6Z4GZ+pkxd+KwgUfFQib6RYA/ge4cI7PjBMB+AjpiICECBOENcG00PEnZFo0XURdgISLWEfYfWvUARwIPemhrgpEOCtsL5RL774opvi8aZ5mHZCtBD3JdK5l/Ow5JllrNyYuEHxZK0UFIUa0lAdHClauE4lWkI1vOpMHgQkWvKAok0i4BEgRD6igcizrDghUmqsAHzesfm9s1SaIHP4siBGECaIIZLdRS7nZwqKIHLsg8DB+Ta/5Ij5nUvbw00AvyfP0kJ+KYmWcI+3emcm0aKrQASiEGCFDjcFrCGsQENYFLYQSJG4Q9TJyiB8WrCgEO2WfFiRheXVnrBBuBTUATiyTn0ODwFi+HB94NMi0RKecVVP8icg0ZI/G32T5QRYwUMgOVbukLuHZJ3JivVz1VVXOQdbrDjEaeE848ePNxIrRhYi3nJjQrxwflIGqIiAR4Brg2sInxYCcsrS4pHRe1gJSLSEdWTVr0IT+Pbbb501BFExdOhQt2rHC4BY2MrHjBnjnpB5SuamQ/A4VgTllaBvy5YttmnTJuNdRQQiCSBaENVYWhC+XLMqIhBmAhItYR5d9a1QBJiu4YZApmV8Tm699dakBXMjvQQJPBEtvPbff/+oqS4K1REdvBsBkldGi9K92wE+3YBoYUk8ooWQ/hItPh0oNStpBCRakoZSFYWNgBcDg3fy/JC4M1mFVUIkPUSwcNNh2XO0/FzJOq/q+S8BlrEjHINePEsL00PE8JFoCfqIqv2xCEi0xCKk77OSAD/+hxxyiBMVJDns169f0uOjcMNBtOyzzz5udRB5iVTSQ4CoxrEyz6enJYU7i7d6CEuLREvhWOroYBCQaAnGOKmVaSbw4IMPOkFBYkMi2JKtHL+SZBZunN7UEO/PP/98MqtXXVEIhCVhYmScloYNG8rSEmXM9VU4CEi0hGMc1YskEiCLePfu3Z2gOP74461bt2529913J/EM/61q6dKl1rt3b/fq27evVn4knXD+FYZFtLB0HsHL9JBES/7jrW/CQ0CiJTxjqZ4kiQBi4qijjnI3A3xZmBpasGBBkmpXNX4gEBbR0qRJE3edsvqMZfFcuyoiEGYCEi1hHl31rUAEXnjhBbcMmZw/nTt3ti5duih0foFI+vcgiRb/jo1aJgLRCEi0RKOj77KOwM6dO53/Cib3ihUrGn4nRMVVCReBsIgWL2JyrVq1ZGkJ1yWq3uRDQKIlHzDanJ0EVq9ebccee6wzuZOArnXr1vbJJ59kJ4wQ9zosoqVRo0buWq1du7ZES4ivV3XtfwQkWv7HQp9EwKZNm+ZuAp6l5eSTTzYcc1XCRSAsogXnW67VY445xvBvWbZsWbgGSr0RgVwEJFpyAdGf2U2ga9eu7iZQvXp1F2H0jjvuyG4gIe192EQLGcDJTSXREtILVt3KISDRkoNCH7KdAD/4Bx10kBMtF198scs19OWXX2Y7llD2X6IllMOqTmUBAYmWLBhkdTE+Avfee6/LNVS+fHm74IILbOTIkbZhw4b4DtZegSIQRtFCzBZZWgJ1GaqxBSAg0VIAaDokfAT++usv83INnXbaaS5B4pQpU8LXUfXIEQiLaCF0Pz4tOI83a9ZMokXXd+gJSLSEfojVwXgIzJo1yypUqOAsLYRGHzhwoG4A8YAL6D5hFC1ct999911AR0TNFoH4CEi0xMdJe4WYwI4dO2z48OHuibVq1arWsWNHGzFiRIh7rK6FTbSwekiiRdd1NhCQaMmGUVYfoxIgo7MXtv+4444z8gBheVEJL4GwiRbitJDxWZaW8F6z6tl/CUi06ErIegKTJk1yVpZixYq5kP0se968eXPWcwkzgLCJlpo1a1qLFi0kWsJ80apvjoBEiy6ErCbA6qALL7wwZ2qoZ8+e9tBDD2U1k2zofNhECxbCVq1ayQ8rGy7eLO+jREuWXwDZ3n1C9JctW9aJlksvvdT98K9cuTLbsYS+/2ERLfXr13fXLive2rZtqyzPob9y1UGJFl0DWU3guuuucyuGEC49evSQA26WXA1hEy2nn366IbqXLl2aJSOobmYrAYmWbB159dvWr19vZMclzgUrL4jT8s4774hMFhAIi2jBwsL1y3u7du00PZQF1262d1GiJduvgCzu/3PPPWd77rmns7RccsklduWVVxpZnlXCTyAsouWss86yIkWKGNFwEd2ytIT/2s32Hkq0ZPsVkKX937lzp7Vp08Y9pRLjAifGCRMmZCmN7Ot2WETL5MmTnZWFbM9YWn7//ffsG0z1OKsISLRk1XCrsx6BTz/91KpVq+ZEC+HPe/fubR9++KH3td5DTiAsooVhYgXcunXr7J9//gn5qKl7ImAm0aKrICsJ3HzzzU6w7L///nb++efbsGHDbNOmTVnJIhs7HSbRko3jpz5nLwGJluwd+6zt+R9//GFNmjRxooVIuH369LEnnngia3lkY8fDJFqwGjK1uXXr1mwcSvU5ywhItGTZgKu7ZjNnzrQSJUq413nnnWdEwFVsluy6MsIkWt544w3r1auXLIXZdQlnbW8lWrJ26LOz49u2bXOrhFgmWqVKFevXr59LlpidNLK312ESLbNnz7YBAwZItGTv5ZxVPZdoyarhVmeXL19uBx54oJsaYpnoRRddZIsWLRKYLCMg0ZJlA67uhoaAREtohlIdiYfAo48+aiVLlrRy5cq5CLhEwcX6opJdBPr3728TJ04MRadlaQnFMKoTcRKQaIkTlHYLPoHt27c7B1yCcTVq1MitGpoyZUrwO6YeJEzgpptusldeeSXhMmkiqwAAIABJREFU4/x4gESLH0dFbUoVAYmWVJFVvb4jwDQQS5yxtJCnpX379vbdd9/5rp1qUOoJrFq1yqVxSP2ZUn8GiZbUM9YZ/ENAosU/Y6GWpJjAwIEDrXjx4i6C6DnnnGO33367lommmLmqTz0BiZbUM9YZ/ENAosU/Y6GWpJAA4c2PP/5454BLvpaOHTva9OnTU3hGVS0C6SEg0ZIezjqLPwhItPhjHNSKFBN4+umnrXTp0lanTh1r0aKFDR482H755ZcUn1XVi0DqCUi0pJ6xzuAfAhIt/hkLtSRFBMjJ0qlTJ2dlOf3006179+522223pehsqlYE0ktAoiW9vHW2zBKQaMksf509DQQWL15slSpVssqVK7tVQz179lRsljRw1ynSQ0CiJT2cdRZ/EJBo8cc4qBUpJDBu3DhnZTnuuONs0KBBLj7Ljh07UnhGVS0C6SMg0ZI+1jpT5glItGR+DNSCFBJYu3atMSXEqqETTzzR5RmaOnVqCs+oqoNA4Mcff7Q1a9YEoakx2yjREhORdggRAYmWEA2murI7gXfeecdZWZgauuqqq6x169a2bt263XfUlqwigMVt0qRJoeizREsohlGdiJOAREucoLRbMAmQ/ZbkiEcccYT17t3bxo4dG8yOqNVJJSDRklScqkwE0kZAoiVtqHWidBP49ddfXSZnRMsVV1xhBJRTcsR0j4I/z6eEif4cF7VKBGIRkGiJRUjfB5bAAw884Kws++67r/Xr18+GDh2qqaHAjmZyGy7Rklyeqk0E0kVAoiVdpHWetBIgNkvz5s2daGnWrJldfPHF9uSTT6a1DTqZfwlItPh3bNQyEYhGQKIlGh19F1gC7777rmFhYdVQ586dnaXl888/D2x/1PDkEpBoSS5P1SYC6SIg0ZIu0jpPWglcffXVzspSvXp1J1quvfZa2759e1rboJP5l4BEi3/HRi0TgWgEJFqi0dF3gSSwevVqq1evnhMtDRo0sL59+9rLL78cyL6o0akhINGSGq6qVQRSTUCiJdWEVX/aCTz77LMuOWKJEiWsTZs21qVLFzngpn0U/H1CiRZ/j49aJwL5EZBoyY+MtgeSAMuc69at66wse+65px188ME2fPjwQPZFjU4dAYmW1LFVzSKQSgISLamkq7rTToDszcRlKVKkiF122WVWv359W7p0adrboRP6m4BEi7/HR60TgfwISLTkR0bbA0dgyZIldsghhzjR0rRpUzct9MQTTwSuH2pw6glItKSesc4gAqkgINGSCqqqM+0EiMvSv39/J1j2339/FwGXsP1//PFH2tuiE/qfgESL/8dILRSBvAhItORFRdsCR+Ctt96yffbZx4mW8847z1lZXnzxxcD1Qw1ODwGJlvRw1llEINkEJFqSTVT1pZ3An3/+aa1atXKCBcdbkiRyU9q8eXPa26ITBoOAREswxkmtFIHcBCRachPR34Ej8NRTT1mpUqWcaGnbtq116tTJ3nvvvcD1Qw1OHwGJlvSx1plEIJkEJFqSSVN1pZ3ATz/9lLPEuVatWi5c//XXX5/2duiEwSIQJtHy2muvWbdu3Wzjxo3BGgS1VgQKQECipQDQdIh/CBCun/xCLHEmk3O7du3s559/9k8D1RJfEgiTaFmxYoXNmjXLtm3b5kvWapQIJJOAREsyaaqutBKYP3++VatWzU0LkdG5Q4cOpiXOaR2CwJ4sTKIlsIOghotAAQhItBQAmg7JPAGWOOO/QiA5ljj36NHDWVrWrFmT+capBb4nINHi+yFSA0UgTwISLXli0Ua/E5gyZYrtu+++VrRoUbvgggvcEudp06b5vdlqn08ISLT4ZCDUDBFIkIBES4LAtHvmCaxatcoaNWrkrCxEwGWJ81VXXWWbNm3KfOPUgkAQkGgJxDCpkSKwGwGJlt2QaIPfCYwdO9ZZWIoVK2bt27d3OYY++ugjvzdb7fMRAYkWHw2GmiICCRCQaEkAlnbNPAGSH3rOt8ccc4z16dPH/vOf/2S+YWpBoAhItARquNRYEcghINGSg0IfgkCgb9++blqoRIkSLtcQS5x//fXXIDRdbfQRAYkWHw2GmiICCRCQaEkAlnbNLIG5c+faXnvt5UTL2Wef7aaGnn322cw2SmcPJIEwiZYvvvjCHn/8cdu6dWsgx0KNFoFECEi0JEJL+2aMwJYtWwyhwhLngw46yHr27GkDBgywdevWZaxNOnFwCYRJtLz++uvWvXt3RcQN7uWolidAQKIlAVjaNXMEHnvsMRf5lui3rVu3ts6dOxs/1ioiUBACYRIts2fPdgJeq+cKciXomKARkGgJ2ohlYXt/+eUXq1OnjrOy1KxZ01lZhg0bJnN4Fl4LyeqyREuySKoeEUgvAYmW9PLW2QpAYNSoUU6wlClTxi1v7tixo3322WcFqEmHiMB/CVx55ZX2zDPPhAKHLC2hGEZ1Ik4CEi1xgtJumSGAk2GlSpWcaDnppJNcILkxY8ZkpjE6a2gIXHvttTZ16tRQ9EeiJRTDqE7ESUCiJU5Q2i0zBDp16uQCye23335uiTNJEf/444/MNEZnDQ2Bv//+2zZv3hyK/ki0hGIY1Yk4CUi0xAlKu6WfwMyZM61cuXJWsmRJO//8890S57A8Haefps4YVgISLWEdWfUrLwISLXlR0baME1i/fr01bdrUTQsR+bZbt26G8+TGjRsz3jY1QAT8RECixU+jobakmoBES6oJq/4CEbj33nuN3EJVq1a1iy66yC1x5sdZRQREYFcCEi278tBf4SYg0RLu8Q1k777//nvDusK00AknnOCcb6+77jrbsWNHIPujRotAKglItKSSrur2GwGJFr+NSJa3B2FyzTXXuGmhgw8+2Hr06GE433711VdZTkbdF4G8CUi05M1FW8NJQKIlnOMa2F4tXLjQKlSoYOXLl7dmzZq58OR33XVXYPujhotAqglItKSasOr3EwGJFj+NRpa3BSsL/ivkF6pevbpzvL3sssuUXyjLr4tUdH/58uWhWTov0ZKKK0R1+pWARItfRyYL28Vy5hIlSrgXCRHbtGljL7/8chaSUJdTTYApyLAsn5doSfXVovr9RECixU+jkcVt+fPPP+3kk092VpbGjRtb165dbejQobZhw4YspqKup4qAwviniqzqFYHUEpBoSS1f1R4nAULzFy1a1A444AC3WohIuG+//XacR2s3EUiMgBImJsZLe4uAXwhItPhlJLK4HUuWLLFDDz3UWVnOO+88J1pGjBhh27Zty2Iq6noqCUi0pJKu6haB1BGQaEkdW9UcJ4GBAwc6wXLYYYfZgAED3BJnhIyKCKSKgERLqsiqXhFILQGJltTyVe0xCLz//vtWtmxZ53yL4+0VV1xh999/f4yj9LUIFI6AREvh+OloEcgUAYmWTJHXed30z7nnnuusLEwPDR8+3PBlIQOvigikkoBESyrpqm4RSB0BiZbUsVXNMQhMnDjRihQp4hxwmRa65JJL7NVXX41xlL4WgcITkGgpPEPVIAKZICDRkgnqOqetXr3a6tat66wsJ554ouHXwhLnTZs2iY4IpJyAREvKEesEIpASAhItKcGqSmMRuOmmm5xgKVWqlBMsRL798MMPYx2m70UgKQQkWpKCUZWIQNoJSLSkHblO+Nlnn9lBBx3kREuDBg2sX79+NmrUKNu5c6fgiEBaCEi0pAWzTiICSScg0ZJ0pKowGgFir/Tq1csJltKlSzsrS8eOHW3FihXRDtN3IpBUAhItScWpykQgbQQkWtKGWieCwJw5c6xixYpOtBBIrnv37vbII48IjgiklYBES1px62QikDQCEi1JQ6mKYhFYu3at1a9f3wkWMjm3bNnSLXHeuHFjrEP1vQgklYBES1JxqjIRSBsBiZa0odaJCM2PWOHVqFEjq1atms2YMUNgRCDtBCRa0o5cJxSBpBCQaEkKRlUSi8C7775rlStXdoLl1FNPtf79+9vo0aOVXygWOH2fEgJhEi2zZs1yzuwKF5CSS0WV+oyARIvPBiSMzfnjjz/srLPOcoIFf5Y+ffrY5Zdfbj/88EMYu6s+BYBAmETL7NmzXc4uiZYAXHhqYqEJSLQUGqEqiEXgtttus2LFijnRQtTbzp0720svvRTrMH0vAikjECbR8uOPP9pbb71l//zzT8p4qWIR8AsBiRa/jERI28G0UJUqVZxgOe6449y00DXXXBPS3qpbQSEQJtESFOZqpwgkg4BESzIoqo48Caxbt86tEMLxtly5csaNgsi3q1atynN/bRSBdBGQaEkXaZ1HBJJLQKIluTxVWwSBkSNHuoSIJEVErHTo0MFefvnliD30UQQyQ0CiJTPcdVYRKCwBiZbCEtTxeRJ4++237dBDD3XTQieddJKLgnvDDTfYli1b8txfG0UgnQQkWtJJW+cSgeQRkGhJHkvV9H8EfvvtN2vevLkTLPvuu6/17dvXunTpYt9//70YiYAvCEi0+GIY1AgRSJiAREvCyHRALAK33nqrmxbCl+XCCy90gmXSpEmxDtP3IpA2AhItaUOtE4lAUglItCQVpyqbN2+eVahQwVlZateubVdeeaUNHTrUtm/fLjgi4BsCYRItJCHdvHmzsqT75upSQ1JJQKIllXSzrO6//vrLmjVr5gRL2bJlbdCgQda+fXtbvnx5lpFQd/1OIEyi5ZNPPrEHH3zQtm7d6nfsap8IFJqAREuhEaoCj8CoUaNypoXatm1rHTt2tBdeeMH7Wu8i4BsCYRItb775pvXu3dsUEdc3l5cakkICEi0phJtNVRNErlKlSs7KcsIJJ7hQ/QSRU5TObLoKgtPXMIkWhfEPznWnlhaegERL4RlmfQ3r16+3Fi1aOMGyzz77WM+ePZ3z7Zdffpn1bATAnwQkWvw5LmqVCMQiINESi5C+j0mA1UKsFCK/UKtWrVwyxKeeeirmcdpBBDJFgCzjEydOzNTpk3peWVqSilOV+ZyARIvPB8jvzfvoo4+MzM2IFm+10MCBA+UU6PeBy/L2kcRz5syZoaAg0RKKYVQn4iQg0RInKO22O4GNGzfamWee6QTLXnvtZf369bN27drZsmXLdt9ZW0TARwR+//13Y7VbGIpESxhGUX2Il4BES7yktN9uBHhaLVq0qJUqVcouueQSl19IQeR2w6QNIpBSAhItKcWryn1GQKLFZwMSlObMnz/fqlataiVKlLC6deu63EIEkcP6oiICIpA+AhIt6WOtM2WegERL5scgcC1Yu3attWzZ0k0LVa9e3QmWTp062WeffRa4vqjBIhB0AhItQR9BtT8RAhItidDSvo7A3XffbcWLFzeWN5933nnWtWtXe/TRR0VHBEQgAwQkWjIAXafMGAGJloyhD+aJFy9e7MQKYfpPPvlkl1sIB1wFkQvmeKrVwScg0RL8MVQP4icg0RI/q6zfk9wmWFZY3lylShUbMGCAEa5fQeSy/tIQgAwSkGjJIHydOu0EJFrSjjy4J2RaCMGy5557ugByHTp0sCeffDK4HVLLs5bAF198YT///HMo+i/REophVCfiJCDREieobN/t448/dquFEC3Nmzd3zrdkcdZqoWy/MoLZf/JiTZ06NZiNz9VqiZZcQPRnqAlItIR6eJPTOaaFLrzwQmdlqVWrlkuGSAbnhQsXJucEqkUE0kyAqc1nnnkmzWdNzekkWlLDVbX6k4BEiz/HxVetevDBB51g2XvvvV0AuW7dutn48eN91UY1RgQSIaCEiYnQ0r4i4B8CEi3+GQtftuSrr76yatWqOdHSoEEDGzJkiMvi/Pfff/uyvWqUCMRDQKIlHkraRwT8R0CixX9j4psWbdu2zS666CInWIh+ix9AmzZtFETONyOkhhSUgERLQcnpOBHILAGJlszy9/XZH3roISdYcL7t0aOHCyLHVJGKCASdgERL0EdQ7c9