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pep人教版新起点小学英语六年级下册：Unit 13 Nature Lesson 75
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pep人教版新起点小学英语一起点六年级下册第13单元Lesson 75，学习野外郊游看到的不同种类的动物名字，包括课文
Unit 13 Nature 自然
A Listen and number
Good morning,everyone.早上好,同学们.
Today we'll talk about animals.
You went on a field trip to animal habitats yesterday.
What kinds of animals did you see there?
What are they like?他们是什么样子的?
I went to the mammal habitat我去了哺乳动物栖息地
I saw tigers,moose and rhinoceroses.
The rhinoceros has a long horn.犀牛有很长的角.
It's as long as my arm.像我的胳膊一样长.
I also saw a cheetah.我也看到了印度豹.
It can run faster than a horse.它比马跑得快.
I went to the bird habitat.我去了鸟类栖息地.
I saw all kinds of birds there.
I saw penguins,swans,seagulls and ostriches.
Most birds can fly but some birds can't .
Penguins can't fly but they can swim.
Ostriches can't fly but they can run.
Some birds are big and some are small.
The biggest bird is the ostrich.
It's as tall as a person.它像人一样高.
The smallest bird is the hummingbird.
It's as small as my thumb.它像我的拇指一样小.
I went to the insect habitat.我去了昆虫栖息地.
I saw bees,dragonflies and butterflies.
There's one beautiful butterfly as big as the cover of this book.
I also went to the fish habitat.
I saw a whale shark.我看见一条鲸鲨.
It's one of the largest animals in the world.
It can be as heavy as 25 elephants.
I went to the reptile habitat.
I saw all kinds of snakes and crocodiles.
The crocodiles are quitet.鳄鱼很安静.
They move slowoly.他们移动很缓慢.
They are dangerous.他们很危险.
They have big mouths.他们有很大的嘴巴.
They eat people.他们吃人.
I was scared.我很害怕.
I don't like them.我不喜欢他们.
B Let's talk
1 What are the above animals?
2 What kinds of animals are they?&
3 How big are they?How tall are they?
4 What animal do you like best?Why?
C Let's read .
How do animals live in the cold winter?
Different animals have different ways.
Some animals begin to collect their winter food in the fall.
When it is very cold,they stay inside their homes.
They can eat the food they collect in the fall.
Squirrels collect seeds and and nuts.
Beavers collect sticks.
They are safe and warm in their homes in the winter.
Many birds cannot find food in the winter.
So they fly from the north to the south in the fall.
They return home in the next spring.
Fox example,swans and geese fly away in the winter.
They can find food in the warm south.
Some animals sleep for a long time in the winter
they eat a lot of food in the fall.
In the winter they eat nothing.
They are very hungry when they wake up in the spring.
They usually look for food in March or April.
Bears,snakes and frogs are such animals.
Winter is cold in northern countries.
But animals are smart.
They can spend winter safely.
D Let's write
1 What is your favourite animal?
2 What kind of animals is it?
3 What is it like?
4 how does it spend the winter?
电子课本图片：
Lesson 75& 教案设计
复习内容是与animals有关的词汇和交际用语。
Animal World:
habitat, person, reptile, mammal, insect, cover, zebra, rhinoceros, cheetah, ostrich, crocodile, penguin, butterfly, cold-blooded, warm-blooded
1. What kind of animals do you want to see?
2. It&s as tall as you are.
3. How fast is it? How tall is it? How big is it？
4 What&s your favourite animal？
5 What is it like? What animal do you like best?
6 Does it sleep in winter? How does it spend the winter?
A 录音介绍野外郊游看到的不同种类的动物。
B 谈论A项看到的动物名称、种类、长相和自己喜欢的动物及原因。
C部分是一篇知识性的阅读材料，主要讲动物怎样过冬。
D描写自己喜欢的动物。
教学重难点:
1 录音材料比较长，涉及五种动物和各种动物名称，有些名称没有接触过，理解困难，但标顺序不会造成很大困难。
2必须对动物长相和生活习性比较了解，需要已有经验支持。
3用英语描述描述动物的长相和生活习性比较困难。
教学方法：情景教学法、听说法、直接教学法
教学手段：单词卡片、录音机、介绍动物生活习性的相关资料
Step 1.Warming up
1.T greets with the students in English.
2 Free talk
T: Do you like animals ?
What animal do you know?
What&s your favourite animal?
What kind of animal is it?
What is it like?
Does it sleep in winter?
How does it spend the winter?
Today we&ll talk about animals.
3. T write down the words according to students answer.
Step 2. A listen and number.
1 look at the picture .
Ted and his friends went to the animal habitats yesterday. What kind of animal did they see?
2. Let&s listen to the tape
what animal did you hear? How big is it? How tall is it? What animal do you like best? Why?
Step 3： Part B
Pair work: talk about the animals above in Part A
Step 4： let&s read
1. T: Do you know animals how to spend cold winter?
Let&s read text
2. What is the text about?
How many ways are animals live in winter?
3. Draw square , triangle, circle on the blackboard.
Step 5： Let&s write
Introduce your favourite animal
Step 6： Bingo game
Who can tick all the animals.
