thực hành kỹ thuật thực phầm về cô đặc

... giúp đỡ cho ngư dân kỹ thuật nuôi tôm nhằm mục đích đạt được sản lượng và thu nhập ngày càng cao trong hệ thống nuôi kết hợp tôm - rừng ở Đồng bằng Sông Cửu Long. Với những kỹ thuật đơn giản, thông ... Nghiên Cứu Nuôi Trồng Thủy Sản II Mạng Lưới Các Trung Tâm Nuôi Trồng Thủy Sản Châu Á Thái Bình Dương Đại học Tasmania SỔ TAY THỰC HÀNH KỸ THUẬT NUÔI TÔM - RỪNG KẾT ... sâu 1/3 trái. Kỹ thuật trồng đước Kỹ thuật trồng đước1/3 Kỹ thuật trồng đước Download» http://Agriviet.com 27 Chăn nuôi gia súc, gia cầmVịt, Gà, Heo có thể được nuôi để cung cấp thu...

... đương theo các tính của các ông trơn1010 - Làm sạch khí- Tách hổn hợp thành các cấu tử riêng biệt- Tạo thành sản phẩm cuối cùng3535 τ1 là thời gian cần thiết để dung nóng dung dịch đến ... chất lỏng với thành ống trơnXác định trở lực cục bộXác định ma sát của chất lỏng với thành ống bề mặt nhámĐo lưu lượng bằng phương pháp chênh áp biến thiênII. CÁC BƯỚC TIẾN HÀNH THÍ NGHIỆM1. ... suất trên đường ống số 9 Các bước tiến hành thí nghiệm cho ống số 10 (∅ 7.7)Mở van 25.4, mở van 21, đóng các van còn lại trên mạng ống11 BÀI THỰC HÀNHKHẢO SÁT CHẾ ĐỘ CỘT CHÊM (THÁP ĐỆM)...

... điều kiện đảm bảo vệ sinh an toàn thực phẩm trong cơ sở chế biến thủy sản ăn liền.1.2. Đối tượng áp dụng1.2.1. Quy chuẩn này áp dụng đối với các cơ sở chế biến thuỷ sản dùng làm thực phẩm ăn ... 3.4.1. Chủ cơ sở chế biến thuỷ sản ăn liền được quy định tại điều 1.2. của quy chuẩn này có trách nhiệm tuân thủ các quy định của Quy chuẩn kỹ thuật nhằm đảm bảo vệ sinh an toàn thực phẩm. 3.4.2. ... HỘI CHỦ NGHĨA VIỆT NAMQCVN :2008/BNNPTNT QUY CHUẨN KỸ THUẬT QUỐC GIA VỀCƠ SỞ CHẾ BIẾN THUỶ SẢN ĂN LIỀN-ĐIỀU KIỆN ĐẢM BẢO VỆ SINH AN TOÀN THỰC PHẨM National Technical RegulationProcessing...

... dụng1.2.1. Quy chuẩn này áp dụng đối với các cơ sở chế biến thuỷ sản dùng làm thực phẩm ăn liền.1.2.2. Quy chuẩn này không áp dụng đối với các cơ sở chế biến đồ hộp thuỷ sản, cơ sở chế biến các ... những quy định chung đối với cơ sở chế biến thủy sản nêu tại điều 2.1. của QCVN :2008/BNNPTNT: Cơ sở chế biến thủy sản – Điều kiện chung đảm bảo vệ sinh an toàn thực phẩm. Ngoài ra, cơ sở còn ... ĐỊNH QUẢN LÝ 3.1. Chứng nhận hợp quy 3.1.1. Cơ sở chế biến thuỷ sản ăn liền phải thực hiện chứng nhận hợp quy về điều kiện đảm bảo vệ sinh an toàn thực phẩm theo Quy t định số 24/2007/QĐ-6 ...

... chức thực hiện 3.4.1. Chủ cơ sở sản xuất nhuyễn thể hai mảnh vỏ được quy định tại điều 1.2. của quy chuẩn này có trách nhiệm tuân thủ các quy định của Quy chuẩn kỹ thuật nhằm đảm bảo vệ sinh an ... QUẢN LÝ 3.1. Chứng nhận hợp quy 3.1.1. Cơ sở sản xuất nhuyễn thể hai mảnh vỏ phải thực hiện chứng nhận hợp quy về điều kiện đảm bảo vệ sinh an toàn thực phẩm theo Quy t định số 24/2007/QĐ-BKHCN ... hành._____________________________9 CƠ SỞ SẢN XUẤT NHUYỄN THỂ HAI MẢNH VỎ - ĐIỀU KIỆN ĐẢM BẢO VỆ SINH AN TOÀN THỰC PHẨM Bivalve mollusc enterprise- Conditions for food hygiene and safety1. QUY ĐỊNH CHUNG1.1. Phạm vi điều...

... tranh sinh học và phát triển nông nghiệp bềnvững.e. Nghiên cứu cơ bản các đối tượng vi sinh vật chỉ thị (Hình thái, Sinh thái, Sinh lý, )f. Triển khai áp dụng vào thực tiễn những đối tượng vi sinh ... dụng vi sinh vật xử lý chất thải rắn, nước thải phù hợpvới điều kiện kinh tế, khí hậu của Vi t Namc. Làm dịch vụ khoa học kỹ thuật trong lĩnh vực sinh học: phân tích đánh giá vi sinh vật, chuyển ... nghiệp trong vi c bảovệ môi trường, ứng dụng các công nghệ tiên tiến vào sản xuất.1.3 .Cơ cấu tổ chức1.4.Giới thiệu về phòng vi sinh vật họcPhòng Vi sinh vật môi trường được thành lập theo...

... Nguyễn Thị Bích Ngọc 14 Thực hành Kỹ Thuật Thực Phẩm GVHD: Võ Văn Sim2. Thực hành kĩ thuật thực phẩm. Trường đại học công nghiệp Thực Phẩm thành Phố Hồ Chí Mimh 3. Thực hành công nghệ sản xuất ... Thực hành Kỹ Thuật Thực Phẩm GVHD: Võ Văn SimBÀI 1: CÔ ĐẶC(THIẾT BỊ CÔ ĐẶC GIÁN ĐOẠN MỘT NỒI)PHẦN I: CƠ SỞ LÝ THUYẾT1.1. KHÁI NIỆM CHUNG1.1.2. ĐỊNH NGHĨA VỀ CÔ ĐẶC Cô đặc là quá ... VÀ GIẢI THÍCH.Thiết bị cô đặc chân không 1 nồi sử dụng trọng thí nghiệm cô đặc, giúp chúng ta thực hành và hiểu về qui trình cũng như cách vận hành của thiết bị cô đặc. Đây là quá trình làm...

... Mimh 2. Thực hành kĩ thuật thực phẩm. Trường đại học công nghiệp Thực Phẩm thành Nguyễn Thị Bích Ngọc 14 Thực hành Kỹ Thuật Thực Phẩm GVHD: Võ Văn Sim Phố Hồ Chí Mimh 3. Thực hành công nghệ ... Ngọc 12 Thực hành Kỹ Thuật Thực Phẩm GVHD: Võ Văn Sim ngưng (ml)PHẦN III: KẾT LUẬN VÀ GIẢI THÍCH.Thiết bị cô đặc chân không 1 nồi sử dụng trọng thí nghiệm cô đặc, giúp chúng ta thực hành và ... lớn dung dịch trong quá trình lấy Nguyễn Thị Bích Ngọc 9 Thực hành Kỹ Thuật Thực Phẩm GVHD: Võ Văn Sim mẫu. Giả sử độ Bx đo được thực tế đúng với Bx theo lí thuyết thì ta mới tính được lượng...

... SINH HỌC VÀ THỰC PHẨMBÁO CÁO THỰC HÀNH Môn: THỰC HÀNH KỸ THUẬT THỰCPHẨMGVHD : Phạm Quỳnh Thái SơnSVTH : Trần Yến ThanhMSSV : 11031761Lớp : DHTP7ANhóm : Sáng thứ 4 (tiết 1-5 )Tổ : 2Tp.HCM ... 27/10/2013GHÉP BƠM -FM51 1. Mục đích thí nghiệm: - Xác định cột áp toàn phần của bơm, công suất và hiệu suất cho bơm ly tâm bằng việc đo đạc các thông số khi thay đổi lưu lượng bơm. -Xây dựng ... để xác định điểm làm việc của bơm. - Xây dựng đường đặc tuyến của hệ 2 bơm ghép nối tiếp. - Xây dựng đường đặc tuyến của hệ 2 bơm ghép song song.2. Các bước tiến hành thí nghiệm:(1): Van chỉnh...

... Phong Trang 12 Ứng dụng kỹ thuật siêu lọc để cô đặc protein GVHD: PGS. TS Lê Văn Việt MẫnCHƯƠNG 2: CÁC PHƯƠNG PHÁP SIÊU LỌC PROTEIN 2.1 Phương pháp siêu lọc thuần Kỹ thuật siêu lọc là quá trình ... Thanh Phong Trang 11 Ứng dụng kỹ thuật siêu lọc để cô đặc protein GVHD: PGS. TS Lê Văn Việt Mẫn Để thực hiện cho quá trình cô đặc protein hạt lupin bằng membrane, ta cũng sử dụng bột lupin tách ... bằngacid đã làm cho protein mất đi rất nhiều tính chất chức năng. Để cải thiện tính chấtchức năng của protein, người ta ứng dụng kỹ thuật siêu lọc để cô đặc protein. Phươngpháp siêu lọc có ưu thế...

... THANH THUHỎI ĐÁP VỂ K Ỹ THUẬT THựC HÀNH KINH DOANH XUẤT NHẬP KHẨU□ T rả lời cá c th ắ c m ắ c thường ngày về kinh doanh xu ấ t nh ập khẩu. □ Nêu c á c tình huống vả cách xử lý đúngNHÀ XUẤT ... 9 6 -HỎI ĐÁP VỂ K Ỹ THUẬT THựC HÀNH KINH DOANH XUẤT NHẬP KHẨU□ T rả lời cá c th ắ c m ắ c thường ngày về kinh doanh xu ấ t nh ập khẩu. □ Nêu c á c tình huống vả cách xử lý đúngNHÀ XUẤT ... 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VmwWCy1tbVyfm0vy4qKiuHh4f7+fnnrrz34WvPmzcvOzpavN2/ebDQa1aGQBzY3N1c7f0tLi/ZQWK1Wl8ul3vV6vUajMS0tTbuFYWFhg4ODQddeWVkpA6U6p+Xl5QaDwWw2q+vH4XDExsZqlyAPlNzB4eHh7du3CyEyMjK0S46Pj4+NjQ1xUXV3dxcVFfHlgMsLoQEXg8Ph0EZVVbaFINsRRpptcHCwuLhY/WkymeRik5KSHA6H7Opot9tVMpDF8M6dO9VHoqKiVGGpEkBSUtKpU6eCri4sLExt/6FDh2T5JIRwOBzR0dEZGRkyCcniRFt+yFv5xsZGVVSYTKbo6GhVCHV3d9tsNrvdfvbsWTmlqKhICKEtLBsaGrSlVKCsrKzAGWw2m8org4ODNptt48aN2hnktqnjsHbtWrvdrg0ZUVFR2sJS3mrHx8fLP+WICEePHlUzyK6IVqtV5bn+/n550NTe6cjY1N3dXVJSYjAYtHstN08mEkUGC10iVPr7+81m84YNG7QbvH379pGOW1JSkqza0U5cunSpNpeozKRLdepoy1ShW3J8fLwuRgCEBuDcSktLA6u41L3gSKKjo20220g3iFqyQDUajeqrf3BwMCIiQgihgkVubq42gsiP6EKDLO9V6R60VLbZbKo4rK2tlffZ2kqC7Ozs9PR0bVWKLGC2bdsm/0xLS7NYLLpV5+bmRkdHq2I1Pj7eZDJp910uZKSScnh4OCYmxuFw6CZGRESoY1JQUGA0Gjs7O7UzpKWlaUu76OhoVTNRUVFhtVrVZqtcpY1ENpstOjpaO8PGjRt12UVu+Ug1RtpwIISIi4vTZU2z2aybOTExMbAwrq2tLS8vLy8vlz1h1RlxuVxms3mkSo7h4WG73a4ykFJcXGw0Gke69vr7+9PT0w0Ggzod4eHhurgm61dKSkr47w9CA/AJtLS0jB49OjA0hIWFhahs2L9/vxBCd1s8ks2bN+tqEeT9q2wRV2W5EOKDDz7Q/qlbTnZ2tslkGmktsgpaVWKrhbz66qshtq23t1eWo3/4wx+Gh4c7OztNJlOIG9///99SiAcffFAXvLR1AIEmTJhQWlqqnXLq1CntBjscDm3djBQWFrZixQr5WnacVLfXsnJozJgxkZGRkZGRycnJM2fOlOdOHure3l6LxSIrXZRly5aptgZtaAhcdeCxDQ8PVydoeHj4L3/5i8ViUZunTJo0SQW7+vr6uLg4i8USHh6+bNky+VxlVFSU9jJYtGjRSOv1+/0WiyWw0ae+vl4dbb/fv3PnzqVLl9rtdnko5COpt99+u7rChRC6NCYfTA0RVoDLFOM04PP161//+syZM0F7+C9fvvyee+6RLQs6J06cEEKc5+A5Q0NDsnTRTjxz5ozZbJ42bZqakpCQMGbMGPm6qqrKYrHoluPz+WbMmBG6K6X2cf+6urr4+HhVlMotKS0tLSsr8/v9jY2NqqNcRESE7KS5bdu2gYGBe+65J8RafD6f0WjMyMjQTjx8+HDoTvidnZ26xzROnDgRERGhNrinp0d3qIeGhrq6ur773e+qHoVWq1UuxO/3y/7/S5YsUQfKYrEUFBRERETIHql33313WFiY7lHG/fv379mzJ3AL77vvvtBdAoUQDzzwgDpBssmgr6/v8ccf1z2g8e67737jG9+QByo5OflHP/rR888/r8bemDp16sMPP6zm37FjR4jHVj/88MN58+YFPt7yhz/8Qb3etGlTUVFRUVFRYWGh7AJSVla2ZMmSu+++Wx3GuLg4beuVEMLr9Vqt1qDXNnBZIzTg8/X++++HKB09Ho8aa0EXKYQQ6pnDc5o3b55uyVu3bo2Pj1exo66u7oknnlDvut3uH//4x7qFOJ1O2agR1MmTJ5OTk9WfHo/nyJEjsmOgsmfPnpUrV9rt9tTU1AULFpjN5unTp6ekpKgi7fDhw7rkEaiwsNBsNusOS1VV1YIFC0b6yOHDhy0Wi+xhoN1CNcXn81VXV+/evVs7gxwQWm1bcXGx2sGOjg6fzxcdHS3rAEZKKrritr29va+vT/dwps/ni4iICDFKVX19vcfjkRuQk5OjCloZuXQjcdXV1UVFRcmlHT58OCoqSjY86bKd2h6PxxPiaL/00ktBp1dUVMyZM0fuY15eXkFBQWpqqnp34sSJsseM/NPv99955526JdTV1WmvFoDQAJwX7b1joJHGMJDT5dPz55Seni6riBWZNuSXu/xar66uVo9KdnR0+P1+3fOZZWVlHR0duvt73Y27tuQoKysTQugKhj179kRHR9fW1qqC0+fzyRtiNc85Bzxob2/Xxh1Z/Hd0dIT4LeampqaUlJTADKRqQeQydZHo5ZdfVlULXV1dHR0dqoSOiIhISkoKHJFi06ZNc+bMkf0GrFarbvdlA4d2JIyBgYGHH344RNzx+XxpaWlJSUnr1q2bO3duXl6e+rWIoPVMTqdTe0+vfaBUnuienh5Z3su9NpvNIUbmcDqdZ8+eDTyYXq9Xjusg92j69OnaGeSoFaq6qK6uLuimXsyBR4GLhnEa8PlatWrVqFGjgr4l+xAEfUt+C//pT38K+u6BAwcmTJjQ29sri43ExMSxY8fq5rn11lu/973vydeVlZV+v//WW29VRYUQQlcGHzhwQAgx0riBbW1tHo9HmzPkjzjoCoa+vr7k5GRtLHjhhRdkGay9Qe/s7NRVq6Snp8sb676+vtLS0kmTJmlncLvdQoh77703xE3/t7/9bV01g8fjUcVnZmbmn//858A8p1LFyZMnhRDa8vjee+9ta2t799131ZTOzs6nn376W9/6lgp2c+fO1S5w5cqVt99+u7Z+6Pe//73JZNK24Oh873vfGz16tNPpvPXWWy0WS25urnwmRVUDqKEOjh07lpmZefDgwdtvv11Oufnmm9955x154uScd9999z//+U+VU6+77jqfzxc4zINSXV195MiRXbt2acPH888/n5mZKU9iZGTk2LFjH3nkEe0Ma9asGT9+/Icffij/7Onp+dKXvqRb8ttvvx3iP8XQ0FBbW1vQATwAQgOualFRUc8991zQ6oEQv0B4zz33GI3GPXv2BI6k5PF4li9f/vWvf10WTi+//LLH4wm8X/zSl76kikDZQ0L9mZ+fL4SQD+Op8qa6utpsNn/zm98Muj1yaCM1VMPQ0FBlZWXQhOF0OtU2Hzly5Be/+IUQQpWa8oUcFVveyK5fv/5b3/rW97//fZmT3n333aGhIVUwS1/5yleio6MDO2Gom/WqqqqbbrpJO7Gqqkp7019TU6MilFJYWKhukWVriLaa/Xvf+97ixYsXL168cOHChQsXpqSkTJs2bffu3XJMyb6+vnHjxk2ePFm7wBtuuEElM+m+++4L7GyhLbOPHTu2fv16g8EQFhb2zjvv/OxnP3v22Wflu0888YTNZrv99ttTUlJmz55911137dixQwihxv2Miop6++23s7KyEhMTExMTf/rTn373u9+97bbb5syZI0/BHXfcYTably5dqquQUB555JH09PTXX3/9G9/4xuOPP+7xeAoLC4uKin7wgx+o8PrMM8/85S9/+eY3vymPQ2JiYm1trdfrVaNgyeoN3ZJV9Amqrq7ulltukQ/WApcZ+oLiIigpKamsrJR3b8nJyWvXrj3ns5Syrdput2sfWDh69KjZbLbb7eqZxpKSEpvNpvusHNdIPRFXXl6u7dIva9cdDkdzc3Nzc7PL5ZKlWojHAteuXSuESEtL83q9qsO8fK17GlDWKzgcjvDwcKPRKNvX1dobGhrklIiICNnSb7FYtE/rycc41VOdSuC6lO7ubofDoeu939DQoN2dDRs26IYiGB4eXrNmTV5envagBR10S/52RnR0tPZBibNnzwYO0lVZWRn4lESIx0Rra2tDj2QwODhYVFSUkZFRWloqn3HIzs52u926eVwul3bvtFtVVFRkt9vPOShId3d3aWlpRkaGw+EIPPhy18rLy48fPy7XWFBQkJWVpVahvUTV/KFHMNMObgFcRvjBKlw8PT09VVVV8+fPH+mmOfBWeOvWrf/4xz/i4uJ6enra29s7OjocDocaylAIsXr1arPZrOsNt3z5crPZLMddEB+3TKtq8/b29rKysj179sjbwfj4+GnTpu3YsSMhIWGkn6Ps6el54IEHampqYmNjZbm+evXqDRs26JonhoaGdu/eXVxc7Pf7IyMji4qKrFar/DWEwLvt9vb2xsbGO++8U9fx3uPx8COKAC5NhAZc0oaGhhoaGjo6Ok6ePDk0NJSUlDR79uxPupADBw6EhYXpnkc4c+bM8ePH7Xa7rG8/efJkWFiYrvzW6erqMhgM55l4riR9fX1X4V4DIDQA+GSWLFlit9sv7I90AyA0AJcoj8ezatUq+dNEAIBPjacncOV78803GWkHAD47ahoAAMB5oaYBAAAQGgAAAKEBAAAQGgAAAKEBAC5/R44c4SCA0AAAOHdi2LhxI8cBhAYA+DQ6Ojo2bdp0pe6d2+0uLCxUP2X53nvvyd8fAQgNAC4b69evHz9+fOCvh198KSkpbW1tV+RB3rJly6xZs1avXj116tSBgQEhRHp6uvq9NIDQAODykJOTk5CQ8PTTT3+xm3H69Ol33333nnvuuSIP8p49exwOh8Ph6OnpeeKJJ7jqcJVjREjg8lZWVjZx4sT4+PhLZHt8Pt/hw4cnTpwYGxt7BRzeHTt2rFmzRghRXFy8du1a+TPrAKEBAC6ArVu3Hj582O12Dw4OcjQAQgOAK4rP53v//fcjIyM/+6IGBga8Xu+MGTOEEP39/dq2/4GBgZKSEqfTabVah4aGFi1alJqaes4Fut1uo9E4adKkL3/5y7qeBO3t7ePHjzeZTJ9oC+vr67u7u+Pj481mc4jZenp6qqqqxo0bZ7VarVar0Wh0u93jxo0zGAxyinbmtra2iRMn0tEBV4VhAF+0lpaWbdu2bf9YVlbWY489Vlpa2tvbq5vz1VdfjYqK2r9/f+BCjh49arfbt2/frqacOnVqzZo1zz//fIhVHz161GKxCCHCw8MXLVoUHh4+evRou92+efPmlpYW3cyHDh2KjIzUrkLJzs62WCyRkZHDw8OdnZ2dnZ3qrc7OzqVLl44ePVr35RMWFrZx40a/3z/Sth0/flzNbDAYIjXCw8OFEOvWrZNzJiYmLlu2LHAJPp8vOTn55z//uZoybdo0IURMTIxuzpMnT8bFxc2bN0/+uXTp0pG+Mw0GQ3l5uZytt7fXbrcLIeLi4gJPVnZ2dmRk5MaNG7nCccUgNABfvLS0tJGKqMrKyrNnz6o5Fy1aJIRwOBwjLcRut+umrFmzJsSqtZ0hbDabriNCdna2dub09HQhRGxsbOByMjIyhBCJiYm66QUFBfIWPDw8vLy8vLW1taGhobi4OCIiQq4iKytrpG1rbW3Nzs7Ozs7euHFjYMVAQkKC2+3+/19kQsi8olNeXq67O9q+fbucogp+SZb96uip4yCna5nN5srKSjlbc3Ozmp6WlqZbu/xs0JMFXKZ4egL44p09e1YIERUVVVtb29zcXFtbu3nz5oyMDKPRuG7dul27dqk5/+d//mekhbz55ptCCFUYy+LtnKuWww/Y7Xav1+v1emtra2VZKAu8nJwc7eiHjY2N8fHxM2fOHGlpN998s661Iisry+/3G43GQ4cOpaamRkREREdHL126tLKyUoaJPXv2jLS0iIgIGRo2b968YcMGOXHFihX9/f3Dw8MulysmJuaTHuoVK1bIQ5Sfn68m5uTkeDweGZK0h8VmszU3N+u+NPv7+4N2Oy0rK5MLUeTTsOPGjeMKxxWD0AB88aqrq4UQhw4dio2NtdvtsbGxGzduLCgoyM3NbWpqCpx/ypQpgZ0JAud8//33zzM0zJ8/32azqYl2u93lcsnMsXv3bm0pXl1dHTSLVFVVBU7s6uqSBWdGRobult1ms1VWVqalpYWFhalxk0JYsGCBfJGSknI+YShE48K+fftkb4mTJ0/KLh1bt26VG6m6WURHR59n6tLSBhG1EF0HCLw0AyMAACAASURBVIDQAODTq6+vP336tMlkamlp0b2lLci1UlJSdFNMJlNcXJwQ4oMPPlATz6drniywA4ttm822fPlyIYTX61UTjx07pqo0AjcgcKLslBAWFrZly5bAd2NjY0tKSpqbm8+nWI2Ojpb9GEbyr//6r4ETv/a1rwVdlKxR+N3vfieEeOGFF/x+/4QJEz77iBfFxcXaygY54NWVOuwVCA0AvgD9/f3XX3/9jTfe+N577+mKc1lsh4WF6T4SdBjje++9V/0rTZw4MfSqVeXE7373u7Kysvb2du27jz76qMFgqK+vV5Hiq1/9qhBizJgxgYsKWqL/8Y9/FEJYLBaDwfDZD1ToxghtWlJuu+22oDPLGoXCwsL8/Pxf/OIXspIgcCM9Ho/L5fJ4PB6Pp6ysrL6+3uPxaIdqUPmpoqJCVqWkpKT09fXJiUNDQ0KIC/JYCnCJuI5DAHyxEhISrFZre3v7jh07Tp8+bbVa/X7/3//+91/96lc+ny8hIUFbrzAwMDDSfXljY6MQoqOjQ02RTQZBGzikhx9+WBVvS5YsEUIUFBTILo1CCKvVGhYWpq1pCFH/IdcrH8S4yOSqjx07JjtPaN8qKysTQkRFRek+ItuA3G53VlaWPAUjPf+pDWFSREREa2urShVqYkVFxdSpU9vb27ds2bJt2zbtuwChAcAFVl9fX19fryvbUlNTtXfAXq/XarUG7Yoo6wnq6urUFBkvAisqVFBQbfYGg2HdunXR0dFz5szRVnXIxKBiijaRBE0SoVsQPiNdRYgib/3Dw8MDm2MOHz4shOjq6gr81DPPPCPHkxBCTJ8+PbCOQb4wmUxqp7xe78DAgOypoE6QNkykp6cXFhY6nc5///d/VxsT+PwFcPmieQL4gp08eVIWh8uWLWtpaWlsbDx06NDzzz+/aNGiO++886mnntLmgJtuusnj8egaMqQvf/nL4v8+PTF27FiTyfT1r3896HoNBsPhw4dlibhs2bLc3NzU1FRtNYZqlVCVDXLhQctg+dyErruDHJtB1tJ/diNVmcjpQVtAbr31ViHEtdcG+aKLjo6eP3++/OCyZcu0b3300UcyNFgslnfeeaf5Yz6fr7OzU/ajDGrr1q3yOZS77747sIYGoKYBwGfV0NAgXzz00EPa9u8HH3zQ7/enpKRUVVWpqoXRo0cXFBQkJycHLkfWKGi7NI4fP37q1Kkhxkw0GAzy3VGjRgW+K9s77Ha7utWWd8+dnZ2BM1dWVsriVjtRbnZbW9vBgweTkpKClrJf/epXV6xYcc6jFOJHH2SEChpNZGiQAzoFstvtL7/88oIFC3TdDtTRuPfee8eOHRt4kBX1GIt8SMRkMpWWls6cObOmpuamm27SvgVQ0wDgAlAFT2A9dk9Pz5EjR06cOKGduHr1aqfTqZtzaGhI3hxrC9e2tjaPx/PpbvQ9Ho/shqmGLlAhwO12q75+ajvl2nXNE6ozwapVq3QfEULk5+dv2rQpJyfnfLZH7Vfg7iQnJxuNRq/Xe/DgwcADKGtKgpbc8oAHbXORrS1tbW2hj56q15HtILICY+fOndp5tANdAIQGAJ+J6lgwMDAQeCMu/u9zgzJhLFmyRFdXv2XLFllsq26Msjj0+XyBiw1cu+rZpz64ePFiWdBq+0+kpaWZzeaenp677rpLtfq3tbXNmjVLFuqywl8JDw+Xo1J2dHSkpaWp4nlgYKC4uHjTpk1CiK6urvMZp8Fms0VERMTHx7/yyiuBZf/atWuFECkpKUuWLJFLGxoays/PlwdwYGAgaGiYNGmSEKKpqSlwA2RUcrvdNTU1IbbKaDTK2hdZKyMtXbpUO8Sn9i3gckfzBPAFCw8PN5lMAwMDv/jFL+6+++4pU6aYTKaGhoa3335bDqyk7fz/85///MSJEzU1NXfffXdGRobsglBfX793714hhMVikSM9SyUlJbNnz3755ZdDrH3u3Llut9vlct10002qW4AaWuCBBx7QPisRGxv7+uuvL1u2rKamZurUqeHh4QaDoaen5/Tp00KIsLCwwFGnSkpKHnrooZ/+9Kculys8PFw2BHR2dp45cyYmJqarq+sHP/jBeQ5/FB0d/eKLL95www2Bb+Xm5v7v//5vfn5+WVnZ/v375YBRcquEEC+88ELoYZp+//vf635sQo2LlZycPGHCBBlNhoaG5JEJCwvbtWvX5MmThRDjx48P7L6we/fuzs5OOaxFYBULcBljJG3gC+dwOEL8J9X9SsLg4GBubm7gc4+xsbGtra3aObu7u2WSCLHqhoYGh8MRFRWlfShACBEfH19UVKT92Qutzs7OoqIi9YCA0Wh0OBy6teu2ec2aNboEoNuvcyooKBABP4ehlZeXp32Awmg0JiUlVVRUjDT/qVOnbDab0WhsaGjQvVVZWSmbHiwWi+7ISDt37pT7Jf8sKCjQLaGiokLNHOLIAJcXfhob+OK1t7c7nU6/32+1WidOnHj48GGr1Wo2m30+X0RExEg/Z+VyuU6ePBkREdHR0TF69Ojz6U4Ymt/vb2pquv766w0Gw6X5oKDb7Z4+ffoFGSrqU+jq6nrttddkZcOqVavkZhw8eLC3tzfor2JWV1dXVVXZbDZt9Q9wWSM0AACA80JHSAAAQGgAAACEBgAAQGgAAACEBgAAQGgAAACEBgAAAEIDAAAgNAAAAEIDAAAgNAAAAEIDAAAgNAAAAEIDAACf0MmTJzMzM0tLSzkUhAYAuHj6+vo4CJeX9vb2p59++pe//OUbb7yRlZXFAbliXDM8PMxRAHApu//++61Wa1FREYficnHkyBGj0RgfH9/W1nb//fc3NzdzTAgNAHAxtLW13XbbbS6XKz4+nqNxeVm/fv3Xvva1DRs2cCiuDDRPALjURUZGlpeXv/POOxyKy0tmZub7779PYriSUNMAAADOCzUNwIXh9/sPHDjgdrs5FJfjueMgAIQG4P/r6en5vIvzxYsX33///XPnzu3p6blKjqrP5+vo6Kivrw/6bkdHx8qVKwN7zvt8vscff3zqx6ZPn75p06YjR46EKLnr6+udTudIZ7C9vX3WrFmZmZk+ny8wDVRXV3u93sBPeTyehQsXym0YP378Lbfc4nQ6z7nLZWVls2bNys/Pd2rk5eUtX748Kytr7ty5xcXFct9nzZo1d+7coKsuKyubOnXqkSNHgq7i4MGDTqezurp6pGO+d+/ewsLCoO8eO3Zs+fLl2uPQ3t5+8ODBoaGhoEcgJydnpBWdU19fX1lZmcfjGSmHeTyekU6Zz+dzuVx8L12WhoFL21/+8pft27dv3769vLy8qqpKvj569Kjf79fO5vP55Dy6j/t8vsTERHm1nzx58nPayEOHDsXExDidTrvdvn379qvk1Jw9e3bp0qVCiJaWlsB37Xa7ECIqKko7cdu2bSaTKeh3UWRkZH19feByfD7f6NGj5Tzbtm0LnGHz5s3y3eTk5KBvjRo1Sjuxt7fX4XAE3Ya4uLje3t4QuxwZGRn6G9XhcAwPD5eXl8s/CwsLAxcSFRUlhMjOzg58q6qqSi3q1VdfDbGzQS+zUaNGCSG0/wvkup588snAc2cwGNQGj2T//v2TJ08OetjXrVsnhLDb7YFv+f3+efPmye10Op2BM8h3d+7cyffbZYeaBlzqCgoKMjMzH3300ZycnEcfffS///u//+3f/u2uu+6aMmWK9o6qu7s7MzMz8LYpOzt79uzZDQ0N8fHxf/7znz97jcXBgwcDb6r+8Ic/uN3uBx54oLa29t57771KTo3BYLjxxhuFEEFvZG02m4wC2nvo9evXDwwMmEwmVbCVl5fLOdva2pKTkwPrGwoKCs6cOSNf/8d//EfgisaNGydfHDhwQFfNM2bMGCHERx99pJ342GOPvfjii3LbmpubVekohKipqZk8efLJkydH2uWioqLsj6lHOUwm09q1a7OzszMyMlatWiWvE/nWXXfdFbiQoIdLBQX1+qmnngqcoampSb549