WAhIt2TryMfr99ddf2yGHHOJEy2mnnWbkFerbt6+tX78+xpH6WgT8T0Cixf9jpBaKQF4EJFryopLl2zZs2GDt27d3ggXnW6aF+PvDDz/McjLqflgISLSEZSTVj2wjINGSbSMeR38fe+wxK1WqlBMtl1xyiV1xxRU2bty4OI7ULiIQDAISLcEYJ7VSBHITkGjJTSTL/16yZEnOtFDNmjXt6quvtu7duyuIXJZfF2HrvkRL2EZU/ckWAhIt2TLScfSTaSFWB+F4W7RoUevfv79deumlNn/+/DiO1i4iEBwCEi3BGSu1VAQiCUi0RNLI4s87d+60ESNGOMGCaClSpIjVqVPHJkyYkMVU1PWwEpBoCevIql9hJyDREvYRjrN/5GEpV66cEy316tWzli1b2jnnnGMKIhcnQO0WKAISLYEaLjVWBHIISLTkoMjeDx988IEdfvjhTrBUr17drrzySpfFGf8WFREIIwGJljCOqvqUDQQkWrJhlKP0ccWKFda4cWMnWFgx1Lt3b+fH8sYbb0Q5Sl+JQLAJSLQEe/zU+uwlINGSvWNvmzZtcsuZ8V/Bj6VTp07WpUsXe+SRR7KYirqeDQTCJFpmzZrlnOb5/6wiAmEnINES9hGO0r+RI0dayZIlnWA5++yzXcTb4cOH2/bt26Mcpa9EIPgEwiRaZs+eLdES/EtSPYiTgERLnKDCttvjjz9uZcuWdYLlpJNOcn4sTA398ccfYeuq+iMCuxEIk2hZuXKlvf/++3rY2G2UtSGMBCRawjiqMfo0b948O/LII51gqVy5shMsHTp0sM8//zzGkfpaBMJBIEyiJRwjol6IQHwEJFri4xSavX766Sc79dRTnWDZc889nVm5Xbt29vrrr4emj+qICMQiINESi5C+FwF/EpBo8ee4pKRVGzduzIl4i+PtZZdd5hxvH3zwwZScT5WKgF8JSLT4dWTULhGITkCiJTqf0HxLxNvrrrvOWVgQLGeddZb16tXL5HgbmiFWRxIgINGSACztKgI+IiDR4qPBSGVTnnrqKStfvrwTLYTnJ4AcouX3339P5WlVtwj4koBEiy+HRY0SgZgEJFpiIgr+Dh999JEdfPDBTrAccMABNmTIEMPx9osvvgh+59QDESgAAYmWAkDTISLgAwISLT4YhFQ2gYi3xx9/vBMse+21l/Xr18/at29vM2bMSOVpVbcI+JqARIuvh0eNE4F8CUi05Ism+F9s3rzZLrnkEidYWCl06aWXuqi348ePD37n1AMRKASBMImWhQsX2l133WVbtmwpBBEdKgLBICDREoxxKlArR4wYYV6I/jPOOMPlFbr22mttx44dBapPB4lAWAiESbS8+eab7v+2wviH5epUP6IRkGiJRifA302ePNlFvC1RooSbHsKP5YorrpDjbYDHVE1PHoEwiRbC+A8YMMDlEkseIdUkAv4kINHiz3EpVKs+/PBDq1SpkpG1uVatWsYPNH4sn3zySaHq1cEiEBYCEi1hGUn1I9sISLSEbMR//vlnO+WUU3JWCmFdadu2rb3yyish66m6IwIFJ9C3b197+umnC16Bj46UpcVHg6GmpJyAREvKEafvBFu3bnVRbvFjqVixonO6Jert/fffn75G6EwiEAACd9xxh7322msBaGnsJkq0xGakPcJDQKIlPGNpo0aNchYWsje3adPG+vTpY1dffbVt27YtRL1UV0Sg8ATWr18fGh8QiZbCXw+qITgEJFqCM1ZRWzplyhQrWbKkEy3NmjWzgQMHWvfu3e23336Lepy+FAERCDYBiZZgj59anxgBiZbEePlybyLeVq9e3QmW+vXr2+DBg11MlkWLFvmyvWqUCIhA8ghItCSPpWryPwGJFv+PUdQW/vrrr9aoUSMnWGrUqOFyCsnxNioyfSkCoSIg0RKq4VRnYhCQaIkByM9f43jbpUuXHD8WQvRffvnlNm7cOD83W20TARFIIgGJliTCVFW+JyDR4vshyr+BN998sxMsBJDr1q2b82O56qqrDDGjIgIikB0EJFqyY5zVy/8SkGgJ6JXw/PPPu4i3e+yxhzVt2tQQK127drVVq1YFtEdqtgiIQEEISLQUhJqOCSoBiZYAjtzixYvtyCOPdFaWww8/3G644QYXQI7EaSoiIAKxCSxZsiQ0Al+iJfZ4a4/wEJBoCdhY/v7779awYUMnWMqXL2/XXXeddejQwV566aWA9UTNFYHMESBXz8SJEzPXgCSeWaIliTBVle8JSLT4foj+10B8VfBdYUqIF59xvB07duz/dtInERCBmAQGDRpkkyZNirlfEHaQaAnCKKmNySIg0ZIskmmo59Zbb80RLPvvv7+1bt3aRbyV420a4OsUoSKghImhGk51JosISLQEZLBJ7rbXXns50XL00UfbEUccYccff7wi3gZk/NRMfxGQaPHXeKg1IhAvAYmWeEllcL9Zs2ZZtWrVnGA58MADbejQoS4xIg65KiIgAokTkGhJnJmOEAE/EJBo8cMoRGnD559/bieffLITLBUqVLAhQ4a4EP1vvPFGlKP0lQiIQDQCEi3R6Og7EfAvAYkW/46NLV++PGelUKlSpax3797Wvn370Kx68DF6NS3kBCRaQj7A6l5oCUi0+HRo16xZY61atXIWlmLFilnHjh2tc+fOdvfdd/u0xWqWCASHgERLcMZKLRWBSAISLZE0fPJ5w4YN1rdvXytSpIgTLS1btrRevXq5mCxaKeSTQVIzAk1AoiXQw6fGZzEBiRYfDv4tt9xiTAcRi6VevXpGTIk+ffoY1hcVERCBwhOQaCk8Q9UgApkgINGSCepRzvn444/bnnvu6QTLUUcd5XIKkckZ/xYVERCB5BCQaEkOR9UiAukmINGSbuJRzvf666/bvvvu6wRL1apV7d///rdbKfTxxx9HOUpfiYAIJEpAoiVRYtpfBPxBQKLFH+Ngn3zyidWoUcMJlkqVKhk/qm3btjUtbfbJAKkZoSIg0RKq4VRnsoiARIsPBvv777+3U045xQkWYrGQU4ilzU8++aQPWqcmiED4CEi0hG9M1aPsICDRkuFxXrdunbVp08YJlpIlSzrrCkkQ77jjDtuxY0eGW6fTi0A4CUi0hHNc1avwE5BoyeAYb9++3QYMGOCWNpctW9bOP/98t0rommuusW3btmWwZTq1CISbgERLuMdXvQsvAYmWDI6tl7UZwXL22WfbwIEDXXyWtWvXZrBVOrUIhJ9AmEQLDvw9evSwjRs3hn/g1MOsJyDRkqFLgKzNTAcRi6VBgwY2ePBgF/FWS5szNCA6bVYRCJNo+e2334wVhlhuVUQg7AQkWjIwwqwI8pY2n3766W6l0KWXXmofffRRBlqjU4pA9hEIk2jJvtFTj7OZgERLmkefrM0EjcPCUrduXWdhufjii23mzJlpbolOJwLZS0CiJXvHXj0PNgGJljSO36pVq6xx48ZOsFSuXNmF59fS5jQOgE4lAv9HQKJFl4IIBJOAREuaxo0kiEwBYWHB8RYfFpznxowZk6YW6DQiIAIeAYkWj4TeRSBYBCRa0jBeO3fudH4rCJaiRYu6Zc0sdR42bJht2bIlDS3QKURABCIJSLRE0tBnEQgOAYmWNIzV7bff7iwsiJZzzz3XWVmuuOIKw+tfRQREIP0EJFrSz1xnFIFkEJBoSQbFKHXcd999VqZMGSdaDjvsMBs6dKgL0b906dIoR+krERCBVBIIk2ghEOWmTZtSiUt1i4BvCEi0pHAoJkyY4PxXsLDss88+VrFiRWvUqJFLjpjC06pqERCBGATCJFoWLVpkd911l6aaY4y5vg4HAYmWFI3jww8/bOXLl3cWFrI39+/f30488UQjqJyKCIhAZgmESbQQEZfpZkXEzew1pbOnh4BESwo4P/jgg0a2Ziwshx56qPNhadeunRFUTkUERCDzBMIkWmbPnu1ymGmKKPPXlVqQegISLUlmfP/999vee++dY2Hhx5Glzq+99lqSz6TqREAECkpAoqWg5HScCGSWgERLEvnffffdVq5cuRynW34YsbBgvlURARHwDwFCDkycONE/DSpES2RpKQQ8HRo4AhItSRgy4rDcdtttOQkQjzjiCBeXhWi3EixJAKwqRCDJBMiwHpbUGRItSb44VJ2vCUi0FHJ4yKx60003WfHixZ2F5cgjj3Th+ZkSkg9LIeHqcBFIEQGWCYclK7JES4ouElXrSwISLYUYlh07dtiIESNclFucbj0LS9u2bY0fEhUREAERSDUBiZZUE1b9fiIg0VLA0WBK6LrrrrMiRYo4CwuZmz0fljlz5hSwVh0mAiIgAokRkGhJjJf2DjYBiZYCjB8WlmuuuSZHsBx99NFOsHTo0MHeeuutAtSoQ0RABESgYAQkWgrGTUcFk4BES4LjtnXrVpfokOkgXgiWgQMHumXNsrAkCFO7i4AIFJqAREuhEaqCABGQaElgsBAsQ4YMcWIFwVK7dm3ndIsPy7vvvptATdpVBERABJJDQKIlORxVSzAISLTEOU6sNhg8eHCOYDn22GPd36wSmjdvXpy1aDcREAERSC4BiZbk8lRt/iYg0RLH+LA0ctCgQTmCpW7dujk+LO+9914cNWgXERABPxH45JNPbMWKFX5qUoHbItFSYHQ6MIAEJFpiDNrmzZutX79+OYKFpIcIGCLdSrDEgKevRcCnBJjmffbZZ33ausSaJdGSGC/tHWwCEi1Rxg/B0rdvXydYSpQo4bI0I1jwYfnggw+iHKmvREAE/EwA5/lJkyb5uYlxt02iJW5U2jEEBCRa8hlEBEvv3r2dYClTpoydcsopORaWBQsW5HOUNouACASBgBImBmGU1EYR2J2ARMvuTAzB0qtXLydYSIB42mmnuWXNxGGZP39+HkdokwiIQJAISLQEabTUVhH4HwGJlv+xcJ82btxo3bt3d6H599prL2vQoIFdeeWVzodFgiUXLP0pAgElINES0IFTs7OegERLxCXw999/W7du3XIsLJ5gYVnzwoULI/bURxEQgSATkGgJ8uip7dkPYrzSAAATpklEQVRMQKLl/0b/r7/+sssvv9wJltKlS1vjxo3dlFD79u3t008/zeZrRH0XgdARkGgJ3ZCqQ1lCQKLFzCItLKVKlbKzzjrLCZaOHTsa8RxUREAEwkVAoiVc46neZA+BrBctWFg6d+7sLCwsa77gggvcKiGcbiVYsuc/gnqaXQQkWrJrvNXb8BDIatHy559/GuKEPELFixe3Sy65xEW6JXDcZ599Fp5RVk9EQAR2ISDRsgsO/SECgSGQtaJlzZo1OYKlZMmSxlQQUTLxYfnqq68CM4BqqAiIQOIEJFoSZ6YjRMAPBLJStCBYEClYWPBhwQEXwYLV5csvv/TDuKgNIiACKSQg0ZJCuKpaBFJIIGtES8+ePe399983fFhYwoxgwYeFmCxkb5ZgSeFVpqpFwGcEeEiZPHmyz1pVsObMmTPHBgwYYJs2bSpYBTpKBAJEIGtES48ePVyCNG9ZMz4sfEawMCUkC0uArlo1VQQKSaB///42ffr0Qtbij8MRLfyOqWSewPbt2w1LvkrqCIRatBDddsqUKdalSxc7+OCD7YgjjshxumV66KqrrnLTREuXLk0dYdUsAiLgCwLbtm2zGTNmuJxi/B6cccYZ9uabb/qibQVpBL9b99xzj7Vo0cKOPPJIe+ihh2zHjh0FqUrHJInA2rVrrXXr1nb++edb165dndvB/fff76z83I9UCk8g1KLlgQceMHIHMRUU+SKX0NVXX+2WOn/77beFp6gaREAEfE/g+eeft0qVKu3yW7DffvsZVpegFW6Abdq0celGvN82/PNOP/10+/zzz4PWndC0d/Xq1Ub6F29MeC9WrJhVrlzZateu7RLvnnfeee6BeerUqbZs2TLjGMTOli1bQsMhlR0JrWjZsGGD1a9ff5eLx7uQ+KEigzNLnlVEQASygwA3ee83gPciRYq4v6tWrWpffPFFoCC8++67VqFChV364/Xt3nvvDVRfwtTYf/75xw488MA8x8UbH+8dF4UyZcrY/vvvb8ccc4y1bdvWxo4dazNnzrS5c+fa4sWL7ZdffgkTnqT0JbSi5YMPPrADDjgg34vnwgsvdBfI7bffbrfddpteYqBrIJ9r4O6777bHHnvMHnnkkUC+Hn30UbvpppusYsWKu/weFC1aNOfvli1bGvsFoY+MxUUXXZTTdu8m6PWnSpUqbtooKP0JAvN42ghv/q/svffeu42NN0bxvDOOCGmm/E466SRjEcmkSZNkifk/yRNa0fL777/b0Ucf7S4enqi8pyrvP/bxxx/vMjcz/6iXGOgayPsaaNWqlXNYv/nmm+3GG28M5GvkyJF266232mGHHZZzM8Fkz28BKwi5kTRt2tTuuOOOQPRvzJgxzmfCuwHy20Z/+JupCfx1RowYYaNGjQpEf4J6XeVu9+jRo23YsGF5uiR4Y8W7dy/i8z777GMnnHCCnXvuucaDNClkTj31VKtRo4az2HAPI3Ev59q6dWtSLBVBryS0ooWB6dOnj/uPzIXBD5R3sdSpU8fNJWLK27x5s15ioGsgyjXA/5MwFMQLNwqmVTyxwu/CQQcdFLiUHUxtN2zY0P2mkeDVuyliXb7rrrvCMFyB7AMPy55Fj6ClXGvcfxCTTAPVrVvXCZTLLrvMOnXqZDwUIEpwph44cKCNGzfOnnvuOXv77bedbxLTQ+vWrTOcyFX+SyDUouXHH390T1BcPN5/6kMPPdSYElIRARHILgIkRuVptmzZsjm/B/gf4JQfxPLMM88YFmNPgHFT5In9559/DmJ3QtFmHGqxdHHPQaA0adLExQDjAZqwG/hVMbWHRYYpp9mzZxuLQRChxBCTNSX2ZRBq0UL3saRMmDDBrRC47rrrlFMo9jWhPUQgtAR27txpTz/9tPs94MZBwMkgF252LHUeOnSovfHGG0HuSijajlWS+wzikZAaV155pd1yyy3OerJgwQLFcEnCKIdetCSBkaoQAREQAREQgbgI/PHHH856orgsceFKeCeJloSR6QAREAEREAEREIFMEJBoyQR1nVMEREAEREAERCBhAhItCSPTASIgAiIgAiIgApkgINGSCeo6pwiIgAiIgG8JsNKMNDAEHv311199285sbJhESzaOuvosAiIgAiKQLwFSIbBsmZVAcqjNF1NGvpBoyQh2nVQEREAERKAwBD799FO78847LTJaM1GAsZCQm2nTpk27VP/xxx+7qMd5LXN/5513XBRhsn6vWLHCmjVrZv369UuZYCEeCwk8yQCtHHi7DFPMPyRaYiLSDiIgAiIgAn4jcN9997kggXvuuaeLakygQKIbe7l/evXqtUtcFPICEWR0+PDhu3Rl4cKFLuVLrVq1XL6fJ5980ubNm2ck3U1VIQhdo0aNXMj/JUuWpOo0oaxXoiWUw6pOiYAIeAS4KRF8rX379ta5c2fjpkTQySAWQroTTK5Lly6uP0Tz/fzzz4PYlUK3GdFCNODevXu7oKFYXnghOAjqhkD5z3/+YwQUpPzwww/2yiuvuBgq3smxchBS/+KLL7affvrJpX4htH6qrR9Ev8Was99++9k333zjNUfvcRCQaIkDknYRAREIJgEy75KPh4SClSpVck+2ZcqUsW7duhlBwIJUuOmef/75VqpUKStfvrzrD/0iNcn06dMT6sqWLVsS2t+POyNa8DshGWbusnLlSmc1qV+/fo7FhPw9+KfkzqWF0MHasX79elu6dKkTPpG5fmCFoPEsL2vWrLHffvvN5QTKfd5ofyNUcOrleM519tlnu3xEkaJl+/bt7vtVq1a5fRGpkYV20TdPVFGPV6cnziL35zNOxbSX633Hjh0uXQCpHhK5Bjhu9erV7pW7Tu+8tJ19OFfk1Bzf017aTeGBgTazb+RY0D6OhVO0ItESjY6+EwERCCwBwqYjWLipk4COH1IS2pGYjqdwbnbeD67fO8nNCh8L2k36AW4C9GfWrFlWtWpV85LARusHN565c+e67M9YEx5++OHAWpzopydaWOGTu2B9qlKlip1xxhk5N1AsVFg2IkXOd99958LtI2iLFy9u++67r/s7Mn/T66+/7hIfYtG55pprnFhkHA4//HCXPyjyxpu7HfyNOHjsscfsqKOOcol7acOQIUNcNmeuT0+0IJg4BwkWvXx5nIMEmJ4zMHmKjjjiCGvZsqXLocdnEgHT7htuuMEJFK8NjDd+M+RAYh+mzfr37+/yHzGVNmfOHG/XmO+IjDPPPNNq165tY8eOzakTbuTyo12XX365MVXHuWjfZ5995uqFD1N15MZiXzJZsw8PD1zT9Jss1vSB7SeddJK9+uqr+bZJoiVfNPpCBEQgyARY+cH0wRNPPLFLN3jC4yZ/wgknGFl0I58K2ZEnU78lrvvqq6+c+DrttNN2ExqsdOEmyo2Rp9jItiN26I9Xxo8f75JGcgNhCgXfiqAWnFi5uXfv3t3lkHrvvfeM18svv+z6SGblyLH3OI0YMcJ1efny5QZPxMqll17qBAlTiNSJ2OHaoEybNs1Z6rjJnn766U5w9OzZ0wkZLF4kPcyvIBwQV9yMueEzTTlgwAA75JBD3JjxTjuwrFA35yb7MwKkb9++hrjAsvbUU0+5U2AR8rYde+yxbgwRQDVq1HD14YTslRdffNFZ5PDzGTRokNuXZI5cK7DB6TjeAotTTz3VHXvYYYc58YMQof