投影打出问题：
1 Which animal is the biggest?
2 Which animal is the smallest?
3 Which animal can help farmers in the field?
4 Which animal collect nuts in the fall?
5 Which animal sleep in the winter and eats nothing?
6 Which animal lives in the desert?
7 Which animal lives the longest?
8 Which animal is the most beautiful?
9 Which animal is a popular pet?
mammal bird fish reptile insect
zebra, ostrich shark crocodile butterfly
rhinoceros penguin cheetah snakes bees
tigers penguins whale crocodiles dragonflies
moose swans shark butterflies
rhinoceroses seagulls
课后小结：
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bd0AdBRVLUdX07R4FuNUv7SxgZtiyXUyxKWwTjLEDOATj2NR6Zr2ka15v9larY3/AJOPM+y3CS7M5xnaTjODjPpQBo1zviO01bUPLt7OxgmtRiQyf21cWEm/kY/cxklcEdW69uAa6KoZp4bZA88qRKXVAzsFBZmCqOe5YgAdyR60Ach4J0LXPDdlZ6fdWdqYUt44Z7ga3c3ByiEAxwyRBUBP8KsAAe+0Cqc/w7TTv7LfRpb65+w2rWfk3WvXdvlT5eHDx7tuPKwUVQp3Z42KK7ozwrcpbtKgndGdIyw3MqkAkDqQCy5PbcPWmNfWcd4to91At0+NsLSAO2Q5GF6nIjkI9kb0OADjLrwpqE2gWNp/ZOnG5ht3tAser3EcdvACRFGu6JxKCm3zBIu1yi7lYBQunpXh2/ss6nfXf2zV0iIiUTyRRHO9tsrjPm/NI2GKBFHMcUfIPT8elMgnhubeO4t5UmglUSRyxtuV1IyCCOCCCOe9AHjN38JNYvb2SeeDTpBOlx9oZ72AyyPM6uX8z+z8gg7sHBZdw2lACD2d/wCGtb1C+0fUJ4rGS7gtGtrn7RfSuiOJ4ZYplVI0V2DQ7mUCIMcLnAGOya4hWdLdpYxM6M6RlgGZVIDEDuAWUE9tw9aWWeGJ4Y5ZY0eZ9kSswBdsFsAdztVjj0BPagDgNM8AXXh250r+yYrWSDTXYL5126mVFiufKyPLbDtJeSb2BxhAyqN2xeYu/hJrF7eyTzwadIJ0uPtDPewGWR5nVy/mf2fkEHdg4LLuG0oAQfZoJ4bhC8EqSoGZCyMGAZWKsvHcMCCOxBFR/brPyPO+1QeT5vkb/MG3zN/l7M5xu3/JjrnjrQBj3vh//hJvBkmh+JEy1xEI52guNx3KQVcOI0G7Kq2NgXPGCOuppUF9baXbwalex315Gu2W5SDyRKf72zJCnGM4OM5IAHAsGeBblLcyxid0Z0jLDcyqQGYDqQCy5PbcPWiOeGZ5kjlSR4X2SqrAlG2hsN6HaynB7EHvQBjWWjahaXKRSanFLpcLl4bf7JtlGSSFaTdhlXPGEVvlXJPO67pVhcadFcQzajPewmXdbeeAXgj2qBGX6yYIY72yx3ckkZOjtFUtS1XTdHgW41S/tLGBn2LJczLEpbBIGWIGcAnHsaAINYsb6/W1Fld21uYp1lcz2zTbwOww64+vP0p2lWFxp0VxDNqM97CZd1t54BeCPaoEZfrJghjvbLHdySRkrpmu6PrXmjSdVsb/AMrHmfZbhJdmc43bScZwcZ9DVwzQidIGlQTyIzpGWG5lUgMwHXALLk9tw9aAM7V9OvL+bT3tbuCAWtyJ5BLbmXzAARtGHXacMeee3FSJYTx6619HqM/2SSIrLYuAyeb8gWRWPzJhVIKA7TndgHJZdT13R9E8r+1dVsbDzc+X9quEi34xnG4jOMj86j07xJoOsXDW+l61p19MqFzFa3SSsFyBkhSTjJAz7iklYC3qFjDqen3FjcqxguI2jfacHBGOD2Ncuula9PrcUGuMt9pkSsLS4sR9neNjGVZ58vuD4Yqpi7sxIX5catx4z8LWtxJb3HiXR4p4nKSRyX0SsjA4IILZBB7GtiSeGJ4kllRGmYxxKzAF22liF9ThWOPQE9qYFfS7a6s7BLe91CTUJ1dz9okjRGZS5KghAFyFKrkAZxnAziq6adeL4kl1L7XAbR7ZYRb/AGc7wQSQ3mb8Y+Y8bfTmtCOeGZ5kilR3hfZKqsCUbaGwR2O1lOPQj1qMX9mbOG8F3Ababy/Km8wbH3kBNrdDuLKBjrkYpNAUbHS7m31bUbu4ubeeG5kWSGNLYo0JC7eWLnccegXvUulWFxp0VxDNqM97CZd1t54BeCPaoEZfrJghjvbLHdySRk6Heg9RxRYDL1fTry/m097W7ggFrcidxLbmXzAARtGHXacMeee3FT6lbXk2kz22k3cWn3TJshuGtxKsPuEyASBnHOAcZBGQbtFC0A5XSPBK6Fc6FDpuqXUGj6PbyolirN/pMsh+aSZs4YDJIUKMMSQcfLU/jDw7c+IoNLit5bSMWt79omF1G8iOnkyxlSishcEyAFSwBXOcjKno8jNGe2BxTA4bVPBmuanq9pqdzq+nPNFcWjSrBbXNuJYoZxLtI+0ujEZfG5G5PUcEZV18P9X1C/NzPDY26z6glzOttqDxmNRPHK5VooIy7MEI52tlVZnkKx+V6dnofWjNAHGz+BTqNzYW+q3MdxpdpZXNksdoZLJmjkMARHETBXG2Jw2NqnK4QY4j07wff2uqSXs/2GRf7QeXyBJIVniNzNMjucACSMzkqu1l3KSSSY2h7bAo5zQBxOq/D+FjDc6dPeyXUWoTXxgl1e5t45DL5u5VMZIiwZiQyoSQu0/fY1TvvBGpar4dtNMuLXTraO11KW8jgF013vVoZfvyXEL73aeUklozhTkZYDPoWe9Hoe9AHmug+CfEGhS2vlpp0jxtY7rpr+Y+UkUEEMwS3MRj3sscqiTKttkxkdK2/wDhF9Ubwj4m0mS+geTU/t4tEC7Y4RPJM6lmwWLfvRuPQAAAZBZuvzx9KM5OO9ADsVgeDf8AkB3P/YV1L/0tmroK5/wb/wAgO5/7Cupf+ls1ABd/8lD0b/sFX/8A6NtK6Cufu/8Akoejf9gq/wD/AEbaV0FABRRRQAUUUUAFc/d/8lD0b/sFX/8A6NtK6Cufu/8Akoejf9gq/wD/AEbaUAdBXn3j6/W18Q6JFNfQW1rJa3jMtzrk2lxu6vbhT5kYJZgGfCkdCx7V6DUTW8LXCXDRIZ0RkSQqNyqxBYA9QCVXI77R6UAeG6HqkMUNktrqliLh9fVdtv4uuZ5WRtQwwFuQFkVkY/MT8yneeTivQvHugWd14a1mczakLy7tzbQRpqVwkTzSARRL5YcRgM7IDkbeSW7mtU+GJopZv7P8Q6rp9vJK832aBLZkV3Yu5BkhZuXZm5Y4zgYGALFh4bs9Pntmjknkt7KJIbC1kYGO0VU2ZTjcWK8bnLMAWAIDMCAY13o8OieIPDcllear/pGoSQypPqlzOjp9kuHwVkkZT8yKenauxrHXw9H/AGvHfy6hfzxwyvPb2kzq0cErKysynb5h+V5AFZyoD4AGF27FAHP3f/JQ9G/7BV//AOjbSugrn7v/AJKHo3/YKv8A/wBG2ldBQAUUUUAeY/GWZ4NK0soFObhs5H+zXk6ahC42zxEDuR8w/Lr/ADr1f40DOjaX/wBfLf8AoJrxorTsmS20a1np9nc39vJbuAVmQnYc/wAQPI7V7H4CXbJfcfxj+S14VZDbqlmw4YTx4I/3hXu3gZv3t8P9pT/6DQlYL3PMvEH+sb/r5l/pWeiE6VIyoy7SWLGIEPyBgN1BHJwPfmtDxB/rG/6+Zf6VR8hJo7RYhGVZ1R+CG3YGck9vp7V7eH/hROCp8TJH3xSQQyPGEWRSqsflARRz1wAxJ9M1EJS9wqSyxyqItjszE5BO44KnJwTjjjj0p5SZpQyW6JKsTMFVApBJwOAOoBB5/GjeMXUgmUbnYEq4UnauF46kMT/U1pYgqpODPJKw3btx596v6KNuiWHrgn9RVO08vcyyn5CDkfhxV/S/l0rTQf8Anmp/Wscb8KLoPVnrvgAY0i6P/TwB/wCQ0rrq5PwB/wAga6/6+j/6LSusrxmeggooopDOf8Pf8hvxZ/2FY/8A0ita6Cuf8Pf8hvxZ/wBhWP8A9IrWugoAyvEepzaR4b1K/tkR7qG3c20bgkSzYxGmAQSWcqoA5JIA5Ncno1/PrS6VoNxdXyQpFe+exklt7yRbeWJIPNb5ZEZ4pUlb7rMSp4UlW7HWNEstds0tb9ZzCkqTKIbmSA71OVO6NlPBwRz1APUCqbeEdHZ72Ty7sSXlwLmWQX04dZQu3dG2/MR2HZ8m3K/L93igDhvE1ld+HbuwC3Wo6jbw2V/dXAk1y7tNkC3ETK5ZC7OYkmYd2ZV7kKtehiG9g8PeVJcz3eoR2ux7i3jjjlllCYLorfu1YnkBvlB68VDb+F9JtdRs7+CKdLizieKIi7l27XO5yy7trszfMzMCzMASSQCLFloljp2hx6PaLPHZRxGGNftMhdEPZZC28YzgYPy4GMYFAHk9pdapBNqkGpxa5La3X2q5EM8+mTQzCFgksl1IjxEqpaJGh3gBUKbmTKr2+oLqninw5YSTaPPaqkpmv9Ne5MVwzxPgRxyLjHzjzUkDLu8tBwshZdy18P2Fnqi30CyIYrf7NBAHxFbodm4Rp0UERRcD5RsyACzlmTeG7OS0trBJZ4tLi3B7BGBhmUnIjbILCMdAilV2/IQU+WgDzPUYj/Y2pXqT3Utnf+HdaubJbq5kuGS3K2ixkPIxbDhfN2nBXzSpGQc+kX+tQrqjaUPtkcgh80zwW5kK/MAAo2tnvk4wOnXpb1nSI9b097Ce5nitpcrcJDtHnxEENGxKkhWB5K7W9GFXjFGZFkKDzFBUNjkA4yM++B+QoAg0/wC0f2dbfax/pPlL53T7+Pm6cdfSsm0/5KHrP/YKsP8A0bd1v4rAtP8Akoes/wDYKsP/AEbd0Acl8WLyazm8Pk6paW0BvWZIS5hm3CCYM4l+0w4QB1UjcvLD5jnYcT4W67Pfa5qF8+pQMp0q1uLm13S3k7KPPJER+1TONrOMqRuO4DYhOW9U1Lw/Z6rcLPcTakjqgQC11K4t1wCTysbqCeepGenpVfSvCWlaK9u1i2pIlumyKF9UuZIkXbtC+W8hXAHQY4wMdBQBp2OoWmp2kd3YXUF3ayZ2TQSLIjYODhgcHkEfhXnfxdtbZrLTb25vI2Nvceb/AGfNIm14gjrLIsTQyiQoJEdiY32pGxXaSd3pENtDbIUgiSNC7OVRQAWZizHjuWJJPckmqGo+H7PVbhZ7ibUkdUCAWupXFuuASeVjdQTyecZ/IUAedfDnQ7aPV9c1KHS7Fr+1ihht0lszbtDNtlZgX+xwbNyyR52ozYxnIKiuBl8MwadGtydEvpWsftjuqRaa8LW1kskLkO8QaRvOdSWeIEqw+V2jVq97h8I6PayE2cd3ZxlGQW9pfTwQIGUg7YkcIp5JyFB3Hd97mgeD9D+zvDLaSXJZ1cTXVxLPMjKDsZJXYuhXcxUqw2lmIwSSQDzPxLpulaBpGk6ZqUOlXet6fp5SKe+uLFd1uWZUgAnxvZMLiUxqBtZvmJeGST4Wt4Yn1S0njs9GhvvIdNPEUtqs6p1YtGjtJvZCMFyzKqOjYIaSf1+3gS3t4oUMhSNQimSRnYgDHLMSWPuSSajsbG203T7awtI/KtrWJYYU3E7UUAKMnk4AHWgDwTSReXlx4duJ9a1h559IkleQ6frEjbibckApOC4Oclo8JwMqcpiz4sjj8O+CvCkdzbyLcN4dmSaK9vZ4ydqwloCv2mHhi5BUB2wiqEIUAe1anotlq3lG6E6yRZCTW1zJbyKDjK742VtpwpK5wSqkjIGM+TwVoMum/wBnvaztB5U8JzeTb2SaRZJQz79zb3UEknJ5HQkEA4jR7KRvEN3c2Wp3yrHqGpbVFm0UkkpecGCGSecwvlt0mEj2k26mXaQK5+eJbLwrZTanpUGuJZ6heNeW+p3lvJLDNHB55jWSFZBtxA5kyEeWXDOArup9XHgrQfthuXtZ5cyzTeRNeTSQb5Q4kPks5j+YSSAjbj5jVh/C2jSRXUTWeYbm0Nk0XmvsjgKhTHEucRKQFyEC52qTkgYAOb065msJtG0qWPwzZJ9iunj+xwloLa+jmSDMZynDG4ZTGArBiy7iTUnhwa1aa54nub7UbGa2h1ANcx22mS+ZIRZQEGPErkcbfl2uSQcfeAHQWfhbRrCWxlhs901j55tpZpXleMzNulbc5JLMerEk4JGcEg6FvY21rPdzQx7ZLuUTTncTvcIqA89PlRRgcceuaACx1C01O0ju7C6gu7WTOyaCRZEbBwcMDg8gj8K4P4oLqIOhzQXMaWiXrMURWjlVltrhmfzhcwgIEByNy9zuI+U+gQ20NshSCJI0Ls5VFABZmLMeO5Ykk9ySaqXWg6PfajBqN5pVjcXsG3ybma3R5I9p3LtYjIwSSMHgmgDy/wCG0+qapqBuxeTxDVNKjklk2/afLCGRV2SyXc5RvMlfCyRgN5TjaCHrXvbS7j8cWQPinXGSCJrKW88mz2wy3BV0jJ8jaM+QoII3bpbcLxIa6my8E6DpsUaWNrPa7IjCXhvJkd02lAHYPufapwm4nYMbNuK04dJsINMOmrbI1myMjxS/vBIGzu37slyxJLFsliSTkmgDzDx3BceGksS2qeIL9LWyM3yaxcwyzxwMxkEggt2TBEsatK7KThfmXDM1fwLbz/23bWunX2pQiC3cQR3mpX0sCCFDAwEEttCkgEjoWUOpVgNu0DbXpknhfSZ7T7NcQz3Ef2SeyLT3UsjmGYqZFLsxY52LyTkY4IpI/C2kxXUlzFDPHM8U8O5LqVdqzyebKVw3ysz87hhhgAEAAAA+etV8QO1jrNmNXgnjuf7UlaS3v2SNz5zY2RC/C7X3lgDGSRjCzfM1era39vuPEPhG8u9UnlsjKhF3YS2sFpPI75jVElkMhZl+8yMxMYZFU+a+OkPgXRWuEuGl1kzojIkp1u83KrEFgD5ucEqpI/2R6Vc/4RfSfI2eTP53leR9s+1y/a/L379n2jd5u3dzjdjt04oA838EweV4gkgj8O+FdNv088PfL80n2gtPCv2eMRpiMfZJsxhgShDFi28tp315qWs+B9Fv9Pu9HtUnuNLnurVLJnMd1NcwTFsrKMAtKrlSNxBJ3fMCO1/4RXRV1ez1RLPyrmyiWG3EUrpHGiq6qPLUhDtWWQAlcgMcVJb+HNItNFtdGt7JItPtXjeGBCQFaOQSKc5yTvUMSScnOc5NAEOob7fwnfnWtT8rZazG5vrCJoDEm0kvGu52VlXkcnkZA7VNorW03h3TWtLy4vLV7SIxXVwx82ZCg2uxIB3EYJOAcntVu90+z1Kzks7+0gu7WTG+GeMSI2DkZU8HkA/hU7xpIjI6hkYEMrDIIPUGkBwmq+HtHWw1EQWdmdOuZrUi08lfLaZZcSShSMEsGVSe+3nOafNo+kWOu3WlabYWcVlPpksl/ZRRKIc5URMYx8oYjzBnHzBec7Rjfj8HeGIraW2j8O6QlvMVMsS2UYRyucFhtwcZOM+tWbfw7olpp02nW2kWENjOSZbaO2RYpCcA7lAweAOo7UW1uO5hwnWdPstJtdF0jSjYrGoQPfPb8+WSRsWFgB36nnsKtXOj2Fxr1rerDbx3qAi9cLuM0ToyiFmPVdxVgDx8nQZrdtbK1sbWO1s7eK3t4xhIoUCIo9ABwKot4Z0FtRfUW0XTmvnzuuTaoZWyMHL4zyDjr04oYlocVaaNo+kaD4fvtLsLOy1eWeCKN7aJYnuFZx5qttxvHl72IOcbd3YGpLq1s5PDOq67NFEfENtPOkN0wAnhlWRhDErdVU5QBRwwfvuOex07wzoOj3BuNM0TTbKdl2GS2tUjYr1xlQDjgflU8mi6XLqkeqSabaPqES7Y7toFMqDngPjIHJ79zTWisHW5k+Jp7CFNDOp6te6Y0mqQJB9jdl+0THO2F8A5jbnIOBwORR42s4r3wvPFLZ215+9hKQ3IBRm8xcZ4OBzjODwe9bcun2c95b3k1pBJdW27yJnjBeLcMNtYjK5HBx1puoaXp+rWptdRsra8tyQxiuIlkTI6HDAilJXVgRxNpo8S+F9XtMadppnvEUacFZrW3kygWIgbdySHaSAFDCX7vJzIuoW1h4avbB9OvrIrNJbTw2Uc10sP7sN+7aNCQhUqFyE2g4AXaBXXy6LpdxO882m2cszw/Z3keBWZos58skjJXP8AD0qS006ysLJbKytILa0QELBDGqIAeThQMc5P507aWA4eX7Pd6hot8LYTiK3tN0silJ7AM52uqtggSEFHxg4AyGHA6Cz0mKw8XXN7st5pb2FmM7W6LPEFKjy/MUAtGflIDZIK9TwF1pdJ06e6tbqWwtZLi0yLeV4VLw54Ow4yv4UWek6dp0lw9jY21q9y/mTtBEqGV/7zYHJ5PJoEXK5/wb/yA7n/ALCupf8ApbNXQVz/AIN/5Adz/wBhXUv/AEtmoGF3/wAlD0b/ALBV/wD+jbSugrn7v/koejf9gq//APRtpXQUANDUuTiuH8Z6rcWGvaNbwavrlnHdSmOeOx0wXCFBFM4ZW8iTMm5EBUEnaCdoGWrnILieTUb+dr3URPb6xbFHGpXO0rJq88DIY/M8vZ5cSqBt7nr2APWt3