NFH29vbde/q9lSt60tf+lLgubv++uvPp2blrbfeOnHiROBbgetSXnrppWPHjsnXsupFp6urSwhx3XXX8f1GTQNwIQ0ODkZGRiYkJPT392un5+XlCSHS0tJCf9zn8xUVFV3A7dmwYUN0dDTnRVed4PV6A9/Kzs4WQmRkZKgpCQkJQgiz2ayrmeju7pZvyVJZ+1Z/f7/ZbNZ+ZR0/fly3Im1Fd0FBgfYteccfGRmprWYwGo3yFvnUqVPamTMyMlR9w/nse0NDg5x/8+bNurcKCgpCfMGmp6cHrWno7u62WCyhv5+1dSSxsbG6dwOPoTxBQaslrFbrOWsa1q5dK4TYsGHDSHUeVqs18K3t27frkpZuhqSkJN21AWoagAvgyJEjbW1tq1at0pUca9eunTdvXllZWeiPm0wm+QUd2smTJ3NyckZqY9ZuTH5+vs/na2trUxPb2tq2bt2akpJy4403xsbGBr2vEkIMDAwsX758xowZ59xmtUmXS2cRk8kkqwp05ClTx6qrq0se4fT0dF0lv9Vq3bdvn5x/69at2recTqfP5wsLC/N6vbL827Nnj25F2ir9rKwsbTu6rIvS3tnv2rXL7/dbrVaXyxUeHq6rlIqPjzcajampqeez7zJ8CCGio6N1b02fPj1EpYKsTQnsgVFcXCzHviwoKJA7G3hNTpw4Ub12u926oxETEyNrXHSf0mUR7farqougkpOThRCNjY2Bb91zzz3yAghcwsDAgDyecjyuTZs26WZ44oknZDUGX3HUNADBdXd3d3d3Dw8PFxcXp6WlZWRkyD9Dk3dsQecsLS3V3vS3tra2trbq1ii/eWWxlJGRob2zdLvd2dnZa9eu1X7jOxyOs2fPjrQx6ibPZDINDg4ODw8XFRXJhuH09PTy8vIVK1YIIXJzc7X3lBEREQ6HY+PGjWvXrpWFa3Jysvz4SFwul8FguCxOa2xsrMPhqK2t1U2vqKjQ3Q3LioeIiIiR9r2kpER+RDUZqMqJpUuXyqMd2ElCe17kzNpW9tzcXPmWqqmSeWXt2rUXZPflzXpgk393d7dc78aNGwP3V25wRESEbrqsP5NHQB5Aq9Wqu6pra2u1SSUsLExbCbdmzRrdEZD/BWJiYnR1derYCiFCXI2VlZVyHnmKm5ubKysr1X9A+ZauI5GsL1E1ELJThfqUtgaIAuhyxDnDRdLZ2VlaWipfJycnWywWi8Vy6NCh0J9yOByTJk0KnN7S0jJ27FhtpWtMTIy2ovX48eNhYWHr1q07fvy42+1uaWmJiYmZNm2amkF244qLi+vs7JSbJ+/SfvOb34y0MfJBgBUrVsgOlfKO9ic/+YnP51PzyF1Tf5pMJoPBUFxcLP88e/asvHUL7LKnE7QT3CUoMjLy9ttvl0EqJiZm8eLFiYmJYWFhKofZ7XZ5fH71q1/JW15tJtCRZZ72tMpMpg6X7EC3Zs2aoCXQqVOnjh49ajKZ1BLOnj0rN0Y1asjzHhMTo1v1+++/39LS0tLSErojZNDi/yc/+UmQ79aAPgTTpk1LTEzU1rLoPrJo0SIhRHh4uPxz8uTJMnZo51H1KM3NzTKHJScnq6Q7UmhQwsLCFi9evGbNGnm1yw0LsYPq2JpMpri4uKB3nrrQILdBnaMnn3xS/q/RzrNx40ZCA6EBOC8mkyk6Olq2HycmJp7zRtZisTQ0NDQ3Nzc3N8vip7a2NiIiIi4uTt0hdXZ2ar+8GhoazGazrnlb3sapEstut9tsNu09ltfrNZvNIYpzh8ORkJCg/iwqKkpISNAmBlWKaEsO3U1tf3+/LDZCVzZcLlTrT0REhN1uD/pwgbzHbWlpkX+6XK6RliZLQRX+1P26av6vra2VMULbi0L2LVBZTZ4CdfcfERGhbpSHP26J1/X5b25ulotVQUd3Zxw6NOhCTNDQcM6K3sHBQVlvoa5buam6PjTyEKkrWbY7qGtMFtjx8fEjhQYhxLx58+SK1M6G2EFV+aGaOex2u91uj46OVs9H6EKDbGZqaGjQVkgYjUbtKaOm4fJFnwZcJB0dHVu3bl29evXAwMAzzzwjf8zGZDKFHtXA7/f39fXNmDFDPk8/duzYG264YdasWT09Pfv27VONyrINVTVFv/nmm7p++6p1VjamCiHmz58fGxurliB7+yckJIz03LlcoPbd9PR0l8slHyCsrq5evnz5TTfdJLvlq403m83aL2jZ0v/ss8/Kj1wBp1UWyfHx8a2trc3NzS0tLf39/d3d3RUVFarVQNcfJWgHCEn20pePPGjbvGXzuWzskLfI2nZ0WS6qZvuHH35Y2/VBPmIgt1P12w+8zLQPgno8nvfff/98dl8uPMTTEJGRkV6v1+v1ysjb3NxcUlKiNkbXY6anp8dgMKjL+Dvf+Y7cU+2l0tHRof2UrP3Kz8/X9n6YM2eO7uDI2NTd3T04OHj06FGv11tRUSE3I8QFr+23kZaW5nK5Ojs7ZXxvaGj42c9+Jt+aOXOmmr+6ulr2QVGtfvfcc4/ZbPb7/dquJ6rRkC/Gyw6hAReD2+3OycmR/aEaGxsPHz5cVlZWXV394osvhv7ZXL/fHx4eXlRUVF5eXl5eXlpaWlJSkp2d7ff709LSAteivlh9Pt/C/0uWJfJLTQjxt7/9LfC2uLq6Wn5Th9ge7euDBw/Onj37hhtumDt37oEDB2Thob4Km5qafD5f4Ha+++672q/jy5osNRcsWKBNRVarNSkpSVVBywI+MjJSxoXDhw+PtDTZDVAdMdWr9JVXXlHhUgZE7UJ0vQUTEhLS09M9Hk9KSooar0mdFFnH7vF4tKVvdHR0b29vZWVleXl50BI99PWgraXQWbp0qc1ms9lsdrvdZDLZ7fa0tLTAS0I2Q8joozKWKu+1HQZVRwT1KTll4cKFao+0j2LKi3zevHmxsbFWq1VedUajMSkpSW5GYC/OwHLdZrOVlJQkJCQE3VPtkZRhS2253+9XY39pT9OUKVNk1uS78bLDY7K4GMaOHSvb+zMyMk6fPr1ly5aoqChZDBw/fnykTx04cMDj8fzqV78KfAIiJSVl+vTp6enpslyRzRPq7nD//v0mk+mXv/zlzTffLIRobW195ZVXpk2btnfvXrPZLO8pKyoqZIWEMjAw0NPTc8cdd4y0PceOHVuyZIl8PTQ0dPfdd3s8nvz8/E2bNlkslqioqMHBwa9+9asPPvignOe1116TjSC65VRUVISHh2vvzy5fp0+fFkLIMYUCD5d8MWnSJPli8eLFTqdz27ZtK1asUOM1KS6Xq76+3m63y7Lk+PHj6iZ4/fr169evt1gsBoNBVhVob1sD+/Y/9thjJSUlBw8eDBxUQ5Z8Q0ND2dnZukdd4uPju7q6VJvI+ZAxMcSIBSONZKXjdDrlznZ1df3Lv/yL7DyoHjwpLy8vLCyUB1kWtwaDQXUc+fnPf37kyBGfzxcTEyMDsfZ0yLMgPxWUjLAjkSNaXnvttSPtuxDivffei42NlVNkc8axY8dmz54thKivr1ez7du375e//KW8GGT4qKmp4buRmgYgiA8//PC3v/1tVVVVfn7+D3/4w6GhIVU2P/TQQyN9St6hqh5bWlFRUWFhYW+99Zb62hKaWtmBgYHExMQ1a9YkJibKF/v27du+ffuECRPkl7jf7//KV76iq2mQHcWDjsYjb4Lr6+t/8pOfqDu8mpqa3/72t7LrX0xMjMFgkI3ragmBI+rIVR87duyhhx4KcXt6GZk4cWJkZGTQwX/kuE92u101HDgcjtOnT3d1dalKCO25/u53vyuEUG32r732mnxhs9nmzZvncDhGjx7d1dUlC0uPxxOifScyMlKdKZ0xY8bIhqo9e/boRjL2+Xw/+tGPZE3GedayyHI9aGYKIfBhS+2Dpl1dXS6Xy+VyqdAwMDDw0ksvydd1dXVCiOnTp6ujGhcXJ4c96OrqkqNgffjhh9ooPNJmyNja19cXYgDv2267TUYHXbOICGj+E0I8/fTTql6hpqampqZGPiAqqyuGhobUu/LcffDBB3w3EhqAICIiIoxGo8/nq6urk1XQ+fn58q2gVbXqu9VmswUNDR0dHV1dXeqzHo8nNjZW1et6PJ7A70G/379r1y71HR14CyhvWEcaJ/jll18WmqZxWU2ia5SVleGq0vXw4cOyoUQ7T35+/sDAwJVRzSBLdO2oFVpyoMaOjg51LqKjo2XF9Y4dO1avXu10Og8ePNjX19fU1JSYmOj3++12u2rR37t3rxAiLy/P6/UePXp03759siddS0uLPNGByUNr27ZtgX0AJbWKtLQ02aTl8Xj27NkzY8aMc47VoaWut8A+DaF76uiOmMfjkfk4NjbW7XY3a6jHUOXlJz5ul9F1RNi3b58chUn+ZwndTUFRDWQhWsrUFR4YdFTqVSNLyl/EsFqt5eXlzc3N/f398nnR1tZWuQpVtSD/p3yiliAQGnAVMZvNtbW1drtdfp2pYnXp0qUjfbPLb5bU1NSgd+SydlpVLbzyyivaZvX09PQjR45ovzp7enrmzp2rprz55puyBlirrq4uRPuuzDqq/51sSF68eLG6k8vKypKhRJZDQ0NDsv/EwoUL1Reu/ImgpUuXylvDoKqrq0OPt3MJCjog8e7du8XHP2qlJj7zzDOyvaawsPD73/9+SkrK2LFjZ8yYIUtZ+VimPIZyeCs1SqNiMpnk9eN2u4P+HJQq0rR5VNvMn5qaKjtp9vX1zZo169prr506dWp6enp7e7usZj9PVqtV7kvgJRr619F0hbTqs7l79+6YmBi7RlpamixZnU6nzF4yivl8Pu3lbTQa5c4G/nhYiFoEWXIbjcYQ8wQd1kn7P0J83Cuivr5enujS0tLU1FS73a5CldlslgdW1ZfIOa+en3a7ktCnARevssHtdjudzttuu2316tUOhyMlJUU+mB7U0NBQR0fHb37zm3Hjxsm2jL6+PoPB0Nra6vV69+7dO23aNFUrUFNTIx82UyVTT0/P/fffLycODAzs2rVrYGDghRdeUPOoX7HSBhE1Xk2gBx54YMuWLfHx8WvWrNm8efO9995rt9ubmpomTpx43333/e1vf5s/f77T6VyxYsW6deuam5vffvtt+RtaQohvfvObsjLZYrGUl5fL6vGRlJSUDA0NhdiSS8q4ceOSk5Pl4Ac6N91005gxYx599FHtDaXdbm9ra2tvb3/22WcrKiq8Xu+oUaOio6O/853vpKSkqKf4zpw5M3ny5IULFwa9CU5PT3/rrbcsFsvYsWOFEHfeeafdbl+8eLFutnXr1smfYRwzZoyuBWHfvn3Hjh17/vnn9+/fLwu/yZMn79ixY968eTU1NU6nM3R/WF1lg+q0odxxxx0Wi6Wvr0+20ehMmTLltddeU4dF9q0JCwsLGqBzc3O3bNkyffr0v//970ajMSMjo6ioaNKkSbrhLKOjo3fu3Llhwwar1aoeNhFCfP3rX29vb1cPpGgNDg4KIZKSkkLUNPzjH/8YNWrUNddcE1gzJ/8/WiwW+RMS//znP8XHw1EELufBBx/861//KoSQDUzz58/3eDyy7QOXl2vO83li4OIbP3580HsR2ff7P//zP1VfsB07dvzwhz/UPdrndDozMzPPnDmTmpqanJyckJCgvhybmpomTZqkG1u3qakpdE/y9vb2AwcOpKenqxU1NTW5XK5rrrkmNTVVV9e6ZcuWnTt3ylthn8/3xhtvTJs2TbeFuLL5fL5L4YyPtBk9PT2FhYUZGRmhH32UPzDG2QShAfgcZWZmvvHGG2oUXgC4AtCnAfisZIc+3cQdO3aEboYAAEIDcHXp7e3dsmWLrm1CdlILMeQDAFyOaJ4ALryenp4//elPqlsfABAaAADAVYTmCQAAQGgAAACEBgAAQGgAAACEBgAAQGgAAACEBgAAAEIDAAAgNADApaC9vd3n83EcQGgAAITidDrnzp3r9/s5FCA0AAD+jzvuuMNsNh87dkwI0dvbu3jx4i1btlit1itvT4eGhnbt2rV+/fquri7O+1XiOg4BAFwo+fn5dXV1QogVK1Y0NDSMHTu2sbHRbrdfkTubmpoqfxTeZDJlZ2dz9q8G1DTgytTT03PxV9rX13fkyJEjR458IWvHF66jo2PTpk2HDh3Kzs5ub2/PyckRQlypiWHXrl1ut7u5uTk6Orq4uJizT2gALktDQ0MpKSlVVVVlZWUrV668mKvOzMy0Wq02m23u3LmciKszqubm5iYmJmZnZxcVFV2RTRJKTU1NQUGB3W53uVwLFiygheIqwU9j40pz+vTpv/71r/L2bsqUKW+++eZFW3Vvb+/YsWOFENOnT29sbORcALjC0KcBlw2/319ZWRkeHh66vnfMmDFjxoyRt31Go/FibqFMDE1NTSkpKZ99aR0dHTabjfN+YQ0MDOTm5trtdnltTJkyxWg0+v3+oaGh1tbWcePGxcfHq2qDrKwsh8ORnJwcuJz6+nqTyaS9FA8ePNjY2Ojz+aZOnWoymdT066+/PiEhIcSlePLkyd27dy9YsCDobH6/3+/3m83mwA96PJ5NmzaZzeaCggK323369On58+dbLJagWxsTExN07T6fTy3c7Xa/9957EydOjI2NDf0/8cCBA3feeWdYWJjf729vb7darUGrVXw+3z/+8Y+gm4TL1TBwyWtubk5LS1PfStHR0UVFRWfPng3xke7u7ujo6OPHj3/GVVdWVpaUlHyiTb0gu1xaWmq1Wjn1F1xLS0vor0Sr1drS0jI8PJyUlCSESExMDLock8lkNBq7u7vlny6XS6WNQAkJCSE2KTExUc6WlJSke6u/v1/GiPLycu308vLyoOW67JA4ODiondnlcgkhKioqgl5mRqNR/anSQ2Njo3Y2r9cbGxtrt9vlZuTl5enWazabHQ6H3W6Pj4/v7+9XH0xISIiLiysoKAhc9f79+x0OBxfkZYc+DbjUuVyuqVOnNjY25uXloxIWEAAAIABJREFUNTc319bWzpw5c/ny5XfddVeITzU1NT3zzDNxcXGfce3FxcVNTU3nP/+FasaeP39+bm4uZ/+Ci4yM3LBhg8PhcDgcmzdvVsWkxWJJSEgwm80+n0/eGbe3twshDAZD4ELcbvfAwIDf71c9Xtva2qqrq4UQERERcuGxsbFy4Vardc6cOSE2ST6cKesq6uvrdSuSAzxoewwcO3bs+9//vtvtFkLExMSUlJRUVlYmJCTIepScnJzw8HC58ZJ8miPwyvT5fCtXrtTWbag6lT179mjn3LRpk9vt9ng8cmY5UFVkZKR2US+++KLH42lqalIjUrS3t1dXV3d1da1evVpurdaJEydefPFFLkiaJ4AL7MUXX9y4cePmzZvVlNjY2AcffHD+/Pl79uxZunTpSPd2F2Tt3/72tz9RD68LFRrCwsLS09M5+58HbRp76aWXampqoqKiTpw4MWrUqIGBgaGhIRka+vr6ZHoLXMJrr72mIoi2YDYYDK+88kpYWNgn2p6hoSH1+plnntG2I5w+fVq+GDVqlJr53/7t3+Tr7Oxs9aBjfHz8gQMHMjIyOjs7e3p6nn322W3btqkALYSYOnWqbr3vvPPOwMCAdnW//vWv3W53W1vb0aNH1cQDBw6UlZUJIZYuXaptqfnoo4/cbreu6SEsLEw1zbS2tqpc9cgjj+hyw2233calSGgAzusrsq6uLkRdrk5zc7PH49FNjIuL27Rp04YNG0YKDbo7qsLCQiHEhg0bOjo6nE6nvFWaPn166MZmIcQbb7zR1tYmvzqbmprMZnN6enrQBuampqbFixcbjcYFCxbY7faFCxcG3qRWV1dXVVWZTKbly5cHXcg5HTt27JVXXjGbzampqfR4uCDhTJb9slRWBZ7H45FhcdKkSUGjpHzx3nvvRURECCHmzJmzd+/eMWPGfNLEILdBBdPy8vLNmzerM6uqKG655Rb5orS0tK6uzmg0lpSUpKamapeTnJwcHh6elpY2c+bM2bNnq+lVVVVCCK/Xq+sM1NraKisn1BSLxVJSUjJr1qy33nqrp6dHJuCXXnpJCGGz2eR/IiFER0eHEGLy5Mkj9ZNQoUTlnvr6+vz8/LVr16p3/+u//ovL73JE8wQuKp/Pd9ddd82dO3fq1KkzZsyoqak5n5DR3t4eOArvxo0bZWOt/OKTg8zo7N27d8mSJcXFxTNnzpwzZ05NTc3NN998+PBhudhVq1aNHz/+yJEjI616YGCgrKysurr62muvfe655woLC7OyssLDw51Op3a2jo6OhQsXLly4MDU1NTk5+fDhw0uWLNm1a5eawel0ZmZmLl++fNWqVVVVVevXrw8PDw/9aLvH45G3d1JWVpZchfwGr6uru/nmm7VHb2BgYMaMGZs2beIa+0TGjRsXegbtWVDk3bPRaFSlu4yePT09gQH3nFRSMZvNQ0NDCxcuDKy4UvPIqzcpKUmXGKSoqKjm5uaioiLZIUNofvZipLFDdNEzNjZWVnHJiOD3+ysqKmSthorXMgfcfPPNofdr5syZ8t4gNjbWaDTm5OTIyhtpypQpXH6XJbp14KLJzc3V3dZbLJZz9hzMysoSQjgcDl33Ll2nKlknoZ1YW1srhEhPT1cfjImJSUtLUzMMDg7KYRVCd5ozGo2qJ5fL5bLb7QaDQfWAa2lpsVqtdrtdTRkcHLTb7TExMWo58g4vLy9P/ul2u61Wq7YDWqAVK1Zoe64ZjcakpCTtEUhLS1u0aJH6s7e3Nzs7O2iPM4SQkZEhr67At85ZFWS323XLEUJERERkaxw6dMjr9YbehvDwcLm0yspKWduvLhWv1ysX63a75RSHwyGEOP8T3dzcLJcQuBkFBQVB9721tdVisZjN5tra2rS0NNn2oZ1BtolERUWF+C+prvzk5OTh4WFZH6O6c3q9XlkPxxV42eGc4SJRLaw64eHhoXNDR0fHvHnz5M3WY4895vP5Aud57LHH4uLidBPXrFkzYcIE9ZBFS0vLgw8+2NvbG/h9PdKqf/Ob3xgMBt0jGJ2dndqvP6fTuWjRIu1ie3t7w8LCHnzwQRURhBCPPfaYdiEbN26MiooKsdeTJ09Weyqf7uvs7NR9HY/UsR/nT5bBQUPDOUdy1IaGEBX1gVemjuwYIQvX3bt3CyEMBsOpU6eGh4e3b98uF+L3+7UbrHuYoqWlZc3HFi1aZLFY1LWhQkPgemXTXtB9f/LJJ9X2jxo1Sj5Oosj/j9qakqioqEmTJtntdrnZUmNjo8FgmD179vDw8PHjxw0Gg9xH+X9k2rRpof8L4NJEnwZcDO3t7evXrw/6ltfrffjhh2WtQFATJkw4evSo0+ncunXrU089tXfv3rVr1+o6Frz66quBbcmHDh1asGCB6lgQGRn5/PPP+/1+VYF8+PBhr9cboutif3//ww8/rHsEIywsLCoqSv35wAMPPPDAA+rPrVu3FhYWdnV1PfLII6oXgtFofPzxx7ULOX36dIhRI/1+/wcffKBqpEtLS1evXq3dwY6ODo/H89xzz3FpfU78fr9suY+Li1OPEnz44YfvvfdefHx8SkqKfFZCmTdvnnzwITo62uFwREZGtre3HzhwwOfzTZs27XzWKK/DtLS0urq64uLi7du35+Xl/T/27j+szfreH/89tYmrWXqujMzYE8N2kjq9Wz2keljai5kWvShzJ9TNUHdG6saiw2G7DtFLqJ5l7BppPTVymIyeiqwTqBulXocfG0PGSmGKyKT0cmnc4cdKMWNgGFIu1iS4se8fr6/vz+39K4G2/trz8Vebpsmd+8f7/Xz/uN/3X//6V1Zzi0bERMNwTz31lOiyYslG6RulUyOlwyIcx33hC18Q3ijBcdzZs2fZ0AZdhn/84x9p+OP5559nExfeeOMNNnEyIyNj3759xcXFQ0NDdrv9qquueu211zAp58MIoQHeC+oDvckswZSbm5ubm/viiy/eddddxcXF1dXVv/71r6mfgEb0RYPTkUhkbGxMekM5/V/RJyt96cDAwAMPPCB93WAwsK+bmpr64Q9/ODo6OjQ0RMsEhcNhrVbLmp7hcNhqtQpX+6G8wjq0ZcfR2U+j6Rei+0tprj7WzLl0Z2YkEqGpALm5udS1ziYNcBy3ZcsWUWhgdfMzzzxjt9vpzyUlJclvCS0hqtFoampqWltbKyoqnE7npk2b6F9nZ2eFh7u1tVU4qbCoqIg24Pjx48LJNOqXnvC2TJHt27d/5zvfoYlE3/72t2WndOTn5wvn5QwMDExPTwvvWorFYsJv93g8xcXFDz74YEdHB+1bUfSBDwVMhIT3QiwWU/lX2RX3ZGVkZLS0tOj1+rGxMWHb/dSpU6K1bmjGuLCZVVZWdujQoaKioo6Ojrm5ucnJSRrTpVFbWX/+85+lA9tDQ0PHjx+nimFsbGzjxo2UQlpaWoLB4MjIiMvlEt4bcuLEiY0bN0rLa5Vf3dDQwNaUnJ+fb2lpEd1sQqX5CibqQ5JYIzjJZEa3NVqtVpYYkke35win+tKHeDwedhqw2yuuvfZajuN6enqEExvpbprc3NzKykrpGat0p9Kbb76ptEkmk4n+l8fjEQ1GsJ0j7G/jOC49Pd3lcokaAKFQiN1QajQa8/Lyenp6tm/fTo/yAoQGAHnSHk6hG264Qfb1I0eOsF5WxuFwUCBgD3dYWFhYtWrVnXfeKSqtdDrd2rVr6a+HDh0qKyuz2WxWq5XW8DGZTIODgzzPK62YOzU11dvbK329qqoqJSWFiua8vDytVvuHP/zh6NGjLKD85S9/YQ3EqampUCjEprIL+wmE7VehhYWFwcHBL37xi/TX8+fP63Q6UU3Q2tqamZkp6r2AFRCuKyDETrxPfvKTyXwOHaAk36x0jbA/P/300waDYWFhgSWD8+fP0x8efvhhGqr47ne/K/2QH//4x9SIF/5AOt+Eq0EIw4pSPx/9oquuukpl5yTTi8OuQY7jKioqDAZDZ2enqLcPEBoA3kWn09XV1en1erPZLCqj9Xq90uj+vn37vva1r0lf//vf/85xHLsTvbGxMTU1VfixoVBo//79mzdvXr16NSuFuXcv1LO4uPjzn/9cZcT3hz/84fnz50XPu+rs7Dx8+DBNYgiFQgMDAzfccIOwMdrW1sYW+OM47re//S21AkUfojKa29zcfNlll11//fWs0JduZCgU+sxnPoPz6sKdP3/+7bffvvLKK0WvC4eHkkGTAAYGBmRv/VXBOhj+9V//Vfjtzz33nHCdDzYcZjKZPv/5z1MO3rBhw6lTp1iPVFlZGZtJwxgMBrq5cdu2bWw4IB6P79q1i/7vtm3bVDbvN7/5jfRFutlSmkISNglSUlK++c1v4qz7UMOcBniPOByOiYmJvXv30vxwwvN8S0uLUltn48aNDQ0NomUf4/E4zTNgPbfhcHh2djYej7PPKS0tjcfjwrV7qUxfXFykgjgcDpeXl0ciEenyDwzFhV27dnHvzHvo7Ozcvn07z/N0J4jZbNZqtdRcY/0KtG3sY998801plf/LX/5SpaQOhUJer5dVGENDQ1RJCPfA2NjYvn37cFJduHA4HI/HpWMKrL3OJv0lExrotJQe8ZycHKVFwdki5aIZBllZWbm5uUeOHGEZl/3Tt7/97Zdeeomm9DocDurDC4fDwj4G0eLQQ0NDPT0969ato/6tSCRCfRg6nU59cFC2P4w6IcrKys6cOUNrMLB/WrNmjWgx1ldeeUX4V4/HU1FRQRcIJkIiNACo0ev1gUDg8ssvv+aaazZt2kT1uuza/qSkpKSpqelb3/oWW8xucXHxRz/6UX9/v91uZzc1aLXa2dnZ4uJiu93+wgsvXHPNNTRJTRgatm3b1tnZ6XA4tm/fHg6HX3jhhbvvvps6BpqammTnQoZCofLy8mPHjt199927du36+Mc/PjExYTabW1paqFdDr9dnZWW1tbXdc889LpdrbGzsT3/6U05OTnV1dUVFxbe//W2TydTU1CQtGUdHR+nblZqewrnr+/bt+973vid6g9VqFQ550GJTKjM6QaWyF1W3LEzQqXXNNddI/xfP8waDQThVRbhGMj2jQZhHtVqtUmjQ6/UajWZxcVFaPRcUFLS1tc3Pz/M8L+z5yMnJGRwcbGhoePnll3t6ethkQ57nu7q6fvGLX7zwwgs7d+4UXkcajebKK6/cv3+/cGaiVqs9ePCg0nIUlEWk03FYolpYWKiurpYONBQVFdEEZNryU6dOCZ/XyvP84ODg5s2b5+fnaS2shLe2wgfKx5aWlrAX4AOrv7//ySefZNO+NBrNli1bNm3aVFJSwto38/Pzjz/+OK2Ju3PnTpfLRcMTNTU17D3xeLynp+fll18eGxtzOp25ubl6vb6zs/PkyZNer1f2rkvWdREKhU6cOEHzGQsLC4WFbDgcrqyspMboxo0babY8fdGDDz6o0Whqa2vXr18vmjYRCATuvPNOpTkNDQ0NGzduZCXp2NiY6J3U0yAsapuampSeiQzqqM1ttVpF3V3z8/MNDQ25ublKd+SOjo6uWbOG/WtnZyct2EVnqc1mE2YRpSdHk4mJiYWFBdm6k461dPOEnVu//e1v33jjjU2bNrHnfSsZGxvbv39/LBajQJCbm6tSYUcikerq6m3btkkn/dBq6PQwcel/zMnJocnF/f39DQ0Nl19++X/913+JNqyzs/PrX//6+fPnOzo61B/DDQgNACsxOzs7Ozu7du1aNk0BAD7U2HAhIDQAAADARw3ungAAAACEBgAAAEBoAAAAAIQGAAAAQGgAAAAAhAYAAABAaAAAAABAaAAAAACEBgAAAEBoAAAAAIQGAAAAQGgAAAAAhAYAAABAaAAAAABAaAAAAACEBgAAAEBoAAAAAIQGAAAAQGgAAAAAhAYAAABAaIBLJBQKYScAAABCAyRmNBqxEwAA4EPkY0tLS9gLAAAAkBB6GgAAAAChAQAAABAaAAAAAKEBAAAAEBoAAAAAoQEAAAAQGgAAAAAQGgAAAAChAQAAABAaAAAAAKEBAAAAEBoAAAAAoQEAAAAQGgAAAAAQGgAAAAChAQAAABAaAAAAAKEBAAAAEBoAAAAAoQEAAAAQGgAAAAAQGgAAAAChAQAAABAaAAAAAKEBAAAAEBoAAAAAoQEAAAAQGgAAAAAQGgAAAAChAQAAABAaAAAAAKEBAAAAEBoAAAAAoeHDZ3R0dHZ2FocfAAAgeR9bWlrCXgAAAICEMDwBAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAAAAAAgNAAAAgNAAAAAAgNAAAAAACA0AAACA0AAAAAAIDQAAAIDQAPCRNTU1df78+RdffBG7AgAQGgBAXnV19d69e1evXn3FFVfk5+f39/djnwAAQgPAhero6Ljvvvs6Ozs/Sj9Kr9d7vV69Xq/RaOLx+AsvvIADDQAIDQAXpKmpyePxnDt3bufOnbt27frI/C6Px2O1WunPVqv1xIkTONYAgNAAcEFmZ2cbGhqOHj36+uuv9/X1fe1rX/uI/cCXX37ZaDS2tbXhWAMAQgP8/83lcDj8Idrgnp6e+fn5i/6xY2Njy/0vBQUF2dnZHMcZDIatW7eeO3fuQ30m1NbWZmdnC2c+VldX19fX63Q6XCbwjyYUCkUiEewHQGgQe/TRR/fu3XspPrm4uDjhVRcKhTZs2LBu3bqBgYHOzs6ysrKKiorW1tahoSHRO+Px+J49ey677LKtW7daLJaHH35YqZqPRCLV1dW7du369Kc/vX379lAolHBTh4aGNmzYsLKpCfF4vKysrKmp6YknnrjUB+vQoUPJFGRtbW3SHZgwM+3atauzs3PHjh3xeJzjuPn5+QMHDmi1Wlwj8I8QEWZnZ4Wv8DxvNBo/Gr+uv7//0KFDH4TNWFhY+FDuwSUQsNlshYWFF/1ja2pqOI4LBoPqb7Pb7XRQDAaD8Bg5nU7h26LRaFZWFv2T1WrleZ7jOK1WOzg4KHpbTk4Ovc1oNLrdbr1ez3Gcz+dT34zu7m6O4xobG1f2S7VabXd396U+UtPT08n8lqWlpcLCwmTeJuR2u71eb3d3d1pa2sr2Q8JjPTIyEggEotFoMp/W1dVVVVXV2Ng4ODg4PDxcV1dXV1fn8XgSfsuFmJubKyws5HmeThu73e7z+UZGRqTvbG9vp3fa7fbi4mLRefiPoL29fXp6+gOyMTU1NQnPK6fT6XK5lI672WwuKChgr1BcttvtKh/r9/sNBkPCnZCenl5XV3fhv3F+fp7n+aysLKfT6fV63W53SUmJy+Wic5XZvXu3tDSgf7oU5bzoK4jD4UhPT6dSqKWlhb2tpKQkIyMjyRJAeoiLiorerxMMoeFdUlNT8/LyLtanxWKx9vb23bt3azSahKHhpZde4jjOZrMNDw/TK8PDw7W1tSdOnBC9k6LA/fffH4vF6Fv27dun0WhEW37w4EGO4ywWy4EDB+bn5+mdGRkZHMfV19erV3grDg3j4+OXtCYTWrVqVWVlZcK3GQyGZYWG06dPWyyWycnJpaWl5uZmm8223A2rrKxUj+NvvvmmyWSiQZBkPnDt2rXSuJ+Zmfnmm29eon07OTlps9k4jtu3b19zc3N5eXl6ejrFWdozwneuWrWK4ziTyZSfn3/rrbdyHJeXl0ennLq8vDzp70pPT+/t7RV9ywccx3H5+fkX8QN7e3svZGOam5vV30OnX1dXl+j1mZmZjIwMjUZz6tQpYalIx7S8vFzpA4uLixMWcVSwuN3ui7KLfD5fRkZGTk7O7t27b7rpJtbceuyxxyorKysrK0tLS/ft2ydtFlZWVjY3NxsMBvVicMW6uroyMjKam5srKysbGxt7e3sfeeSRtLQ0NgLOagebzbaybQgGg9Jjh9Dwvl38fr9f6V+j0WhNTc3JkyeT/DSv18uKQqPRqP7m5uZmjuP6+vqS6QZwOByUGITfJepscDgcJpNJlP2rqqrovy8rNMzNzX0wu4WSSTZJdkgIa0Hh752YmFjWVrW0tNAohspZRNGN4zhhy0P9J2RlZXV0dASDwebmZupyuKT7lrqyRNdCY2OjtN8rEAjYbLaWlhZqM8ViMZ7neZ5XuY6E7V2j0bh79+6amprGxsbGxsbKykqv1zsxMfHBPOVU6uCLVRfSNa7Vale8BwKBQMIWf01NjV6vz8rKEr1eUlIiPS3z8/NZOaYUC+g/ql8sFzc0iJpnbreb47iqqiqVtxUVFbGioKOjIxAIXPQtiUajVqtVdj9Q2Svs/AgGg3a7fQV9VH19fSvrokBouCT1kFK31eDgoMPhYCN8CUtt6uVjd+slvFTKy8t5nk+4hbQN0mwRCASE30LXp7SypNfVv4iFhvn5eboUOY5LS0srKipSKjLm5ubq6ury8vLcbncgEKirqxNlGlHX4uDgYFVVlcoHJkOn08nWTKJGqnA/xGKxYDAo28cu3QnBYDCZ5rIwXrDdZbfbVUouVgR3dHQkU4XodLr3shKlPirZZEk/kG12X1+f1WoVtWvn5uaMRqPValUv1yYmJrRarXop/6EwMjKi0WguYl1Io5mXOhf6fD5Rn0QsFnM4HNIfws5q6m+Q/TS3263RaBJWqJduXKCvr4/jOPXL5D0YQqqqqlIqXZUy0woubZ7nvV4vQsP7b3BwUHTx19TUeDyekpISnuedTifP8yUlJXSPgEqtINLf309jb+pvKy0tZcW0Sl2l1+tlWyGDg4PCNOByuTiOk+0UoVFq9bYyzZawWCwcx4mGCT0ej2jzJiYmpJOkbDabKNmUlJQEg8Hp6Wnq9yYajWZl4yA0p0E6eaKuro7juJqaGmFooAssEAhQryz9uvLycmmt1tjYWFpaajab6W06nc7n8yVzVQeDQeE0SaWCo6+vT6vV9vb2UshLZnzX4XAIB5iXFWJkJ5dUVVWpTzqhkQjZ91BNw0IYnWZsQI2hYV31I0t74ALD0PDwcHd3t8/nSyZ+URCUHnGPx+PxeNrb21e2DdQBoxIaaAsTdiKSkydPUkvD6/XKJu9oNNrc3OzxeNxu94XMD6D+DIvFwq4C6lGQhhV24VutVp1OJ1v1Uq9qwnYUx3Eq7fvBwcGOjo5lJXXRUUimETI9PZ1kWyUajS73/HQ4HEpFPYWGJIc7JyYm+vr6/H6/7EgThXLapX6/3+/35+XlVVVVvTcTaxAaxJWlcIIJ61pwu92sDI0wi4H2AAAgAElEQVTFYk6nk+O4ZBqswo4p9fMvOztbr9dXVVWx6ZBardbtds/MzLD3zMzMSPuHhWcSx3GTk5NUocqW5tQvR3N31S8/GqWmXz04ONjY2Eg1hLS14fF4aBfV19dTJzO9U6vVsm46+lJ60Waz0bQ+n89HAWIFrTTZ0BCNRs1mc0ZGhvDioS+lvWqz2YqKiticUNFcMDpMVF7T22gyitFoTKZOmp6eprEDo9EoGxqi0SjP89TSop2czPCEw+FY7kROts+1Wq2ofKytrVUfg1taWsrJyVE6IsLQMDc3p9frZcfdKLqp9yLQR11IPzCdeIzBYDAajSUlJcLQz/N8R0eHz+ejmthoNLI4OzExkZmZKfwE4f9dbrkh3GM0M7SxsbGwsFCj0VitVjrf0tPT1QsNdgay5C18/+DgYGFhoSjEi3o95+fnzWZzkpUiHSZKHtRSlx6yiYkJajlEo9Hp6WmTySS7l3w+X8KO0mAwmJ6e7vF42Ct+v59+YHt7u8vlotit0+lW0P9Ep5NK90wsFuvu7qZhXCoTeJ4Xti5YJyidXQUFBbSr9Xp9cXFxkm0bu92u0j7UarWZmZnCLj3hx3o8Hup83b17N52r1Hoxm82iHTIyMkJT02go0G63063gWq32PZggidDwrlaLsHm0sLBAdYZ0tho9gCD5JnJ9fX3CFEyzjWgg4PTp042NjVSh3nLLLazBQZMllQp0nuc1Gs3CwgJlC6XQEIvFOI577LHH1EODyWQ6c+aM6J9qa2s1Gs3q1atZa+D73/++wWCQzsq5//77hbuIBRGbzRYOh9nbTp8+TXd/rKCdJ4o+k5OTbrc7MzMzHo8L30a70WaziXpi77rrLmFnDG2hxWIRzTwdHx/XaDQ6ne706dNJblh6errJZBK9eObMmYyMjPz8fNp1k5OTFotFmAhl0aFcu3YtzUZ0u927d+8uKCg4ePBgMlMF09PTRWfLTTfdJCy2luXNN9+kzie6Imi+p3SCOhW+VEcmLOVjsdjw8HB7e3ttbe3BgwcXFhaS2ZJgMEinzaZNm+rr64PB4Pj4+C233KLT6UwmEzvrWL96ampqY2Mjrb1B/VuZmZkGg6GysrK9vb2xsZE6VzQazQqauXR1C/czfQtNVh0YGKDjmJ+fv2bNGpPJpHLgJicnn3jiCZryotFosrOzx8fHWRAxGAwWi8Xn89F1PT8/X1lZuWbNGpvNxooIUSGWUE5Ojkaj6erqSk9Pz8nJkX2PzWZjgeCZZ56RvVqpAaD+XePj46Ix0+LiYp7naT5jY2Nje3t7ZWXlV77yFZPJVF5evqxjUV9fbzAYiouLlb46NTU1OzubCoFwONzc3FxaWkrzItnbwuEwdTbn5OSkpqb6fD6fz5ednb169Wo6n1VGXQnV97LX9fDwsE6nu//++9krNIFddEVwHHfDDTfU19fTd504cYJOTtEsVEoJOTk5XV1d9M6DBw9ShVVdXY3Q8B6h3M2uNzrFZWPjcu8voAaEemjQaDRardbn87Hewmg0Sl0aLNq3t7erhAaz2UzXNjUOtFqt7FVHU5ZKS0tVWqgqjVHqeU7YlKFNFYUGo9EonSJEO2e5gxQ0HMM24+TJk0ajUdqwpt1iNpulHXelpaXCphW1RGV/F22hUnmktIcT1t/JjEqypqdWq83KyvL7/QUFBeyVhHPs+/r67HY7C0Z9fX06nW7F80hoj5nNZjpF6UxQ6m1OeEc3zbUUDmwZjcaMjIxkWpnUlSUaHY/FYnV1dXq9nrVlKVgYjUaWnqPRKJvHLvoiupVjBR3+NAVB2ICm0CB8RRgvEvZnUFe/aEvot0i7pnp7e4VvjsVier1e1IBWHw1hg3FKE/KLi4upM5wdOKPRKLqgGhsbNRpNwtl5GRkZwhKVtSVYNhJ2GSacPC69WJRGjakNJi18+vr6RFMxqMjNysoS5oP5+Xm6qBNeOz6fz+l0ejye3bt3BwKBxncEAgGj0ehyuYR5oqurS3iNUM+Zw+EQldvRaNThcAgPwdzcnFarlYbykZERVgsgNLwXKOgJay+lDuTlhgbqeVMfnmhubpae0xMTEwaDgd0WQW07pdBAQ/VL70w4kk6NFtb6KhtPv06pQ556xmQ7zOfn56komZubo45fUWiQ/VKaGLjc0EAf6Pf7o9FoSUkJRS7ZzkmlYppuV6EBDvrJKvNUsrKykm+g+3w+s9ksfIXG74W7dGRkJJky0e/3UxNHeG50d3dTjZvM+GhjY6PJZHK5XFQaHjx4cGVXx8TEBPXZsDRJ7XilCfMUa9Q7iqh3vauri2Yb9PX10VfwPK9+sdC6I0o5iQ1a0U8WnVo0QCNddWBycnJlvbt0RQgTDN1/KB2JoJnFCct0GikQbfbJkyeVrhG32y28Hl0ulzSvqGBDh7Idk0tLSwcOHOA4jqUEukGA53lhlwm1uBLWqQcOHBBWfhT9ZVeMKCkpSTgPTLoflBafGBkZkf11dH2J+kKsVqu0jRGNRvV6fcIfyMZwc3JytFqtaDk40XAzFWLC7VeqcaiQFO1t2d7ZrKysFdwlvixYEfL/2bRpk+gVrVbLbn+4ENRbKxqMFMnJyWGRnzGbzZWVlfF4/Hvf+x7HcVNTUyqfYDQax8bGFhcXadlHpa9ji0Gpby2bWiHCxoaF6yfefPPNGzZsSElJufrqq9etW3f11VcfP35c+n+FUyCZN954Y8U7tqKiIjs7e//+/YuLi2azWXab7Xa77I9l8xXYjt22bZvSF1177bUDAwNJbhV1ewiXpCwuLs7MzGRLcnEc98ILL0QikYQLdNLs0d7eXuG54XQ6Ozo6XC7X6OhowkXEbTbb1NRUW1tbT0+P3W4X3j6X/Nm7bt06i8UyOjpKsz3o9S1bttD6obJLCtJ2qnys3++nm0gzMzNpaNbhcPT29vI8HwqFqqurVf6vXq/Pzc2V/SeaiUZ/pgO6fv164Rvy8/N5ng+Hw6KzwmQy5ebmruAppnRFCE9jGsSRFh06ne7BBx8MhULqy7TTFSp6T1paGvvJi4uL7F8HBgZ6enpEpdbJkydXcDVRD6XS62z1VYpWoVDoG9/4BnsPrb6fcPn5iYkJ4UVKj3/bt2+f7FK2y1qDMhwOd3Z2rlmzRukYSQufcDhMCZJWfaUdy3Hc0aNHpV+t1Wql5bPsYrJUbh89epTmUVIgbmlpcTqdx44du/POO9nXSctzug9W9oQX/rWzs9NsNrNRMNF+wzLS750//vGPwr++9tpr8Xh8dHRU+s7f/OY3y/rkzZs3rzh80HqudC5ee+21KldjJBKhaQ2f+MQnWMEt9fOf/5zjONnfRX76059yHPe73/1OPaCwPxcUFJw9e9ZgMJSVlZWWlno8nmeeeeaxxx4Tvp8uD9kkcSEikQgrMcfGxqT1+ttvv/2nP/1J5RNoP1xxxRUcx9HCRLK2bNnCLvWE1q5dK7xLjdqd9957r/BLf/azn3Ec98orryT8NDqm0tcDgcCqVasef/xx9f9ut9vZsWBTO5O0sLBw7ty5m266aWxszGAwPPvss7TiJ1tTz2KxUJe7dJvT09NPnDjx6quvquQhafloMplo8H7v3r2//vWvlf7vunXrROscK0U9VhOINi8SiUiL7KuuuiqZddalVq9e/Ze//EV0UsmibKF+LtFz2KUX+8LCQmtra2tr69atW9etW5eSkvLpT3/a4XCI6olk9gzz/PPPs7qHbrWVOnv2rOiVwsLCjIyMjo4OdsVdddVVFJdVvmtxcbGurk4YTV5++WUWki6w8pucnLz++uvVi9mpqakjR4489dRTTz311KOPPpqWlkblKjulJycnVdpLyexY+i1VVVV0odF0S57nXS5Xd3f3wYMHX3zxxe9///uy/5dySTJr1d9www1Kz0hatWqVbNsMoeGSoP5q4QLbHMd97GMfk77TYDDInujqJcXKCAugDRs2KLXtKArQYpE2m81qtYZCIWkJGAqFqDeSrTAtRbXsmTNnZP+VnknBEv2+fft+97vfvf7667TwWXl5uc/ny8vL+/d//3fh/6J+v6uvvvpiHawtW7bQZVlYWDg4ONjb26vX67/zne+IiuORkZGpqSnZ5jit1S3sBLrsMsXLQaPRrFu3LsltM5lMjz/+OCscKcN99atfvewd1113HT0Ky+v1XnbZZffcc88K9oDNZktNTX3yyScTvpMdi0cffTT5SjEUCtFI6qpVq0pKSl5//fWdO3eKivWJiQmlD7zuuusWFxeVziIVFovlS1/6knrE7Ovro0nB6mKxmNFopLEnofXr15vNZnb/LfPnP/95ZWdjSkqKsGYVLQO/3P7LSCSyuLgorbpcLtedd9555513RiKRoqKiw4cPj4+P08xHIfW4LxSPx0tLS7VabV9fXyAQeP7550WdFix3Slvezz33nEajeeSRR+iKows8YTF47ty5t99+W73rUdosSUZ6evo//dM/qXS87dixY+3atTt37tyzZ8/DDz+s0Wj+8Ic/OJ1OmmZIzp8/r545kmnGqPyugoICnU5Hk0mlRF1i6te+Uog5c+aMNCUjNFwqoohH01NlL+/5+flltUhisZh6cB4aGvrWt74l+57Tp09zHLdx40a6MHieHxsbk+aG1tZWYRSgjtmmpibZt3k8HpXLlb6roaFB9uSjz2Q9wIcOHZItU+iEZttJEynorhNp9b+Cg2U0GjMzMwsLC2n2U0ZGRl9fX39//+bNm4XXEk38pl8tLWWcTmdDQwP1/drt9gcffFDlACl13iq179mf6+vr6+rqfD4fLZLv8/lEie1CHgWUsP8jHo8/9NBDtGgPx3H3339/Ml0moVBo69atoVAoPz9/ZGTE7/dLN9JoNBqNRqUT22g0Op1OpUEEddRglVbq7NSKx+N0E1DC3x6JRGRPdfWxwuV2d01MTIyNjYl6uWWFw+GE+5867UUOHTrU09OTlZXV19c3PDwcCARo+Fz664xGI13CCRUXF4+Ojvp8PofDUVhYqNPpRLmQlYTSo2w2m/Py8np6enbt2sWKKfW9arVai4uLhaPAKj0TKzhAoVBIdtfF4/Fdu3ZNTU11d3fTFJxYLObz+fR6/caNGwcGBljUMBgMSmNqST5MOGEHiclkEo5LCn+myt4QjYzMz8/r9XrZbDo/P7+sriaEhgtCpwVrQyfc9UlemVRSqFcMJ0+ePHTo0NatW0WdTqFQiNpbVPhqNBpKqQ8++KBo88LhsNVqZQtL+P1+q9V65MgR0UlMwUi9wKV5wj09PXfccYdoe+LxOJ3Z7PXPf/7znZ2dbW1tog/58Y9/zHEcGyGm7EW9kbKhYbkPoqQDJNyr1A04NDQkHGrVaDTUF53wCt+2bVsoFFJ6tmdTUxMNVCepp6eHvZ/neY/H4/P5ampqjh496vP5mpub2fJw8/PzNE1SqRy85557ZCuhUCg0MTGRsGzdtWvXqVOnOjo6jh49mpWV9eKLL1JOUrGwsLBz506j0ej1emkSnJLc3NxIJCIdFYpEIg0NDeqJoa2tTan6pNeVeokNBkNubq5sAOU4bu/evaznhq5Q6S5SuhhDodAK6io6dXmeZ60OqkFlUX5Vr1o+9alPiT4kFArt2bPH5XJ1dHSwa5wdLGl1m8xgaEVFRXV1dUZGBl3vWq12+/bt4XC4rKxM2s0m+wkHDhxwOp21tbVbt26lCydh1/rp06fffPPNZKrY5Q5P9PT0UBko2zlaXV39xBNPOJ1OUe1rt9ttNpvwoMv2tQhLPHVJDkOzHSXssVZpiIrm26lMsLBarUppG6Hh4nv66adTUlKuv/56dj7pdDrZUWfK43SzUzJozprw8n7qqaf0ev1rr71Gf/V6vbfddlsoFOJ5njrQ9uzZc8cdd9xxxx0cx2VkZLBJuQ6HIz8/v6en5/rrrz98+PDo6Ghra+vXvva1UCgkXOtGr9c/9NBDZ8+edblcp06dGh0dff7553fs2FFaWkoDxuqBnc5mnU7H8/yePXs6Ojo6OjoeffTRz3zmM0NDQzT8QW/eunUrVR6BQGB0dPTUqVOBQMDhcBw7dozjuLNnz7JwYzKZVK4oNoWbsKUm1EOD6JWuri6TydTa2irsSNRqtWzvSfsbWXlx++23cxz31a9+VbQli4uL9OTxL3/5y0ke7s9//vPCPk9ZPM9bLJb169dTh5ZKj2hDQ0NFRYX0t99+++1///vf6X4/lSqqtrb2gQceoJ/5k5/8ZPXq1f/5n/+pMujOcdyPfvSjoaGh2dnZH/3oR+q/4p//+Z/T09NpCrpwj23dujUSiWzevFnpP7766qvbt293Op3Sg/jiiy/S5rErUcrtdofDYWnYGh0dffLJJ1lXueyDvjiOO3funFIrcAX9XlS93XbbbewVpe/lOI7ubFKfUvfZz35WumGLi4t0iop+r2gccGZmpr+/X318hM4rn8+n0WiED4mmJZDLysqED81RyvqU3tra2tLS0lhFe8stt6h/qejiks6WEPbOLusoUB+DbA8/tXNk98nbb78tTJAqbX0qUhLu2I0bN6q8JxQKnT17Njs7m5WEtAJEwg4q0fyet99+W6ncmJqaopkZlxDutBTd9Cy8EYvWjZZ9Z1FRUfJrdg4ODooeTOJyuYxGo/B+3JmZmcLCQlFU1+v10qWlpqenXS6X8NTUaDSy90DSjfVCDocj4V1D09PTbLkIaWvP7XYLb6qmYWNRCi4qKhoeHqZpbnQTVDQapQUuZb+Oe/d6GMFgUKPRJHycDK0sKbuwgfDGOZ7nZXcODQYLN4k909Zut7vdbrfbzXZyVlZWwoWYRPcEJnMjrmjDYrGY3+8XHqDp6Wmn06nRaDweT0tLC3Wudnd301iDylMHl95ZEZLneeFpRrMyZRfMYNg6iR6P5+DBg36/v6qqyu/3HzhwoLu7W3gnIVs8m10O8/Pz7HZz0R1rws2ghQspPAl/7+TkJOUb9ZsGo9EonZnl5eXs5syZmRnqW2Y3rSndW69036PL5VrB4qTUaSQ8Xan5qHTDc8Jzg64I0c2f6enper2eHbXp6em6ujp26bG9ncziTuPj49RdIb3EpqentVqtaAtppqT6o6qIetlCgUm4h1XqoJKSkmUdC7oLUfZKp2AtukFxbm6Obt7hBHeTqqxSOjg4qL76Ptv5bD9MTEwEg0FWoQwODtKkZraXaNq4cG8o3Y5LRZPwr0p31HPvvhM7FosVFRUl+WA8rNNwEYyMjFyih4nRmqyy5UWjgErJHovFOjo66G2ipVGEQcTv99NNaM3Nzcmvey3czpGREbY9sp8wMTEhfI9wm/v6+mjthImJCVrQV2k1AuE/SdflVVpzRvZu/vr6emHUc7vdstfMzMwM9feKipIDBw5QaKCV9mna83L3WzLLTkgX4aGlAkQF39zcnDAg0p+1Wq36MkS0/Ivb7RadZjSaa7fblRbvokUC1AmzWmNjI2v0sK5R6SpbXq83IyNDmmnYlJeioiKHw0E94VlZWck8p1G4HjC7kVi49yhaJR8a9Hq9MOvQI7USruFNFY+w9Kd5BkoLN6kvX8EWfuA4LjMzk218eXk57WG32039WHQO9Pb20n6gtbGTCQ00pUbpUbf0bBrhqgbqoWF6epp11yVskFgsFuF1TSslKx3fixUaqI1Hq1PTDZDNzc1ms7mmpmZ6elrYPqETRukTnE6nehFKK9pRq4OtIUZrirCpEsKg73a7hT/f6XQqLU1B/134Y5WqBp7nhSt70vpRF/fJoggN8IEzNzdnMpmUovR7RtQ4vuhkn287MjIiLQ7YsvlUYdDiDQk/f8VPrxkeHqZQOzc3Nzw83Cgh+uTJycmioiKquWm0QvoTqA0nKnNpwUqNRsPuvbRYLMkv8zU3N0ePm6KvzszMFH0+dcnIhlTZ5Tj9fr8wilEayM/PT7ifNRqNsGMgPz9fqS6sq6tL5qHh9CgHnufZ3mBz96hn0eVysaXM+vr6vF4vOyhZWVnqp0dOTg7P80oP0PL7/aI+sPz8fPXn89GjPRIuybW0tKTRaIQJ3ufzKW2q1+td1iNXqDtB6eSJRqOUFClgud1udorW1tayVkFjY6NStU3nkvoPZB1vVqs1IyODLliHw8HzfFZWVlVVlWifl5aWCr+uqqpKqVnV0dGRZHno9/uFndOxWEypsbdiH2N9RAAfHHfccUdubu4KViL6sGttbTWZTAmnRHzoHD9+/Pbbb2fPjJAaHR2dnZ39oP3w48ePOxwO4cCz0sZbLBY2YfDcuXPnzp1b1szZJC0sLAwMDNx8881KqxhdCufPn7/iiiuWtcKHknPnziW55bOzswknEEiH8xPOAVxcXGRrm14Ks7Ozi4uLl3oq4vsLoQE+cMLh8Ne//vVf/OIXyaxz8hHT0NCwZcuWZNae+3Cpra199tlnk587DOrYbGXsCkBoAICPmng8/g8YAS+dm2++ORQKtbS0yK46DHDp4JZLALjkkBgurvXr18fj8eSXNge4WNDTAADwIbO4uDg1NXUppk0AIDQAAADARYDhCQAAAEBoAAAAAIQGAAAAQGj4iDty5Ij644IAAAAQGoA7fvz4vffeq/I0MwAAAISGf1zCiNDS0kJLkWO3AABcIljBAqHh/TE2NhZ6x8o+Yfv27Xq9fv/+/fTXV1555cknn3xffsvAwAAOKAD8IySGm2++ubOzE7sCoeG96xsoKyu77rrr1q1bt0Ggo6NjYWHh7bffFr3/1KlTs7Oz0s9pamp6/fXXr7nmmr1793Z0dHAcd/z4cbvd/t7/okOHDnV3dyf//qmpqdtvvx1nwgeZ7KmY5On9D7KLZmdnZS9M+Ah7++23d+7cOTo6+qlPferDss1NTU25ubkflgsToUEsFArZbLaysjKO4/x+f0tLSyAQOHDgQDwev+OOO1wu1w9/+EPR+zdu3Pid73xH9Dn9/f3FxcW/+93vBgcH9Xr9Qw89xHFcwsflJR+lky8NGxoannjiiaKiouQ//ze/+c3U1BROhhXbu3fvoUOHVM6xXbt27d27V3i2bN68eWJiQuUz9+/fL/wvbrd73bp1Sn1gDQ0Nmzdv7unpYa/s2LFj3bp111133ZVXXnn11VdTDm5qagqHw01NTR+lw11dXb158+ZPf/rTKSkpKSkpO3bsCAQC0v7qcDis3oMYiUQikYjwomttbW0SGBoaurhbPj8/39raunfv3vvuu2/Hjh179uwRHsEPbLNe+ive4204depUU1MTHaxf/vKXbW1tTz75ZFpa2ofljL322mtpmz8cm7sE7+Z0OjmOy8rKisVion+iZ8NYLJZoNCp8UntJSQl7tr3s8+AbGxvNZvNF3MhAIFBcXJzkm/V6vd/vX9bn+3w+nudxMqxMY2Mjx3H5+fmy/zo9PU3P/K2qqhIeUI7jTp48qfKxNBVmZmaG/ur3+zmOs1qtwrORtLe3cxyn1Wr7+vrYi3S9m0wmt9vtdrudTifP8+xxRzabbXp6+sJ/e39/f0dHh+jFaDTa0dHh8/mysrLcbrfX6929e7d0s5eWloaHh0tKSux2O8/zBQUF6ps0NzcnfdHj8dAv4nne7XZnZWXRYy94nvf7/cIvpdcLCwtlP7yurk6r1Xo8HlHJIGI2m3meT09P7+7uvsBdV1dXJ/t0U6PRuNzr9yKeyXa7vbm5WekNVVVVXq+X/dXv99NZqtPpeAGXy1VXVyd7xC8Kn89nNpsvbhn7HisvL+c4TlqPfAAhNLxLc3MzJQbZ83tubo7neZ1OV1JS8v5uZ1FR0e7du5N888TExHIvV4/Ho9frcT6sTEtLC8dxOTk5SvuW4zjRKdTR0WE0GtU/1mq1chzX1dXFXikuLhaFD6qhqeAWVYdUA01OTkq3lj5ZWEGuzNzcXFpaGsvKrF7R6/WUtvV6Pc/zVFuLNpt2gkaj4ThOr9dT9Wk0GktKSpSig7C6YtnL5XJ5PJ7GxkbhVlGJLPpSt9tN0WpiYkI2dXEcx6LAyMiIMIsUFRX5fD6KX7Spooi2XCMjI7SXbDab3+8fHBwMBoPBYNDr9dL3ZmZmXrpKV0lNTQ1tkuy/Hjx4ULiL2Lmt1Wrz8/OrqqoCgYDb7c7Ozma5TdoSu0DT09NU0UajUbPZLDzuHzoej6eoqAih4UMmNTXVYrGwxpxUbW3t6tWrleoDaasrLy/vtttuq6ysVPlMkVgsdubMGZU3DA8Pm0wmm81WXl7e398v+721tbXq3zI8PFxbW1tZWVlZWSn9ugMHDlDH49LS0vj4+MGDB+mdjY2Ny73sY7HYwMDA/Px8wne+9dZbw8PDH4GzKBgMchx30003SV8/ePCgwWD41a9+Jfqn0tLShF07VKGePn2avXLmzBmNRmMwGIT7jerCjIwM0T5X6VmcmZnhOM5gMFxgH4PNZuM4ThgaXnrpJdrsAwcOsBd7e3vXrFmj0WiETdjh4WGDwZCamtre3k6vNDU1UQ+zbKfazMyMxWIRvvLcc89xHNfb2yu7eQUFBRRc6Kymb6QNzs7OFr5zcnJyzZo1oh8yPDzMcdzatWul5//w8PCmTZs4jsvLy1vZrltYWKAtycvLY5snrJt1Op3SfrikYrFYeno6x3EHDx6U5qqUlBTRT6bjJe2ZGB4epoTxxBNPXNwtPHnyJCvrDhw4sOJDAAgNK0FTBVfQXAgEAqLGEHWXifozzWbz+Pg4ayT5fD5pAUSdGenp6Urf5fV6qUXCsB4tp9NZWFiYl5cnaj95PB5hr1dNTY3oE3Q6nd1uF4b0wsJC6i33+/2ihxrLDtyIRKNR+jSfz8e+S6/XFxYWynYp9/X1ORwO6rTX6/Uej0c2DFFVwbqvdTqd0+msqakRfWZ/f39LSwsLeUajUa/Xl5SUyH411eXl5eW+d6iPESQfGkRVUXt7u1ardTqdsieY2+1WDw30mdIOWJqqYjabKSJMT08bjUabzSb9sSqhIRqN5ufnr3hA6sCBA6z/QFjXsj4PafUEW/AAACAASURBVO96ZWUldSSwVxwOh7S+oYEe2T4Yj8cjrNSDwaBGo1HpHpuYmKAtrK+vF+YDOj+FPRA07iNq81HhIDqmTH19Pc0yWdkO7O3tpStL5ehrNBqtVntRhpCWpa+vT9ofU1VVJR2oXXpnBC0YDMp+VFZWltIOBISGDyUqf1fwH+12u/A6oULHbDbX1NREo9FgMEiNP47jSktL6T0lJSUcx0k706g/sLy8XCWgsHFol8vF+gapS5wGrQOBAKsz6JpnX0R1D3U5BgKB7u5uv99PjQnh29gGG43GmpqalpaWYDBIo7zCX6GENoa6ba1Wa35+PrtnhOd5UadLTU0NfazBYHA4HPRnjUZTVFTkcrmEuygYDFKDTDroy9LY0tJSdnY2x3E0Zi96p7StRjtcpKSkJBgM+ny+hL9U5ecLGz1VVVUajcblcin9F6fTqT4iSwdOWq9Ho1EaXKisrIxGo/Srpa1tNsVS6fMzMzOdTqfwFZrAW1lZmfD35ufnC/ceq8tpoobsr2Zz5YRnqfTXDQ4O0vkgOmfo/SMjI6KYKx2wEKKLThga2Amg1WrpFJqentZqtdLqkOKLUkc9DWesODTQGas+K4J6Si5k5sT09HRVVRUl42V149PxFf46KoKk3Q/qoaGqqkqlOaTUkXDhk0Uueu9LXV1dY2OjevNyeHjYbrdnZWUVFhb29vaqDC319fUVFhZSk0mr1bpcLmGTaXJyUmWig/ASUDntL+6oDULDu4KwqMMzyUtReJ1QMZeRkSE6S+h1NhGB7sCUdqbxPK/X6xN25jscDtHl5/P5qPoU9fDTF7FynJoIXq9X2FswMzNDVzurNig0WCwW0UlJxa5S0SkqYamJKdwPtJHCSETjIF6vV9gynpuby8nJEdVAVJqbTKbGxkb2mXV1dUajUdT7TUUwFXMsTLDEI7zUp6en9Xq9VqstLi6em5ubnp4OBALCSdcraxjRz2eBg+oznU6n1EykU4juoVBv8Ml2BvT19Wm1WoPBQAdRdliUZUqlJCr9j3Swkt8Dc3NzlI1EoUE0xUE2NND5Jp3lsPTOMLmo1CspKRFFHKrGpHMwE6KxcI7j0tLSioqK6M/SQjaZ0LDi6Yo6nS7hjBZpnDKbzbLVSUdHh2jGTDQaZReU0Wik+snhcMh2dsp271GnKR3Kuro6YVkhRKd6XV2d7OfU1NQkOQRGs8spDdOmulwut9stmn1Cyd7lctHwDW2VzWYTpZbBwUEqXgYHB+lM02g0tMie2+1OZuS0vb19cHCwr6/P5XJlZGS43W7qoNJqtdJTZW5urqamxmKxFBYWer1et9ut0+nMZnN3d7d0LhrtMa1Wm5mZyfO80+mkUo6VFZWVlUrTZWpraxPm1MnJyYRhGqFhhU6ePKnRaG655RbZAm74Hc3NzY888khlZSW72Kg0Yafp+Ph4ZWVlOByW5lOTyXTrrbeyv3Icl5KSIrxo+/v7kxm5HB8f5zhOdPJRES8dTaSeT9a6ysjIkB32m5mZycvLY19N1Y906H1+fp5KHPUpGtJwwL5Fo9Hcdddd7K+pqamyBfFbb71lMpmEVU4sFsvPz5dOv6Cr4itf+YooNKSnp4sKRJrlKrypgUpSNohO4vE4zTy4wNDw2GOPxWIxGi3iOE721GKNEnrP2rVrd+/e7fP56uvr29vbKysr6+vru7q6qqur6UcpjSBQbz/VfLLVAItxO3fuLC0t3b17d3l5eVNTU3NzM+2EW265RfQfZ2Zm2tvbT506tazffv/99wsPWXt7u2yhzDZY+PNl20M0h1E0Fl5QUCAqLtPT01NSUlZ27be3t7NaR+mg07W5Zs0a6bSbWCz2la98RWn7k2m5pqamLndsSOUOHbrkhRNmaW/rdLoDBw7EYrGFhYVgMFhaWqrRaJKcnhWLxSwWC8dxmzZtokkqsj+Wtkq2JqPpEY888kjC74rH43ROmkympqammZmZ+vp6uo6EW9vb20tbkp2d/cQTTxQXF5eXlzc3N69Zs0bYoKKS1mAw3HDDDaWlpZWVlQcOHNi9ezdrWlRXVyfcJLpVXqPRsPkTk5OTBQUFGo0mNTVVeOF0dXVpNBrpfB3Wmys8u5qbmy0WS2lpqfCkCgaDq1evZvvw1KlTNEVJWhSnpKTIJnJRoZednS2d/ozQcBHQ6S49BqwhIpwBYDab2ai5KDRIW3i1tbU1NTU0ZJuWlsb+iTKvsG1EH5XMpAppaKBZ3LLNDo7jampqWMM6maKN53ml3nKe5zUajfp/DwQCJpNJ6b+zC4BSdiAQkH2nqI9ECXW8C5MHlTiyu1FY71LZqlRY08euLDRQC1uj0VAvCENHQemAStHtasIPUdpaNuqk9BW0M1WojIgtS2VlpdJNjEx3dzdr7LL6WKmnYXBwUFoPWa1W0SvU8lvxkP/09DTLDUq9wewuCbpxlKGhN57nlSbNqKNDs9zQQP9Ltnqmk0F4mZeUlNhsNulNIjSQqnJaij6WTVtRutGGSjCtVkuTpoPv6O7uzsrKEg0jqhfFot5HNkDDSlqv1ysaFxa2DYQ/lppA0jG7lpYWo9GYlpaW8LShT5CenzTTRViG08kgLWOj0SgVd8IiRWlvZGZmCn8CdfOIuq7pmL4vdeUVWIeHbNq0Sa/Xyz5/0uPxXHPNNdTw5Tju+PHjAwMDbGKB0gpfoVDohRdeYAUiWb9+PfvzAw88cOzYsTfffJO9Ultba7fbKV6orzkj+7poeiOh6zwcDlOmTnLdlXA4LHvLOM1USLiottlsFjbdRKjC4DiO9jbrOBVR2sOhUKihoYHjuNTU1OHh4aamJo7jPve5z7E3pKamarXahA/4WFhYoPsSlX7Cih8RQtX84uJiJBLheb6oqKi6unpoaGjv3r25ublKhykej9fX12dlZUUikdOnT3/uc5+jth2dcv/zP/9z7Ngx1mErcuLECfpDa2sru0lPiOZMhMPhvLy8Bx54gOO4N954g/5paGiourr60UcfnZmZobhzIVJTU3/wgx/QKJjKamOzs7Nms5l2PmuEyZ5XVApTe4ut8zg2NiZarIxO7P7+fpfLtbJDZjKZ6IQURT3R9RWPxzs7O41GI70tHo+PjY3Rv87Pz8seXHWnT59ewQbTmZDMoofz8/MNDQ1VVVXSK7qoqGhkZER2npBshLVarXSMlI4vHYV4PL5nzx7pvxYWFrJTWsXAwABNcBa9Xlpa+vvf/57tYZ/PZzQaRdO0WfEiLOg2bdq0ZcuWjIwM0TtdLtfRo0cfeOCBvXv3ys5tYhYXF2nRDullZTKZzp07x67ToaEhr9ebm5srvcD9fn9tba3wRdm9wRbuYz9t27ZtPT09PT09wiKxurr6P/7jP96XuhKh4V2VxK9//WvZgy2qtGggXGn5s56enp07d9KaoE6n895779VoNP39/RUVFay+pH+iN9O5ePz48c7OThq6TqZOkq1N4/G46CoSvjn54knpK1hfS8LMoRLO/vjHP9Kft2zZ0tnZGQqFlOpCvV4v3JKenp5HHnmEPURDo9HYbDaKUMIdS/PMpaUJXaWiyCWMcSIbN25kPefLwmKQ1Wrt7u42Go0ej+dLX/pSR0dHWVmZbMXs8XgoMlJtJMormZmZmZmZFoulra1tdHRUWsqzpQnb2toaGhqkpZtWq6UTld2/x7Jpbm6u1+u97bbbKioqHA6HtLxblrNnzyqFWjpFa2tra2trCwoK/vu//5sdI6pxk3zI0MDAgFarld1O6otegf7+ftZg2Lt3Lw3byyosLKTqir3S1tZWXFzc399/88039/X1KZ3MKpX6CjaYkopsshed+WVlZeFwWHZ5RK1WK6rGkmyuDA0NyS51Reeh1Wo9cuSITqfTarVjY2Pnzp0Lh8OUTf/2t78Jj7tUT09PU1PTz372M9mLV7gWvuxvD4fDtPau8CQ0Go1Ki/c7nU6DwcBqfSUajcbpdMomQmFhSDOHZFM7neRK50Y8Hq+qqvr9739/7ty5np6eSCTicDjYOebxePbv39/U1CQMDVardfv27e9LXYllpP+ff/u3f5uamkrYkTs9Pd3T00PtVOoGp7OK9THcddddd9999/j4+Pj4eHd3d15eXm5urmxVceutt/7v//4vfRTdZb527dqE2ynbHfLJT35SWl5Q+4DjuNtuu43juPvvv1/pv0ubd1NTU7KPNvjrX/96+eWXqy+TbjabI5GI7HvuuusumoVAdSFN+1f6NJfLRb3THMdNTU1t27bt//7v/2hgsr29PRwOB4PBM2fOpKent7a2snW1HQ7H/Pz8008/Lf3A22+/PRKJCFdrli2eyDe/+c2BgYEVrK/MCpcjR47Qla/ValtaWiwWS0VFxaOPPirdsdRk/NOf/qT0mbOzsxTFpIevo6Ojtrb2+9///szMTGZmZmFh4auvvir9hH/5l3+RPUOoADp27JhOp6PV0y+FgYGB9PT0DRs2VFRU1NbWHjx4ULgl9POvuCKpNszk5OR3v/tdUa5NGGTV25H33HMPa/k1NDSoXCP79+8XfbXL5Tp9+nROTk4kEiktLV3xNizr/VTPyTYDrFYrK44oXlgslmSa+OoCgQCriZVC1eWXX06pKz09nXomsrKycnNzi4qK6urqcnJyDh069MUvflHlW06cODExMZF8h83CwsKRI0eef/75HTt2OBwOi8VCjQqWAyYmJp588slrrrlG6RP+9re/JXN0vvSlLyUsjan0VinDRWv/nz171uv1Pvzww3ffffcPfvCDwcHB2dnZG2+8URSJzGbz9ddf39jYSOupkIyMDDYtA6HhffPlL3+Z4zga6lbJ2kePHuU4bm5ujl75+Mc/rtfrWeOvoqLixhtvfPbZZ6UXqlarPXv2rPCVBx98cHZ21u12x+Px3t5enueTubavvPJKOuGEL95xxx0qTfzz589TJV1SUvL9739f9vlvkUhkx44dVKGuX79+dnb2lVdekb7tBz/4wblz515++WWVLVy/fv25c+dYn7nQ1Vdf/dprr1GbMj09XaPRHD9+XPadHMd97GMfO3z4MLveFhcX9+/fX15eTvOYUlJSOI4zmUw33njj2bNnWS8RXVq//e1vpR941VVXce8MTFDB+pOf/ESpqTc+Pm6z2Vb2xCO73W6xWFjHO8dxq1atevrpp7Va7b59+6gxJEQLDgoHWaSdrrKtpUgk8vjjj/M8/9hjjxkMhj179iwsLHz961+XvpN2C1vZUOSWW26xWCwrfpqruurqaqfT+eqrr/I839HRIbpFk3V7yD6ZhRqvwuvi2LFjN998s+htVOsn3P7q6mppq2Dfvn2jo6M+n298fJxGN6QHSD2drFq1iurRtra25fYcUOtzdHSUOg9UtLW1iX6gUt8MFRGsVmOF1Yo1NTU9/PDDRqOxvb3d4XAcPny4urpa+ra33npLWDaKUJft8ePHVQ4TJZ5kemtqa2s3bNhgNBp37tyZm5t77NixG2+8sa+vj5bAZz2Ir7zyyuLiorAnUqn7RD2aKEUB4TUei8XUy/DPfvazwr/u3Lnz8OHDL730ksvlmp6ePnnyZFdX109/+lPpObZr166FhYWf/vSn7DRWiUEIDe8dp9Pp8/kqKipkrwd2plItwooGulOgoqKC/lpUVDQ2NiataZqamuLx+PHjx0X92EVFRZ2dnZs3b56dnU1yEJ1WWRc1hiibK9Xl7HWe5+Px+M6dO6VbWFxc3NPTQ+