/Uxf+lCy64wPWvefPmbr+OHTs6wQYDpmU5b+XKld3UJm2uVq2aE3H8X0QQkaupXbt2btvJJ5/srFt5tU+iJS8q2iYCIhBoAvxQ8gPIDYlMu2TXbd26tXvHysBNmydx/F3uuOMOw0mTgr8LN3O/TR3NnDnT3ST5oSdTNS/6gy9GvXr13A2Bm/FHH33kbnbLli1zpnZurhzL9AY3yw4dOribBtMmX375ZaDHmBs0orR06dJWsWJFN6ZYMYoWLep4wCZSkHoih9VGlOuvv97tN3r06F04jBkzxm1nZRLltddec6IF9osXL87ZF38ibsSsWMqv/Pjjj84yglhgbLwydepUZ1HBSsY+WHP4jFiJLFjDOAcWEgpWCepCKEyZMiVnVzJ+I3jatm3rtiFUEQ9YPvDj8coLL7zgspxjdcFKF2/xRBVtQYR5Bd8qtmFZ8VgzjYmIOvLII3OEB9Ox7Mc16BWsLmyrWbOm8zdiO1YZBGO5cuXsrbfe8nbd5V2iZRcc+kMERCAMBLAwXHTRRe4JFxM6T6XHHHOMWyXCk13jxo2dXws3c57MeeLmR5QnPG5WHO+n8tJLL7kbVYUKFZyViL54/TnllFOsRYsWNnHiROcngFhDrPTp08c5e2Kl4amdJ+EZM2Y4MccT/qJFi/zUxYTbgtWIGzUZlREw3EyxpjD9gzBFZMDBE6CeaOF7pluaNm3qhA4WB0QenL7//nvHCAsC/kPcRPmemysWEPw2vIJQwAqC1SC/ghjBysLNPbJwg8e6gHhmegg/DpZas50X05hMXSGIODdWDQqihSkZrlOmbLyC+GaqiakXCn46WGQaNmyYIybYjphp0KCBEwWJihbEMVNXkaudWImFX1WkkIE3K6M4P32geOKG688rntDy+sZ2HjZ69OjhuCK28yoSLXlR0TYREIHAE2DagCdNbvj8GHIz8KZPuFFwk/L8Ebg58NR+xRVX5GzzEwCmPbjBeU+0+EnQH8QVNwlikDDtRaFfTEVgfUCY8CSPZYXpAsobb7zh/Abmz5/v/g7qP9woES25LSX0hykybwXRuHHjXBc90YI45YaP7wSCgKf6smXLOh8L753tPPHjfMvNnb+xEnAdeYWbLtdXNNHCPhyLVSZ3wQeE6RLPpwXL1+DBg52APvroo50FAosFogfRSUG0cAwrjzxnXLYzlogExCsF3yWsKUx3RQpwrndWS9HPgoiW6tWru+ksdxIzF3wP4YbDu1e4DnkoYFoKEUhhegirJ75lXkFkw48+e4W28n+Q7fn5tUi0eLT0LgIiECoCkyZNck+BTKNErsJgSSw3LJ6cPQdHnr65ueBo6cfCDYppLiwAWIa8wpP/v/71/9u7g5TYgTAIwEfyNB7kbWcnggdwNYLgUvEiunThgR5fY0ETRp9EZCZv6gfNmMwk3ZVoV9dff/tn+F2kMYTZLRXGAEOq55kw487MVf/5E15fX3OaTW5DWq6vrw+2n9HU4GzgFtQYJIdxl5LhGYCnNJF9ngFfjKb7/X7gZRCF6yHSkkH3K9IiDeSzzN/LQB4QEPdIKkR6CNnk7bi7uxv77u/vR7orakSUliVpkXry+ZAWC+hJlVHXZo+T11Kla0kLhY4ilNjtdkMV0c4E0kJpWZIW2CNTieDn+U3Am9JS0hJEui0CReBsECCFm80aNEjbZsrSBQZzs8OHh4eBBeVBhYUZn9n18/PzSWJk5mmQI9GbuRoIDV76Jy3AdyDNwAApPcJH4IvSYoA0GCA0BkUDiuqqLUdIyyGlRb+enp4GaYWBSDrp5uZmqA8wQlpS5RIsqHEMvFbVFcjeWtJCAeM/oTzMpmflv545vqr39/dxnygqS1NvPC2qisR3SYu0J+LKNDtXQnkWeE20aY3SUtIybkO/FYEiUAR+BwEDhVm0smdExRcvg4oQUr8Z9+Xl5SAsfjbDpsz4436KYaZq9mymbDZqdm22G3/D4+PjSAXxNOgbX4bKEyXA+qlChX+HSfPt7e0Uu/jtNoW06D+yZs0SW6oaNYl3CRGAiUh6KMqMmT4/Bn+I9IrPIXVIH5IijSSQxbWkhZKX8/F/eB6tRZLydc8l0iIl4ho8OdpBWWOgRRLs937xHdJCfVPKrzTeZ1UOSSFSQHJd3qglQRoX+Pim3dqV9A5CjPiXtMwo9XURKAJF4JcQ4E0wEBg05kW1/IG3P3n/LIQVr8svNedHp9W2DGxzObOT+tnAndDvvMdAZIYPA69nU2nev6Wt9UsMyr74ORA4W+t9qCCyRWh4f4QqMe+NvwSOqnUM4Pbb8l0obaZkpeSZJ8pxqt3saeHjsD8qyGfYIYxSe9qEbPKaUMx8lp8GUaL2UQDTDv4lniQGcvuYdj231kNBtKS2LFKXQNKQWMQizzeFhRldn1RYubY+wknq6CvS4n8xaYNUkt8JREuVD2VKOiuRNY8QyAQCfXFxMXBEsoRqN/2Y1Z3gR/1M+D1kJPfeOQ2a47b1tMxo9HURKAJFoAhsAgEDq1JgKkVSYdnyJi0XT6NSef9cwaKjqoOkBn2W4VUpcQZ+x5EOlVj2z4sR8pFIOfKt/CsM+srqXYOHA0m5vb0d65rEQM1jZB0XBnImYmlKCgefjRQYJQlRoaA4F+KZQCSQMecMAXdMe/ljnFPfEAEeHKQFfp+FaiqKHtIiXYb4UiypRTNZcj4YIE0J71WB5x6kcku6DfZIVyL4WQAvgRRSwJzzs5L8kpag1W0RKAJFoAgUgf8AAQob4pD1h+YuMetaBmAmEPPxvKZM8T/NBC7HjrktaTkm+r12ESgCRaAIFIEPBCgj/o/U1dXV8K+sBUbqK2kW6SvKjvNaXFCaiqIzKzLL67y8vIyF6pTan1qUtJzaHWl7ikARKAJF4CwRkB6RGlHdkxL2tUBIrzBiW4xOxRmPj6oxPpQ5xXPo/HxRSe0cOn7MfSUtx0S/1y4CRaAIFIEi8IEApcUaKzwgc6nyWoAoLrw8TK+qyFSVbT1KWrZ+B9v+IlAEikARKAJngkBJy5nc6HazCBSBIlAEisDWEfgL9jJYR8OZ4d0AAAAASUVORK5CYII=)