tRu79q891vWdQs9f8SNrFtJ/YdpptvPINP1G4E6oJLkq8aoikO+wB/nVVVQS7KDi34F1HTGkntor/VZ7+68yZobz7a0USxMI3jia5AzsZgGPDFiSQowigHc1z93/wAlD0b/ALBV/wD+jbSugrn7v/koejf9gq//APRtpQB0FY3iXWjoukGWJ4Be3M0dnYpOfle4lYJGCAQSoJ3Nt52qxA4rZrmvGUELaZZ3DRRmaPUrBFlKjcqte25YA9QCVXI74HpQBHd+KrmGxvdUtrH7RYQxXUaIzCOVruCYwrCOW3ec3CYXIK85LhRJ4k8Z2nhe4givbVyk6Fo5TeWkCsQcFR50yEkZBOAR8w5rHkaF/EDa+Uc+FpHE08jODHJdKI1ju9uM+SqIBuLFchJQgVfONPxnPayQNqFpLqsNnLLaJPrCazPb2sMUrxoXhUSbWYJIrBtvldSWLKUIBo+C/iLF4ri0+D7F/pstos1y0N3askR2gsfLWdpVXcQBlcjcA2Oa7Ga8t7eSKOe4iieU7Y1dwpc8cAHqeRXm3hrTLTw9eWNvqc/iNYZ5YoNEQ3F55bogJUSxK7BJMKWZXCJsC4RCJUXsbTTtWkkuE1O8ieH7YJkCRnJVdjJtO7CjKjIIJ4PPOaAEu/8Akoejf9gq/wD/AEbaV0Fc/d/8lD0b/sFX/wD6NtK6CgAooooA81+MaM2g6dIFJRLo7mA4GVOM+leMla+rJYI54HhlUPHIpVlPQgjBFeR6/wDB+aINN4fu/NQc/Zbo4b6K/f6MPxppktXPMrQY1K0/67p/6EK9x8DHE19/vL/7LXjM2nX2k6zbW2oWk1rP5yEJKuMgMOQejD3Ga9Bs9eudBhlntxGTJMVIdSRwFPaqQjmPEBG9sn/l5l/pWckd3dhNvnShFwmMnb7CuvsYLqdXuoLmNGkZn2qhdwdw44Bxkcj6U++stRCDMl1KcBzI48sAc5GG5OOOfrXVDMI0o8hi8LOb5jkl0e/lb/j0lz3Mg2/jzip10O4XHmNFF/vuOfyJro9NtLS70+ee8uyhQkBS3QYHP+fSmkaQtjaSZ3zF1MoBycd84P1HQVlPNaik1GJpHAxau5HOto4AO68hXIwNmW9vSrFtD9nt7aDzA5jUKWAOM57Z5rpBqWk2uqvOlq7QmLahAx83r0H+eKxsG+v3mhWNQ8pZUDjC5OcYzWaxVas/3isOVCnTXuO56j4BGNFuf+vk/wDoCCuqrmfBKGPRpgRgm5bI/wCArXS5OKzZa2FooooGc/4e/wCQ34s/7Csf/pFa10Fc/wCHv+Q34s/7Csf/AKRWtdBQAUUUUAFFFFABRRRQAUUUUAFc/af8lD1n/sFWH/o27roK5+0/5KHrP/YKsP8A0bd0ASa7rt1oyXUi2EckENk959olldIlEbDzFkZY3KnawZcBi21xhduTh+DPH134p1F7S70X+zGETuiyPOXcoUWQDfAi/I7lGwxIZTwRhqreOdPku9Qv5INOn3NoFzp0l3HatJk3BHlD5AzuqNE+4KGK+chxgsVwPA3hmy07xWyG2nms7m0vbeQXGiSW6yCWcOqv/osabREgBDORubaiqoAIB3d5revW8mnxLo+mpLeOYBHc6lIhMyrIxClIHBQpGWDMVJHBVW4qofH0QsfDUw0m+ln1uGOVYYIXcJvgeUKJNojLZQLgsuAd5woJrm7LwtJNcaRbyaVqNjZWmu30cf2a8mt1EBN6yuscTARp88SrJwzZK/dK76502a+0TwZpepQ+ILcWFuYr6zSwLxR+Ta3ERl3rG4cswAEZZlkR1zGwfkA7DQPG0mu6otp/wj2o2qSIZUmkkgYRxj5f3yrIWifzBIgQgnKN/dcJJY+MLvU9Otr+z8I65Ja3MSTQv5lmNyMAynBuARkEdea4b4deF20nXLS6vrGeB/KLQSrpEKJLOfN887/sySwxgFNiyeX1KrvQDPWeG4/GOleFtI099C0ffa2UMDeZq8gbKIFOQtuwB47Mw9CaAOo0nU4tY0ey1S3V0gvLeO4jWQAMFdQwBwSM4PqasySMkbssbOwBIRcAt7DOB+ZrmfDlvrmj6L4Y06Wxhe3Swgtrz97tktJEhOW4ysqlgqYGCp5+YH5eiurhLS1luJMBIkLtlgowBk8kgD8SBSYFC1163vNAGrpDOkWwsYXUCRSOCmM43ZGODgnoe9XLC8N9YwXRgkg85A4jlKllB5wdpIz9Ca5JHktNMuWezaMfZFubm0eaLzUlVdgz8+wKQgbO7H7s981UuoPtN1ateaaFlt7SCRLuSaISaWVJLlzvyFYLjKbg2GDEAZovqx8rOs1bXU0l9r2N3OBA85aHy8bUKhh8zg5w2enQHvgHU315lc2KrqGomTQjFeGzvEutVFxCBIkhzGzsZBKBiPaMrhcYB2jNWZLS3tpItVTw+kC2V01y+n77cTJE8Ekcjkl/LXe3J+fkISTuyKNCuRnou49ulc5c+NtJs/El5otxPH9ot7eGYRwEzTyNIZMosKAuSqornAPyuCQByec0m3a01nSbm50tLI6dp4juZZvszJbxgSL8rq3mJkjI4KFc5CsDjR1a1ln8W3kosrq5RoNO8iNAUilmilupAJJNp2IjeXIxHPCjDbgjslxaNLw54vg8UaOLiwt3j1D7FDdNaXSSwqplVigEjRjchZWG9Qw4JAqO88aJZW95dS6TffZ7DzFvQArSQOtqtzghSVK7CU3bh8+0DIbcOQTwlJquh6tDax31zFF4Vg0a1ju7ZrVLm5j81g5imAIZT5RV+g3tgkg417i21TxBc3l6NLnhj+SG9tJP3TXUMUm9bcFxtkbmUswxCyzGLc4/fRgj0GmlsGuck1LxFN4r01LLTkbw5PbrJPcSxbJUYrKcENIrKQRCNpjP32yVK4rbv7eS7sZreG4e3kkUqsseMofUf5B9CDzQAovoTfGz+cTBS+GjYKQMZIYjBxuHQ96s1k