crbQnrTZEma+FUDPXGkOyWsNRCPflsfF3UAUvzFYT9sbI9e6JfzQaG1DcvPT1dr9fH43GlIqypqSmZXhmlkkjY2iNZWVk0dHro0CFp1aLVaqX/RVq7SI9aKBRi4xEulysQCCwuLtK0DyYUClGgZFNzpNTHpJI0Ojoq7ERdXFy87777du3aRddOMBiUnapCVbVsdqSLkbrK6LobGBiQzvvZtm0bdQOoVEjhcHjXrl1PPPGEqCYuKyujpaI4jnvyySe1Wm1ra+tynxTFZjyojM3Jys3NpeOuFJ3J4cOHt2/f/r3vfU/44rXXXit77onCxPz8/IrPZMrrdASPHj2anZ3t9XrpLmXpZ1L7WCk28TyvUnmTjRs3KvWHCU1MTNx3333xeNzn8/X19QWDwYmJCZpvnpeXx872ZDJBwnZaOBxW6W5ko6UUcNW3XNiDMjQ09OKLL/r9/r6+Pq/Xy659o9EoDQ25ubnUW0nXcnFxMe0ohIb3X2lpqdVq3bVr13333SftMAyHwyxPsI5Bo9FIU8zor5s2bYpEIvv27WOnLF3t9913H1XDoifj0VywoaGh2dnZ5M8DvV4fCoXuu+8+VkSqN/2FJx/P8zRmRlUyPbtv8+bNDQ0NXq+XrmqVuVGRSCQ9PV3YlJG9zJT+iep+4XAd1Xz79+8XXYrZ2dnCso8W3QsEAqIPF+4EQlc4reyrUvvqdDra+ffee6+0+KutrZXtj0mS0h7weDwlJSWLi4utra3S9COc7iclrSHKysooHAiHUb1e79TUVHFxsbDsZqWVUqm9uLjY09Oz3PF42TaZ8DQ+fPhwbW0tlXfSDgZhla/VaoeGhqQHggIl64NpbW1NS0uTdl/b7XaNRhOPx2map1Li5949i2V0dHTnzp16vZ6NHlqtVupKFD1ykE14VD+xtVrtcrMX3aNPm6cyq4MqJ8pGrC6U/S7R59CFoJSlHn744YRdI2VlZZFIhB5yRieYz+eLx+NPPfWUbKtdpfHzhS98QT0T0Bko+/hQmgDLQjCFmJKSElpxgfXn0z+xM4Smoisdu7GxMdlJQqLIxSU3Xeb+++8fGhpSipvz8/M9PT0sHND30so3CXuPaNGngYGBhoaGHTt20Nqy71s1iZstpQs2UMGamprq8/kq31FQUKDT6Ww227PPPqvT6djSPdTrK1w4j5osFouFzsU1a9YcPHgwFos1NjauWbNGesctdXCtXr06+btp8/Pzb7rpJupjp2WP6T4l0ZID7HY+4Y2LMzMzbrd71apVVIWwVJuWlsZWX6DFak6cOKF0Q5T6QyLov8tuDN0yzv66sLDAVp+89dZb6R42KnTS0tJo20Q3qdLN5bt3777tttvoGRx0HbJ7uB955BHu3fepM3fddZfo3jaaIJaSklJeXk4H+rnnntu9eze7QJRupk14T6zKDVFr1641mUzCfUjngOweE60/wQ4K7UnRHeHkG9/4BidZ8IN1IMsuFHHrrbdSfSN8vaurS32TpPeOU9cRe4VqrIT3zS4tLdFsAOF6G7RhNN2VPZEhOzt73759sp/A5p9KVypcWlqqr6+nG+iFS33QLpWueklXrvC3s4k4sl/91ltv0cm5skUhf/WrX9E5nJGRsbCwIHuAUlJSTCYTW/SCPWFE9M4zZ85QZxLbeFocxWazSddWoRSlfhtkf3//qlWrRE/kicViGRkZa9asEd3HSFulcsnYbLaEj4fYtGmT7Fo1jz32GPu9zz77rOwXjY+P02NN2Cu0fBzP87IP9MnIyEhJSVEveLu6ulTOYe7dN1jyPC8sSIXnD52f7GRrb29ftWqVaDmH2tpam822c+dO6c3ebKkVbpk3SA8PDyf/5COs07BC09PTrCYTZj326ISSkhLh4qYtLS2ih2UXFBTQTfZZWVnCa3JmZkZ6FzjdPLas4iYajdIjhgOBAH11NBpVut/aaDRK7zCemZlha8r6fD627ATp6+tTWj5hYmIiOzs74S3posV6hXc2S5dwoJW2qdzUarVut5uqfEoP7G1zc3PCNgHP8/STg8GgwWDQ6/V0v3Vvb6/D4ZBdYNVms4lCA+03URclz/Pd3d20lNsKHi0oXTpCdsEis9lMu5FNzFR62JLwPez6NxqNGo1GtoAeHx+nlpZwbT767zabjc4ct9tNTXb22Ajps1s9Hk+Si/+I0o9ocQga+CP06BA2XsMOUzQapZELp9PZ0dERjUabm5vpBBCenEajUelhbOPj46yN63a72TNERkZGWCeHcIfQUJHsYnkUyLRarfCaol1aWFgYCAT8fj+tEkgLsbPTUrg6CI3FJPkoEzbA5Ha7RRcXPQFV9OGsCsnLy2PvF94/KVx7gHas2WxmnzAxMUEvqq/rPD09TbdPS08zWtlCtJqL0noGVEhS4zjhysf5+flarVa6qqPNZmOfTA0z0RcNDg7S3RCcYL1t1odksViEj+eenp6m/rmEBS99l9KiigaDQfiL6GZUvV5Pq7QR4YxFljBodpFWq6XahCKFy+UqKipKS0szGo3S9bNZN2HyS2vTmXxxH8uM0KDW5cAq1N7e3kv3qBgqvC78OUkfPVSuJZmmk+kSaG5uFsUj1g7o6+urq6vz+Xysi6KqqkppiSp1tGS47Gp9wjYZzQpceufBTlarVX1NX7/fz9ZNCgaDLpdLtjeFlXSiNW49Hg/P8zabraioqLCwkDp1nE4nPeV5WT0K6geCFeVsESfZ4W3pk6LoaW3SmUaiFY1UWsbT09OsOtTpdMJP02q1ouWNaW0G2VAYi8U8Hg+NNYhqRJWZRqLPp9XBk1wfbHp6muUGvV5PR0cYkYULpQuXZmK/jh470tjYKF0LaG5ujlYpoEQuXLFA2k0lDQFKjWzaPI/Hw76LWkpmszknJ8ftdrtcrqysrMzMTDYeUVBQkHBXzMzMWK1Wer5dfn4+e/i4zWZjX8TuhabVPnw+X2FhoVarpTuJOMHTv6j5xxbP1uv1tBQ0G1xOWPDSTAKlNcKlq1b7/X46t61WK8/zHo+nsrIyGAxSzhMuyldfX8/2TFpaGrtax8fHaa6G6LtoeSv1h9SI5OXlXeBD26U+tqSwGh28Z7Zv3z42NsYW9fuHcvjwYbZWmnQI8Oqrr+Z5nt11eSkMDQ0p3cOdnZ3d2dkZjUYTTssCdfPz862trWNjY1ar9dprr2WPJZPV09Ozb9++/v7+rKysTZs2CR/run///rGxMfV1eNickl/96ldUTOv1+vXr12/btk00fXLr1q2FhYUq61LQZt955500TLZjx45PfOITsvPmLBbLV7/6VemP2rBhg06nE63wpiIUCj300EPC+zvsdvu2bdu2bdsmO4a9f//+hoYGWuXCarU+88wzRqMxHo8PDQ2JfuzCwsL/197ZBzd1nfn/brZcBdYrqIrAZYToVGJ2fPFQiUkdQ11MTVa4SS1nJ4IkK5msI1gnAi/rONnK7G4Vd34W7IDCunXMso7DIBs2itmOX1JijMHYAeMwtfG2QmT9UkDxOhYyrqLxIsl0PL8/nubs6X2zbF5Dns8fDL66Orr33HPP+Z7nec5zvF5vOByORqPnz5/XarWbN2+GZyF1MYlEYt26deFw+OLFi6Lxs4cOHXr11VcZhunt7YWXqKGhobq6WtSpr1arS0pKXnvtNfloX/L4amtr9+7du3z5cpZl165dazabN23aRH+X91tGo/Htt9+G26mtrVUqlfBkW1pa8vPza2pq/uqv/urf//3fGxoaIGBCrVY7HI6SkpJklnc2NzdD2I1oJbz44ou8QqLR6G9/+1teboxwOLx06dLc3Fzw3pI7hdiyHTt2zFgzR48eLSgo8Hg8vMxm9xkUDQ+Y2tra7du3OxwO+SR6jyrQ71gslj179tBReIFAYMeOHZ2dnT6f7w7TDc1Y+aIvIUiW73znO8n3+Mi9BrInfYk0XH5+vkKhgMjK5AkEApcvXw4EAk8++eSDWouf/KVGo9EZk9g+8A42GAxKpbi9n2i12ueffx7CLOaAx+N54403Hvi9YEbIB0Z/f7/Var1y5QrLsrDK/CtIQUHB0aNHjx8/fvz4ceGnqamp904xMAzzySefMAxTWlp6/PjxH/3oR1qtdmJi4vbt2+3t7RMTE4lEYvfu3dhQH6oB4EukGC5evHjy5Mlk7CI8wMg/22+NjY1NTk4mmRP6bjHnVOv3jd/+9rcqlUo0Bci94I033hgbG6uoqBBapAKBwGOPPfb9739/biWPjY29++67zB2kPUVLw5ee4eFhq9W6aNGit9566+F/9+4pu3fvbm5uhvzcIKJTUlKeffZZm812TzV1OByurq4eHh7mZTWA3nDPnj1z28gAQaB1zXkvjDmwaNGiaDRaWVlJr/1BAoFAenr6fTPlNjQ0NDQ0jIyMgHkD+nmdTge7EWVnZ7e0tMwhe+mBAwf27t0bDodLSkrufIMYFA3II8Lk5OSdJAO+Ew4dOvSb3/zmxo0bCxcu3LBhg0ajeZDLoBFk9mzdurW+vt5isczWG4Ki4e7S0tKybds2XlIpiA+d8/ywvLy8oaGB47iH4eGiaEAQBHkUaGtrW716tUzSz68mO3fudDgc99mae+bMmZs3by5ZsgQWbjxKDwVFA4IgCIIgSYFppBEEQRAEQdGAIAiCIAiKBgRBEARBUDQgyF3jvffeKy8vx3pAEARB0YAgcnR2dv71X//1w5AJDkEQ5NEAV08gjyw7d+781a9+hXmgEQRB7hZoabhPBAKB+/Mr/f39j0aNRaPR0tLSrVu37tq1a+XKlbm5ufX19VNTU1Ln19fXL1q06LHHHrPb7dFolGGYRCIhTPXIo6enJxAIDA0NjYyMYCtFkC81IyMjMl0EgpaGe8LU1NTk5OTY2NitW7c0Go1MUo6f//znDMMYjUZyjkqlEt0LuL+///XXX29vb+cd/OCDDxYuXDg5Ocmy7EsvvbR48WL5axsaGhoaGpLZw+bZZ5995ZVXktnk5sqVKz/72c8uXbo0NTWVSCRWrVplNBqLiop41z81NRUIBA4fPlxbW3vr1i2DwbBx48adO3euWLFCWG9VVVXXr18nR1iW5Tjum9/85mw33dmzZ8/Jkye7urqEH6WlpTU1NQkT7I+Ojn77298m/UVpaemMu8I8/fTT9HaChGXLlu3YsaO0tFS46dzU1NTTTz+dn58vlan3vffeu3DhQlFREWSSOXTokMfjKS4uljo/GAy+8847P/rRjzIyMuAuDhw4VTPlEwAAIABJREFUsHHjxuRrLBgMejye1NTUsrIy0ROgMZMau337dn19/Te+8Q2GYcbHx9esWcNxHMuyQ0ND93nbgllx5cqVtLQ00Vv7+OOP+/v7WZZNTU1dsWIFy7IGgwETHH01J2br169/5plnjhw5cu9+5fTp083NzTJv3J0MPclsAfrgmUYoRkdHaRe4Wq02Go2tra280zo6OkQ3dlOr1aLF2u32mpoa+ojT6eR9V6vVRiIRmWvz+/0qlUqhUJBN5YVoNJrx8XHewdbWVqVSOTAwQI4Eg0GyuzzsjgNbu3IcF41G6Y3tSW1YrVaXywXJlQ0GQygU4v2KyWQSbWBkY/sk6ejogC/m5eX5fD6fz9fX1zc4OGi32+G4RqMR1kBZWRlsG2+xWBiGUSgUwiukgbTwAGx7bzKZ6LRxRqOxo6NDWJPwkWiZXq8X3nmPxwNHYN9OjuNEz6+pqYHtl/Ly8uBIRUUFwzAWi0XmyuPxuNPpLCkpgT/JvuGNjY3Ck+HRMwzT3d1N/wSNUqmEy4DNiwcHB+/kDerp6XE4HBqNhuO4zMxMv9+fzLf8fr9M44/FYjk5ObwjJSUlUptXKRQKr9crLMflcikUipycHIvFYrPZqqqqcnNzlUqlUql0uVx0ywcikYjX6xWt2Onp6cbGRovFQr/Xbre7pKTE8gXw9PV6vcVicTqdvb29c6hPr9drsVjm9t2vGrFYDDoo0trvOsFgkIzrom1szkSjUbVaTbqOhxkUDX+E1WpVKBQul6u3t7e9vd3n8+l0OqVSKex9GIZxOBy+P0Y4zPyhlhmG7otBMeTl5XV1dUHfBEOdy+WSaaxqtRoaq1RHXFNTwxuhx8fH3W439K09PT20iGEYxul0ktE3EokYjUbeNcBkXaFQENkUi8XgtOzsbOFIn5GRATUQCoVOnDgBdSKvhIT4fD6pgZMItaamJt5HKpWqqqoKrrC2tjYzM9Pn88mPUlAUT8xNT0/X1dWR4Yc3YDQ1NYlem9/vt1gsarWaZVm4DFpIiYqG1tZWeC5ZWVlE31RWVs4oGg4ePMg7x+FwgHFFeDIohrKyMnIEbB4KhaKqqoq0W7fbTbpCtVo9Ojo6ty4b2pVCoeA4DpqrSqUSam7hS8cwTGZmptQJDoeDvoXp6Wl6F6js7OyamhoYXGkZUVRUJHwNZTAYDDzB5Ha74SOhkIpEIrBPCunlBwcHZ5yhSekPGeAJyjcJhAbkmszM6k6oqamxWCyhUMhkMt3dXxkYGJB/C6Q0JYqGB0l3d7dwQOrt7VUoFDC6072J1PRRynrBm+MK598ZGRlKpTIYDErZKkjXIyUa6HlPLBZzOBy0sSsej5N2plAo9Hq96DTaYDCQIwaDQa1W8zr9WCyWlZXF60lhpE9yWikPKKq+vj7hR6FQCAwkbreb95HQvpLMs5a65tbWVhjzMjIyhKJBp9Pxpv4wpxS2E9CCwqZCtng2mUz0lUPMpvwIIRRVsVhMqVSmpKTw7gV2w+M4jjz66elpcHw4nU7Rificx7ZYLAYKyWAwQBumNYSM9YIMzDLdJcMwBw8eFKo6UUsG0bX0iE6LhqysLKKWoJkRs59araZfwFAoBJY2oZovKSkBoxetieGZajSarKwsk8nU3d3t9/uvXbtWU1MDLYTXnJIXDTyNjsjbujiOk+pI7xCv1wuSOhKJmEwmqVniHIjH42DxTV6IXLt2DeauKBoepJlh/fr1ooNxWloafUSv11dUVCRZ7DvvvEPPkwoLC0XHqn/6p38SnR7BOMGybF1d3RNPPMEwDO1ooMnKyiIm1hMnToj6oaLRKMyQKisrRWtg2bJl9IxW9DZPnTrF+wjGG6kLmxXg3T9y5IiUHm9vb6dHQXJJFoslNzc3Nzd34cKFBoOBN36LztdlhM7AwABILrocoQgYHx9fv349TKmFvyg8Px6PE1eocCg6duzYjKKhurpaeA7Uv1arJRIERlaWZXlXtXr1anA2iRZuNpsZhnnhhRdm+9SKiorg5/r7+4VXm5ubK1XJZF9TqbuGnpFuWnALZrNZ2AyITIf4jJSUFNrpAAePHTsm/Ep7e/vChQuF43pfX9+KFStSU1PpchobGxmGWbFiBX1V4+PjcCMnTpyQmkcyDHPt2rVZVSyIPJ6hBXkkKS0tnVUvCu2Q57lD0XD/AHu1qE27qqoqIyODTCni8fiMLnPea09cktADilop4CPhQDI+Pq5UKm02GxQl9JWQqTPxcxN7qd/v7+7uhtkSPSuVaprgIIdxtKamRqorhx5QoVCQERccB9CJ36HGh6mncN4scz5x3PAQnU/T83V564jNZmMYBmqenkqSOolEIhADYTQaRcsRigY4olKpRN2utbW1c3BPwGM1GAzkeF9fH8+vRGvW7Oxsu90uZawSNsJIJNLU1CQ/AYKnJmy9ZLAUvi+xWAziacBwJXXXTqeT/giaqFKplHd7kVAPup7hRZByvoBviGEYXskgyEgziEQi0N544oBEyUi1KF5wSZKA/UamJY+Pj8tHhMyZUCg0q6udrbXvXhCJRNrb2/1+/xysnpFI5Nq1a01NTTJ9eywW6+rqIpaqGUcBn89nsVisVmsyNglwcdLXI3UXkUjEZrOxLGs0Gsk1BINBqdiX3t5emSaEomGOwAghOneJxWK0noB+0O12B4NBiJO3WCxSjlsIOSQdLiygIIFvQjMsz9bk9/uhY4WWUVZWJiUa3G630GhPul064lXmTqGrhTuF7edFL5UEBJA6gbHTbDZDIBKM+sJwgWQg5mWFQpGXlwfeIikhAsoGps7+L+jp6SGXITrtoweV3t5eqQ4XnBG0IwmKhfEjGAxChy4aTCAqGrxeL6/eRKcOUs2DFhbCc+C7DMN0dHTA+CcaIgMxDVKPBmqeV2lwmzxJKkTUBwFLYHgOHVKsQqEIBoNgFRO961gsptFo6OqSUidSJiu6rwTNJ2WfiMfjoAZ471E8