CHÚ DẪN:
T1...Tn là các giá trị cực đại;
Tx là giá trị cực đại lớn nhất - lực xé rách hình thang;
Txđ là lực xé rách khi đứt mẫu thử đứt hoàn toàn;
eg là độ giãn dài tại lực kéo giật lớn nhất;
exđ là độ giãn dài tại điểm đứt hoàn toàn.
Hình 2 – Đường cong quan hệ giữa lực kéo và biến dạng của mẫu thử
9.3 Các giá trị tiêu biểu
Các giá trị tiêu biểu được xác định bởi các giá trị thu được từ các mẫu thử riêng lẻ với độ chính xác như sau:
a) Lực xé rách hình thang chính xác tới 1 N.
CHÚ THÍCH: Loại bỏ các kết quả dị thường theo 9.1 không đưa vào tính toán. Tuy nhiên, các kết quả này cần ghi lại và báo cáo riêng.
b) Đối với mỗi tính chất, các giá trị tiêu biểu sau đây cần được xác định:
- Giá trị trung bình;
- Độ lệch chuẩn;
- Hệ số biến thiên.
( theo TCVN 8222:2009, mục 6)
9.4 Yêu cầu đối với việc thử thêm
9.4.1 Khả năng lặp lại các kết quả
Khi hệ số biến đổi theo quy định tại 9.3 vượt quá 20 % cần phải tăng số mẫu thử nhiều lên để thu được kết quả có giới hạn sại số cho phép theo quy định của TCVN 8222:2009 và số lượng các mẫu thử yêu cầu được tính theo TCVN 8222:2009, mục 6.
9.4.2 Các giới hạn sai số
Kiểm tra các kết quả thu được theo qui định tại 9.3 để đảm bảo các giới hạn sai số thực tế không vượt quá giới hạn qui định. Sai số kết quả thử nghiệm được coi là thỏa mãn nếu số lần thử nghiệm tính theo TCVN 8222:2009 không vượt quá kết quả thực tế. Nghĩa là các kết quả thử nghiệm đã thảo mãn khi thử nghiệm đủ số lần và đáp ứng yêu cầu của 9.3.
CHÚ THÍCH: Kết quả thử nghiệm theo tiêu chuẩn này có thể so sánh với kết quả thử theo tiêu chuẩn ASTM D 4533 đối với cùng loại mẫu thử.
10. BÁO CÁC THỬ NGHIỆM
Báo cáo thử nghiệm bao gồm các nội dung sau:
1) Viện dẫn tiêu chuẩn này;
2) Loại mẫu thử nghiệm (vật liệu hoặc sản phẩm);
3) Số lượng các mẫu thử được thử nghiệm theo từng hướng;
4) Trạng thái của mẫu thử nghiệm (ướt hay khô);
5) Kiểu, chủng loại thiết bị thử nghiệm;
6) Các giá trị tiêu biểu: lực xé rách hình thang trung bình theo từng chiều của cuộn vải, tính bằng N;
7) Các giá trị riêng lẻ: lực xé rách hình thang của các mẫu thử trong tập mẫu thử nghiệm theo từng chiều của cuộn vải, tính bằng N;
8) Biểu đồ quan hệ giữa lực kéo và biến dạng (hình 2);
9) Người thí nghiệm;
10) Người kiểm tra;
11) Ngày thí nghiệm;
12) Điều kiện về nhiệt độ, độ ẩm khi thử nghiệm;
13) Các thay đổi về điều kiện, qui trình thử so với tiêu chuẩn này nếu có;
14) Thông tin về kết quả bị loại bỏ kể cả nguyên nhân không dùng các kết quả đó để đánh giá các trị số tiêu biểu; và các mục khác khi yêu cầu.
11. LƯU MẪU
11.1 Mẫu lưu có diện tích không nhỏ hơn 1 m2 .
11.2 Mẫu lưu và điều kiện tiểu chuẩn theo quy định của TCVN 8222:2009.
11.3 Thời gian lưu mẫu tối thiểu là 28 ngày
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