HocacLlcECQk5S8AH4Qw4AaA0BOpl1S+X6Jjb0OhEIxYXq/XZrOBqUahUNjtdvkxHgKZhY8pFovxhrRQKGS1WkHlqNXqrKysmpoanmqMxWJkSIPYL3jQ0DFKdYY+n8/pdJpMJo/HAw9icHAw+QnYjC2Q3v86OztbXseAB624uNjpdGZnZ8P9QmWKNjCn00nOIWfyXpbBwcGmpqZIJBKPx+H1p6+HDngS7S5o90ReXp5CoRC9BehJeD0PnC/Tiu6KJRhFA7+7lJJ1er2eNCPSO+fl5RHjqtT45Ha7afMRTBOl+l/hfCs7O5sOlIOvi35XJtysqqqKDqqAmVNtba3UtAb6aFAGolM6MKORMyORCP1iQOg4mIJNJtMcovFDoRDMm2kyMzO9Xi+vx4euSrQ+wessOqLzXmaQOMLlElAD9HIVePd0Ol1lZSXpPkRrkv4hpVJZVVVVXFwMg5boCArA0gaFQlFTU0M6CyKG6MdHP1Dek1UqlSqVymg0itoGwDkinHaMj49DnIdGo+FVstvttlgscwu5Ai+J0O0Klh44Ho/HYQmD8ILhEdDzJ7jHZIbegYEBKJY0YNB8Ms+LLMFtb2/nNUheXlHRC4DXhzZNCRukfHyujEmMHIFQFbgXpVJptVo9Hg+8CPLxKPAVnjgbHx+HgZa8p6FQCM5Uq9UajYa0c41GQ4uS1tZWlUrldrtdLpdOpzOZTBzHQQtXKpU8p1gwGHS73VAUrNiCf51OJ4TNil6wx+MRfX+DwWBOTg79ra6uLqgBi8VSVFRksVjA9pmVlSVjISNBPKDs3W633+/3eDzwrPft2yfUfDabra+vz+/3d3R0wNut1+tpewBUJgSN+Xw+eHP7+vqg65BvAFAgae3wFERHeiiNN+LALcuMbrN1jaFomAFo7jLWAiIawH3LcVwkEolGo+ACgKhDodK3WCz0aywzBQQDJi0aIGKRbpGVlZWiSy7j8bhUVwX9Dj1T8fv9Op1OpVLxBD4JSSPDAwz8NpuN/sWmpiYSXwkdDXS1arWa7imIXVp+3ixFNBp1uVw8Xc8wTGpqKhnawQgvZWmH8UbU4We320nJSqXS7XZXVFRYLBaeaCBiiDwCYsCAfgHajMFgkOqY6PBVGt6YJBwhRFGr1ZBTQUo00L8oNaeBSiPdq91uLykpyczMJPL3bsVV9fb22u12KJZXJjgm6IEKjGFCfQkGIVoQw9Cb5HwdfsXn842OjjocDnheKpXK6/XCZF3oqoBKEEb8gNmJDDCiT5wMGETw9fb2gkkAlnvMwf1MrHpC65rNZiN6KBaL1dTUqNVqmZ8gK7Do9xQmAGq1GnoD8mgKCwvhHiORCDEkKJVKEttBugteYyNDKTkyOjoKv5udnU3WcHV3d5NuRGpVNtypsCXDYE86FpjUgTQXvgsyTQUulWVZnnEINCItSiBCWWhe6u3t1ev1JpOJPAhSJ8JoMLDdyjwguB5SFNSwqGiAW+OJBnhGUi+ClBECRcMdVATDpKSkiH4EJlYy0h87dqyxsVFo5NyzZ09WVhbvIC8ETF40aLVaIhrgxeAJ7f3794u2ucuXL0sZXaEo3q2BQVilUlmtVrPZrNfr6ZxO5EdPnToFL7ZKpUpLS7NarTwDAHSO8Xi8rq5OaEYjTmJecFzyxONxv9/f0NBQWVlpNpthBCLhDmDykRqA4/G41WpdsGCBcP09aJoFCxYwDFNXVydzAWvXrqXnpsTIBLFpsNISukhROxMdjjpv3ryKigqY6PNi6AiJRAIqPCMjA1JCFRYWQnQnx3EGg8FgMCxbtkzGskV+USYwArRgVlbWK6+8kpWVxXGcVquln/7IyMgdvk10Zq2MjAxe4wRtRM/koFqEbRiihummBe4VGWuBcBSvqKhobGwUzZdVUFCQpGiYnp7OycmRn80T2/jixYv1er0wwdQcXgQYrugxGG5EtB8oKysTrorilaZSqUjz8/v9CxYsoGN4pRY8x+NxCD1paGigOyiWZXnPAiKIFyxYQI4UFBQIT4MzoSlK9YfQmOn1XPR7Tdve1q5dK9R/oLdkXgR4eZ977jnRPnPevHmk4b388su8VeuE8+fPq1QqcnfwdLKyshKJhPDk0tJSulhhh0krFeg/RTsK+Ojq1atCf5zo+RzHzWHlDoqGGcjOzpZK2gMv0oxuVL/fn52dTZvKOzo6eHMsedFAN3GYCtOGWVjrKFS7oVBIfv1nTU2N8ASfz0fmzampqaC1oSOgbRt+v9/hcJBIQ1hl1N7eDpZYKfctzyzGe+3vBHjP1Wp1JBKBeHWZTgFMBVL2QHi95R8rDGa0FYckuySPBgY2nk2IN02k1QlMIJRKpfB8yH7Ne+48IKZBtPJJjB5cj5RrWaFQiBoqSLKp5JcTyziYqqqqHA4HiFG6kv1+v1qt5i3fAHOr0Lftcrl4CdOgiUqZl0RHcWKoSCZ1hIxoIF4tqZgystRTpVLl5eVBdrLKykqSFU2lUs02TBg6H9qlBXchGljncrnkRQNM8SFHnMfjUavVvEsCI7xobAR4r4qLi+nJrqjTymKxkCYEAWFSzwsWtEu9g7FYDC6VNkGBO19q+Y/QdDqjaBCdNoBhibxier1eJqbHbreTbhketEzYo0qlkooo8ng8tD0AQhxEZ4Nut1vo5TQajdAxir4Is02yh6IhKfeEzMKEZALBhEGOLpeL9y3oAqSKgrQkQks4JNcjiWuUSqXJZCKTA8gNJXNhg4ODCoVCdMIdCoVaW1tJu4RRNpn0c9C5zBivQEL/kgxmjkQibrdbRosQ6zoUCKOjzNA1o2iQrzqYghOzJ/SAvJnuwMAAb1WFUDTQrSIWi4HJRJiZgPh0ZByfo6OjUlUKvaROp4PLFg3Wg3A/KVnQ29sLY9JsXe8ytiKoHDJO22w2nicrHo9Daxc2vJKSEp7fDRpeksmOwDlNBkX4rvxiaak4FZKoVCYqhQQtinb0cI+zTdNEfOG8mxJ9odxu94yiYfqPvWC8AVumbUxPT+fl5ZEJa15enkqlkpqAkdOg85SR5hzHyXwKa4BpFwNUiJSxZ3BwsKKiwul0kkRwM4oGUYsduBJI/8YLXBBWO3mXQafKnJybmyvlMeE5EcBnJ9qWaFlGf13q2d1d9wRuWPUHSkpKotGo6LZS4CsaGhqSLwEsvWSyCBPiRCJBn7N58+a8vLza2trh4WFhCdFoNBwOk3mkw+FQKpVarTaRSPT09JCiotFoW1vb/v37eWmApUgkEolE4uLFi/BnOBwmmzOp1WqTyUSci2ALnfFOJycnm5ubNRoNCb+SQv7ChJw8eXL37t35+fmiu0KA0YL8f2xsDO6OVJqwNIZhlixZIvopfB1W54ty6dKlYDCo0WhgsCH1Ax5fcpper4fYtOPHj0OZdM0T9zNdJ5ADsaen58CBA6I/vXz5cpnKJ8+OPn7u3Lndu3dzHOf3+999912GYTo7O4Xlt7a2SlUXDHhwqQ0NDXfltWJZFqIQCgoKJicnW1pa6uvrw+Hw+vXrH/uCxx9/vLOzE9I5bNmyhVTy5OQkJPekC9y0aRP9IGS4ePHiyMiI0WgkMYxQYxMTE1JfIS/vxo0beR+BzQkyXQ4PD0P+CR6ffvopdBeiOwi8//77HMcdP35cpv6FgMWR2DBIoCu9TIBw9uzZZMpcuXIlnTeT/igcDm/evFmmJyH74a1Zs0Z0nx0ohCxAhTqRKVOe/Px8hmFIf5VIJM6ePZudnQ1ign7Wubm56enp6enp//iP/3jy5MkNGzbM2DsJuxT6FlJTU6GE4eFh+S6xoaGBtDH5fe+Gh4elejZon/Q1Q+dJJ7znFcXbmkun061Zs0aq8CRrIxlQNPzf9kUMw/ziF78QfgQHd+3aBX9euHBBdCdJlmX1ej09CP33f//33//93/NO27Vr19e+9rX333+fd/z27du//vWvSX5ciOuBpcNE8EJXVVZWFo1GiX/94sWLS5cunfEGSaP5xS9+YTAYfvWrXwnP+du//dt58+Y9+eST5FKhr+ed9vbbb4+MjKSnp5POfdmyZVCBwu2UwMVLe83luzPocKU2BT19+jSxAM+fPx98omT9JG/3l6qqqoULF0JcgtTo+9xzz0lJiueffx4sq+Tg559/Lnqyw+GAXgx8nwSpvuZnP/sZdFVlZWVXrlyhew16qBDl9u3bENhBi4apqSno/ffv30+2V4DyeZ3On/3Zn8k/gr/8y7+cw+tz+PDhxYsXnzlzRvgRqJBwOPyb3/yGbEK2YsUK/ReQfdrC4fCpU6fInP7999/XaDRbt26lS/vud787b968kZGRc+fOyV/Sm2++CcM8XUsMw3zta1+T+gporJycHLq53rp16+mnn+7p6WFZ9pe//OV//Md/MAzz2muvCR+uvBpQq9VQrGhzlfkWwzBf//rX6Vjgxx9/XPTkv/iLv0imzI8++oj8X1gbMqIqyT0kU1JS6GVl0DfKnCxTlM1my8jIIN3ysWPHRkZG/uVf/oU+p7y8PDMz85NPPtFqtT6fL5FI9Pb2ut3uo0ePMgxDejMp5s+fL39hYN2Uqpbbt29fv36dvGWQPU9q77fPPvuMYRip7po3DYAGJtwaEC4mkUjQE1S4ElFlMDU1NTExIaoyccOqOyIWi6nValHjHsdxKSkpxFcEsw2hAWpgYECtVpMBPhaLSZndHA6H0C0Ky+3kzfggFHjnlJSUyC9HBm1LzoEk+cLVExCrTDsLYUJst9vpWPFQKKTVank1AIMcz6hLtleg62HGJKng0dDr9cIzg8EgvI3E5Eh2kOKtJvL5fPCSEBeslHtC1L0NYSLClREk+bRo+4E5Me2wJOcLfZx+vx8qR6/Xk6Yl43oQhjrSviGYzdP+DnILPF8Y+AtkTNC80PQkAWOMaIMna3eJnZ/n14/H4zBRc7vdtDG2uLhY1JALk35RNzlsGeXxeIjUo53u4CAQjVegwwV4Lmd46dRqNfH0QznCNRRQ4TL28GTCaEQfB/28jEajVIbNZGIaYrFYamoqLEYVviDyKavVajXxO8j8ltPpZFmWDg6Q8mOCA1He3Q79ErgsMzMzeeE40JvRLxGv35NxtIH9X9RvC9UOzxecklKriuhFxWQUl8o8Ybfb6bQ98k4HmEAKLw8qTXRHJNFc7HCbd3H7EhQN/I6Pl68eLM/0qwWRaLw09dPT0zB3JK9Ha2urVK4Vr9dL90HTX+yqMGOsijBQMRQKScVv8lyYdFQt3ClZeB2Px+GIQqGgTyN7eZtMJghOhqGIZVneqAZxkbAwFd7erq4u6ILpMmEbuhlz4kJpOp3O6/WGQqF4PF5TU0PWSfJCDmG8SUlJcTqdsGcYhHnDM5JZmgw9uFqttlgsZWVlHR0dsHq2tLSUTPSFe47ISO3BwUGWZek8jGTSLBr+BktqaZctiYGQEQ3koZBzwP/Ksiyvaw4Gg3AjdGkw11er1aI9F9kncLYxDWRXDmEQO/Td8iFBYBcRPiDR8Jpr167BeldhFB7PQsNLVgHtSlQ0RCIRcDkJE5PAtdG/NTg4CG2bt8YPRIPMGj/oImbcwUv48tLvuIxocDqd8qIB4p/MZnMsFotEIiBz6WYDSVZkQrtIRIiMaIBuitYoUiMujGfyYa0wRnIcB2KRJ2ehfoRzA7J2VCafEmSYkLkF0nigYQhfmVgsBtYj6EhJxJVoa4f3XUav80QDNDxe9AbZ0kX4vsA188av9vZ2soctioa7j9/vB5NUdnY2rOQm+yzTQymZGGk0GrINrrCBmkwmKUVJJqCQM8fj8fDCvKWA9Wa0jA2FQjNGaPp8PmG0PFgR4GZh+q5UKoUX0NTUBP0jy7I6nQ7+z0t7ApfhcDhgtIacMODvtNvt9HgJhlmZ2T9vNgmVT9uKwQLJG6pJPgA6dJTIF3nRIBONIez9iQiQKhNqlWw8BsO5zDITkKRkJQUvzFMUEiwJ50CUq9T2BKAFMzIySFMk62BtNltlZaXFYnG73bC1Und3d3Z2tjCcCvLY2O12mWW9RG3o9fru7m5S87B7kEwOStI/8jo10E8zhgdaLBZafJMKF+aQlgqijEQisGW2MGtTLBaD2Z5wAgciibfDHNyp6AAZCoVggJxR4ouKBnpYNZlMUqIB3mWZ0kD1ktA/MKpnZ2eTLgVauM1m44k/t9sNnR7pCSGBm+iv8BLlwbb1Qt3c1dUltETKWIBEFxbBSCnMqj5jwhKpcEK6WFIt4HzMzs6mWxTsWUWvriJ718FNkeROfr/f5/PBzdJbr8lfDwwTLMt6PB4oqrGxEX5RVASQ3slsNkMaEjqLnVRmFxQNd8rly5etVivxwLEsm5OTIwyvHRgYIIu2YZpbWFh49uxZcsKNGze0Wq3MD/X19VVUVECqAFiUL7qPDo/+/n5em7NarcIhnEc0GhXO/xKJRF1dndVqzc3Nfe655w4ePCiVkz8ajdbV1b3wwgu5ubmlpaUyuUhv3Lhx8OBB2Djqxz/+seiy5q6uriTTAPT19blcLkhX4HK56urqRAskt9Pe3l5RUWE2m8lScnmOHTtmtVpLS0sbGxuvXr3a1dV1gkLK49PT0yNzGVevXoV8EuDlGR8fLy4utlqtoiZQGBrBZwkZPiYnJyFzhoy/6erVqyzLpqSkwDmQJJTjuMnJSeHJo6OjoN7IRmhHjhyR91dmZGRcvnxZ2IGmpKTcuHFDXnOTzAQsy2ZkZIDag73W5J+F1WrlrSMvLCyUGf8GBgZoH61Wqy0rK3v55Zd5vuSsrCy6JuFG5s2bl5OTA9kvNm7cSOTmggULeMILZOXChQuFbT4ej5MOmicaWJbds2cPbA1fVFSUm5tLQu30ej1t+rp27Rqk2JKpGRDidAIYlmWlRAPHcVKVNjk5CbfD+y7E9Oj1evL6w1NbsWLFvn37Kioq9u3bR6KCaLkPIVwyBhXy5/nz5yFSBN6CeDze3t5eVFQ0b9486GlnFA0k7YcwlU48HtdqtfPmzdu3b9+JEyf27dv3yiuvZGRkcBwHI73BYJDqsmBMFU2oAHkayGt79epVg8GgUqlUKtWyZcusVqvL5YKKWrx4MV0+jAs5OTl6vZ4XyJWamirjGpueni4tLaVXp8fj8X379sH2bCTXS05OTkVFBaQekRpWIFTIYrEUFxcfOXIkHo+Pj4/fxZ1BUDSIG/FqamoKCwvlFx/CjlCiu8U0NjberUVrMxru5pCnGXl4gKSis0q/HwwGeefLRIpA4yQnwM/RQDYRsCVIrS9PckukWCy2b98+Ekmu0Wj27duXzK1FIhHeafIr8eC3vF4vJLThuSSampq6u7thuKVXbHZ3d5tMJl4MqU6ns1gsTqeTJ5pJ0gupjv7gwYM6nY7eHZu30IO374Aw9mhGwxWZtdN3AcOh6Ml5eXlSU2cwYgnNn2QdComyam1thVxA9NInnU7ncrno70IeaCmnAz1likajFosF1rRDAmmokL6+PrC+zCgaiK9B1PXT29tLr+NITU0l6e1hhz+pbtztdkvF7nR0dIguzQ2FQsXFxSaTCdyaTU1NvPkAx3F0mV6v1+VyuVyuJLf+En1ZgsEgvKpS87r7zJ9MU5kvkbtFeXk5ndj8HjE8PBwOh2W6KgR5ICQSieHhYZ1ON9s1tyQEfdGiRSRjoDwjIyN0GDltgYBrkPpiIBBISUmRWdcTjUZHRkaSDz...

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... Thực hành Kỹ thuật thực phẩm Báo cáo thí nghiệm NHÓM 3 – TỔ 2 MHP: 210501003 GVHD: Th.S Cao Thanh Nhàn SVTH: ... thời Thực hành Kỹ thuật thực phẩm 2011 5GVHD: Th.S Cao Thanh Nhàn gian thao tác phụ để xác định chu kỳ lọc. 2. Tiến hành thí nghiệm với tốc độ lọc không đổi Các bước tiến hành thí ... gián đoạn và thiết bị lọc liên tục. Trong bài này ta tiến hành với máy lọc khung bản. Sơ đồ nguyên lý hoạt động: Thực hành Kỹ thuật thực phẩm 2011 4GVHD: Th.S Cao Thanh Nhàn Sơ đồ...