6RpL2NvbfaLiSeeG3EK5wFjGF3BcKCQSq8nJ4HvnWoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5/wb/yA7n/ALCupf8ApbNXQVz/AIN/5Adz/wBhXUv/AEtmoALv/koejf8AYKv/AP0baV0Fc/d/8lD0b/sFX/8A6NtK6CgDmfEui6nql1ZXVrqb20OnO1ykNpbRtdSS+VJHhZJWMYBWTGGT/gQzkYk2j6rZarJ4ii0H7cbmGRf7Hhmij8tg8c1uXLMIyyyC4kaQbmV5yF3hd1dvLfW0F3bWssmyW53eSGBAcqMlQ3TdjJ25yQrEAhTihYeJ9K1PVZdNtZp2uY/O+/ayxo3lSCOTbIyhX2uwU7SetAHP694UlvdVluxaz6jI2wtJczoisnmNstlRQFEY3SeZI6M/lSOi+YZCFsaBomo2Wt2Rurfaun2t3FNd7123s1xNFK0qKCSmTG7MpChWcKm5Rurf1PWrLSfKF0Z2kmyUhtraS4kYDGW2RqzbRlQWxgFlGckZNI1qy12ze6sDO0KSvCxmtpISHU4YYkUHg5B46gjqCKANKufu/wDkoejf9gq//wDRtpXQVz12f+LhaP8A9gq//wDRtpQB0NJilooATAowKWigBMUYGc0tFAHP3f8AyUPRv+wVf/8Ao20roK567P8AxcLRj/1Cr/8A9G2ldDQAUUUZoAKTaKXNGaAM3W7W1udHuVu4IpUjjaRRIoIVgCQwz0I7HtXk80NvNp0gkkUMJGIDAHcSoHU9PrXtBUEYPI96oNoWjuxZtKsSSckm3Tn9KadhHjg1O8soFtbe9kWFeVAITk9feo1Gpagf3YuLnP8AdEkv8q9rg0nTrU5t7C1iP/TOFV/kKuYFLTsGp4nB4T1y55TTrkezxrH/AOhmtKD4ea3MP3ixQ+0tyT+ig161xRgU+YLdzzm3+GTgZmvLZG77IC+fxJFa9v4AsIcGS7uHI7IEQH8MGuvwKMUrgYU9xZeFbO1t4oJ3WecRjCsxyTySQDzjsOT0A6kW9Ka4aK4aeWaWPzf3LzxiNym1c5UKuPm3dQP5VoPGki7XRWGQ2GGeQcg/gQDTsUDFooooA5/w9/yG/Fn/AGFY/wD0ita6Cue8PN/xPPFn/YVj/wDSO2roaACiiigAooooAKKKKACiiigArn7T/koes/8AYKsP/Rt3XQVz1of+Lhayf+oVYf8Ao27oA6DAowKWigBMUEA0tFACYoxS0UAJgdO1IRmnUnFAGZF4f0qExeXZRL5MhkTHY8YHuBtTA6LsTGNq4I/D+kxeTssYh5MnmJx0PH5gbUwOg2JgDauNPilpWHzMy08P6VF5Pl2MS+TJ5iY7HjA9wNqYB4GxMAbFwR+H9JiEPl2MS+TJ5iYHQ8Y+oG1MA8DYmANi41KKLBzMy49A0qHyTHYxL5L+YmB0PGB9BtTA6DYmANi4tWWn2mnQmGzgWGMtuIX14H5AAADoAABgACrVJgUwuwx3owKWigQmKMClooATApaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuf8G/8gO5/wCwrqX/AKWzV0Fc/wCDT/xJLn/sK6j/AOls1ABd/wDJQ9G/7BV//wCjbSugrn7v/koejf8AYKv/AP0baV0FAHNeIJdRh1zQ0t303ybq4kgj+02bSSQTfZrhxKrCRRjC7SuASGb5hmuTsotcl1Wx0uHTv7Nv7aacXN5b6kJJkhlk8yWZhJaGJlldVZQuCWBUbAkoTuPEPhqz8S21vBeSTxrBK0yGFgMsY3jwwIIZcSNlSCrdGDKSpYfC9qLdPIu7uDUFdpDqcZQ3DuwAcsWUqwYKo2lSoCptVdibQDzbx3q9zp/iTUkvho9nBbQRaiu3WXt768CmZUSKRoiUBRHBjj2nMpxJ+8fPQeAde1a61S40VJ9A1DSbC3gKXNhfCR4VfzAEPlwpGxBjA2hY9q7fvGuh13wdFrtxfSHV9Sskv7JbG6itvJKyxAyEZ8yNiD+9cZUjqPSrek6AdN1C7v59VvtRurmKKFpLoQjakZkZQBHGg6ytnOe1AGzXJ67pGm6x460W21TT7W+gXTb51juYVlUMJbQZAYEZwSM+9dZXP3f/ACUPRv8AsFX/AP6NtKAD/hBPB/8A0Kmh/wDgvi/+Jo/4QTwf/wBCpof/AIL4v/ia6CigDn/+EE8H/wDQqaH/AOC+L/4mj/hBPB//AEKmh/8Agvi/+JroKKAOf/4QTwf/ANCpof8A4L4v/iaP+EE8H/8AQqaH/wCC+L/4mugooA4O68F+Fl8daTbL4a0cQPpl67xixi2syy2oUkbcEgMwB7bj6mtz/hBPB/8A0Kmh/wDgvi/+Jou/+Sh6N/2Cr/8A9G2ldBQBz3/CCeEP+hV0P/wXxf8AxNH/AAgnhD/oVND/APBfF/8AE1a8R6hNpehz3lvtMqbcBhkcsB/WuE/4TzWPS2/74P8AjXXh8FVrx5oHnYvM6OFmoVLnZf8ACCeEP+hU0P8A8F8X/wATR/wgnhD/AKFXQ/8AwXxf/E1xv/Ceax/dtv8Avg/40n/Ce6z/AHbb/vg/41v/AGViPI5f7ewvmdn/AMIJ4Q/6FXQ//BfF/wDE0f8ACCeEP+hV0P8A8F8X/wATXGHx7rP922/74P8AjSf8J7rP922/74P+NH9lYjyD+3sL2Z2n/CCeEP8AoVdD/wDBfF/8TR/wgnhD/oVdD/8ABfF/8TXF/wDCe6zn7tt/3wf8aP8AhPtZ/u23/fB/xo/srEeQf29huzO0/wCEE8If9Cpof/gui/8AiaP+EE8If9Cpof8A4L4v/ia4o+PtZH8Nt/3wf8aX/hPtZP8ADbf98H/Gj+ysR5As+wvZnaf8IJ4Q/wChV0P/AMF8X/xNH/CCeEP+hV0P/wAF8X/xNc2PFGvrbLNL9jjVhkbo25Hr96suT4iaujYxaH/tm3+NcsMNKc/Zpq56FTFezpKtKL5Wdx/wgnhD/oVdD/8ABdF/8TR/wgng/wD6FXQ//BfF/wDE1wn/AAsbWDwFtc/9cz/jQfiNrY/gtP8Av23/AMVXSsqrvt95xPO8Ot0/uO7/AOEE8H/9Crof/gvi/wDiaP8AhBPCH/Qq6H/4L4v/AImp/C+pz6v4ftr65CCWTduCDA4Yj+lbFcE4uEnF9D1ac1UgprqcJoXgvwtNrHiZJfDWjukOpIkStYxEIptLdsLleBuZjgdyT3rc/wCEE8H/APQqaH/4L4v/AImjw9/yG/Fn/YVj/wDSK1roKks5/wD4QTwf/wBCpof/AIL4v/iaP+EE8H/9Cpof/gvi/wDia6CigDn/APhBPB//AEKmh/8Agvi/+Jo/4QTwf/0Kmh/+C+L/AOJroKKAOf8A+EE8H/8AQqaH/wCC+L/4mj/hBPB//QqaH/4L4v8A4mugooA5/wD4QTwf/wBCpof/AIL4v/iaP+EE8H/9Cpof/gvi/wDia6CigDn/APhBPB//AEKmh/8Agvi/+JrDtfBfhZvHWrWzeGtHMCaZZOkZsYtqs0t0GIG3AJCqCe+0egrvK5+0/wCSh6z/ANgqw/8ARt3QAf8ACCeD/wDoVND/APBfF/8AE0f8IJ4P/wChU0P/AMF8X/xNdBRQBz//AAgng/8A6FTQ/wDwXxf/ABNH/CCeD/8AoVND/wDBfF/8TXQUUAc//wAIJ4P/AOhU0P8A8F8X/wATR/wgng//AKFTQ/8AwXxf/E10FFAHP/8ACCeD/wDoVND/APBfF/8AE0f8IJ4P/wChU0P/AMF8X/xNdBRQBz//AAgng/8A6FTQ/wDwXxf/ABNH/CCeD/8AoVND/wDBfF/8TXQUUAc//wAIJ4P/AOhU0P8A8F8X/wATR/wgng//AKFTQ/8AwXxf/E10FFAHP/8ACCeD/wDoVND/APBfF/8AE0f8IJ4P/wChU0P/AMF8X/xNdBRQBz//AAgng/8A6FTQ/wDwXxf/ABNH/CCeD/8AoVND/wDBfF/8TXQUUAc//wAIJ4P/AOhU0P8A8F8X/wATR/wgng//AKFTQ/8AwXxf/E10FFAHP/8ACCeD/wDoVND/APBfF/8AE0f8IJ4P/wChU0P/AMF8X/xNdBRQBz//AAgng/8A6FTQ/wDwXxf/ABNH/CCeD/8AoVND/wDBfF/8TXQUUAc//wAIJ4P/AOhU0P8A8F8X/wATR/wgng//AKFTQ/8AwXxf/E1v0UAYH/CCeD/+hU0P/wAF8X/xNH/CCeD/APoVND/8F8X/AMTXQUUAc/8A8IJ4P/6FTQ//AAXxf/E0f8IJ4P8A+hU0P/wXxf8AxNdBRQBz/wDwgng//oVND/8ABfF/8TR/wgng/wD6FTQ//BfF/wDE10FFAHP/APCCeD/+hU0P/wAF8X/xNH/CCeD/APoVND/8F8X/AMTXQUUAc/8A8IJ4P/6FTQ//AAXxf/E0f8IJ4P8A+hU0P/wXxf8AxNdBRQBz/wDwgng//oVND/8ABfF/8TR/wgng/wD6FTQ//BfF/wDE10FFAHP/APCCeD/+hU0P/wAF8X/xNH/CCeD/APoVND/8F8X/AMTXQUUAc/8A8IJ4P/6FTQ//AAXxf/E1H4Gt4bXw5Jb28SQwxanqCRxxqFVFF5MAABwAB2FdJXO+DC50i6BVdn9qahg55J+2z54x9O/r6cgDrv8A5KHo3/YKv/8A0baV0Fc/d/8AJQ9G/wCwVf8A/o20roKACuT8VeIdQ0vWNMsbKWOFLq3uJpJDpVxftmNoQoCQsCAfNOWORwB3rrK868eWr6hevNLaai9rZwfZFjttPW5F3LM8chDK8MoEUYhjcyBG5fC/MhRgC5pniPXrjXtNtWf7Vazyulwf+EavbHykETsH8yVyv31RcY53V2U15b28kUc9xFE8p2xq7hS544APU8ivMvCWj2WneJLSKyk1iKV7cebeR+GorGKVlIMkTk2ilEbAIw5zggkEKW7W007VpJLhNTvInh+2CZAkZyVXYybTuwoyoyCCeDzzmgDfrn7v/koejf8AYKv/AP0baV0Fc/d/8lD0b/sFX/8A6NtKAOgoopM0ALRTS2KXPNAC0Um72paAOfu/+Sh6N/2Cr/8A9G2ldBXP3f8AyUPRv+wVf/8Ao20roKAOf8aD/ilbv6p/6GteUEV6x4z/AORXuvqn/oYryk9a+hyj+E/U+Qz/AP3iPoMxTT7U/rTe9esjwGJRj3pTnPAopiTAAZ5oZSrdCMjIz3q5cpInheaaJVykv3iOelczr2p3FvYafK+0TyRFeB2zXn1sZ7OSVt3Y9/B5SsRTlNvZXNfj1zTlGTjiuf0i+uLlj5mCBW8pNdsJc8bnkVqPsZ2Z32iwwal4a23CjegKI30rxfxQbiz1xoQWi2DAXd0HavXPClxt024O1fkcH5s8/hXk/jZAvie6ZckFzznPevlJLlxzSPvKMufLo37Iq6bfTGTa7lh71vxyFq5TTj/pA4611EPSvosLJuJ8tj4pS0Pa/Af/ACJ1l9ZP/RjV0lc34D/5E+y+sn/obV0navmMR/Gl6s+rwn8CHojA8Pf8hvxZ/wBhWP8A9IrWugrn/D3/ACG/Fn/YVj/9IrWugrI6QooooAKKKKACiiigAooooAK5+0/5KHrP/YKsP/Rt3XQVz9p/yUPWf+wVYf8Ao27oA6CiiigAooooAwrnxdpdrf3NkV1Gae2cJN9m0u5nVGKK4BaONlztdT17iiPxjoLWUt5PqMdjDDcfZpDqCNaFZdgcJiYKc7WDDjkV5h4i06S/8f3FxY+HLXU5ZtSlQzz2EF0ksKWcKOoDzx8RzJgtwFdtocEtG8mgDWofAvhyysLGfS5tT1CO487T47a1Fzvt5Js53y4XfGhY7F/d/IseBsoA7+H4keC5/s+3xPpQ8+IzJvuVTC/Lw2SNjfMPlbB68fKcWLzx14UsLsWl14k0qK481oWja7TMbqCSH5+TG0j5sc4HUgHx3wlL4gcaI8Wt3doqJDZQeZ9nMscckemFwN25BEUJKfKCH2BizyhD6F4jtbPXNUeK4nvv7B/0iK8ukceVb3H2aaJmVmyEjWMyq5+4JfKA+bzqAOktvGXh29stUvLPV7S6t9LUveSW7+aI1Cb8/LncNueRnkMOoIGpNfW9veW1rLJsmudwhDKcOVGSobpuxk7c5IViBhTjyjUr+5bwheavdXX2HUrnWoZNqSQ2whnS2jjJkivNoK5jM0cbYcjyWyhyyyXPhyx1TWBaahpenT6jqtvYSQ3NxFult0VpC6ky/OzrFENpkUtK+/epjR0iAPS7vXNPsP7Q+03Gz+z7UXl18jHy4Tvw3A5/1T8DJ+XpyM2LW/t73zxBJuMErQyqVKsjjsQeRkEEdirKwyCCfGNXtri+g8ar9ughA+2xrc3lyCke50UwedEUjVnKQDE0pdFVYzEUBZ+3+H0VvFNqbfafPvZvLeQtGQ5iDSRozl90obdHKuyWWRk2AYjyY1AO4zVe8v7fT4FmuZPLjaWKEHaTl5HWNBx6syj055wKx/C0OnQ/21/Z+kX2m+Zqs73H2tGX7TMdu6aPcxzG3GCMDg8CuL8Z+FpRe6jqMvh7QNQW+1jT3iurqUidV320XkkeS3yMyMDhvuueD0IB6Jqut2WixwPemf8A0iXyYkgtpJ3d9rPgLGrN91GPTtWXD470O5XdbHUblNkb77XSrqZQHjWRclIyASjocdRu5rhPE+jz+HPCd8zafY6ZJc39ze2kek3MqCzZNLlwyMixfMWhYkFSpDkEEnNHhbSr7U728n0P7DDZWuq2aCaw8R3MkKwww2u6NUVAk2Y1Klnwckg/dBIB399468KadLJFd+I9KimjlEMkRu0Lo5YLhlByME8kj5QCTgAkaGma9pGteb/ZWqWN/wCTjzPslwkuzOcZ2k4zg/ka8k+Jmqn/AISaeOCaOAu8GnubuG2MbPHHJKxVpbhCAIrvkFNrnbGxKyMrakd7LrPwW8RNbXE9uyRXtzdPLaojSrPE12AiiSQIpFxGMks23cPlYhlAPR7TXdPvjp/2a48z+0LU3lr8jDzIRsy3I4/1qcHB+bpwcSDVrEi/Y3KImntsu3kOxYj5ayHLHAxsdTnpz7GvIJtJkk+I9/Yz6V4Zv764aJHMWiwTKq7TK1xLGbwSRkmVgzMp3bY8ElgDieLrx/DHifXbi3s7GdJZTPJcT6W1m6yt9qdVEnnRM/8AqE2umVZkEijzgDIAe/WN9b6jaJdWsnmQvnBKlSCDhlYHBVgQQVIBBBBAIxVTUfEei6NIkeqavYWLyDci3VykRYeoDEZrnfBjSQ63rFjJaSW5jVZMyyzPJKPtN3EjuZXYsTFDFhupGBnaqBZfFV5PH4h0m006/wBPg1KSC4McN0N5mGF+VV3rycHB5AweDUt2A6S51TT7IW5ur22gFy4jgMsqqJWPRVyfmJ9BU5uIlVHMqBXwEOeGJ6Y9c159d3GhWmhaamm65YQrZW0ln/xMlQwSrhQ9tPjHlufkO0YI2n5SAVq/fX13I2hs3hvUFhV7d423w7YGYfMCHkD7lB252/3uucVQM62HU7G4vbizhvLeW6tsefAkql4sjI3KDlcjpmobbXNNvrGe9sb2G+t4Nwkayb7RgqMlQEyS2MfKATyK5TTrywXX9Uinu7VbO2S6Z8y+VNZb5AZfO/uq5G9HyOOxwGra0uaBPD120esM2mxh/s2pGZZCkWwHf5jgqwTLAM27IX5t3JIAy+8eeH9PuIoZ7i6YzIrwvBp9xNHMrFApjkRCrgmSMZUnl1HU4rUm1uygit5JTOn2mJpYUa2k3uFXeVC7d3mbckR43na2B8px4pqvh/U9euvDeoLpSTx2+j2kN0RaR7IpUivPNj2fZpQpVlClAvysUXZuKlOzhutR8N+F/A7vqc+niS1hsJ7Oe1V0Egs5WXKbRK0nmJGuxWBYjaBk0Adhp/ifTtS1AWEIvorpommVLrT7i33IpUMQZEUHBdc49RWhLfW8F3bWsr7Jbnd5IKnDlRkqG6bsZIXOSFYgYU4808MRzHxLZWut3enXMF4mvQRwC2Mfmt9uQyqQ0jBwwViFxwoOd2M1T8SeDtGki8Va9pdhY2VtpenmKFItNtHimuIVlkkbEkTgqC6RkqVO6N1P3BQB63Bcw3VvFcW8qTQSoHjkjbcrqRkEEcEEc5rPi8R6TM04+2pGIEmeRpgY1CxSNHKQzAAhGUhiOmVJwGUnj/Gvh/TdJ0+C/g0vwlDp9s8FqVv9GWQQLLcBWYOJECoPNL7cddxzzxgSad4a0nwDr8Mljo/9tG3v/s17Z2SqJ0ngnuI3hYZYReVvQHOMxOgLbckA9PTxLo0ujXer2+qWlzp9ojvPcW0gmVAi7mzszyF5x15HrVy8vrewhWa6k8uNpY4QdpOXkdUQcerMo9BnmvHdS0ddc0Lxrrl1a6dd3cL3KzzXOktbSBBp0RjaNJQ0sbq4TGWwQztjJXHXeKNBaO88MafpR02z083ssMdg2nq9vl7W6MhdAy7gVyAoKjLMW35AUA7S3v7e6nu4YZN0lpMIZxgjY5RXA56/K6njjnHXNU38R6THo9pq8l7GlhdojwSuCu9WXeGwRkAKCxJHyqrM2ApI8k8E6YuoafqHl6XocGy0uZJr+00O3uxFJMJMwxSRXMnmbN5Aj2ZMYVSBvXOBpeoXdleHSLLS4A6xXjWYtIp7GecRi72ALHciXlraJWDJvbaokJZI2YA92v8AxTpWmarHpl1NOt1J5ONlrK6L5shjj3OqlU3OCBuI6VHpXi3S9ae3WxTUXS4TfFM+l3MUTrt3A+Y8YXBHQ554x1ryy/vbWHXrJzBY2cNlqCwBZ9TmtLZo4rjUzCkh3MoVHt42QbMA/KMKQo6j4Z6Nq1vp+g6jJ+505tFRDH/a9xc+c7CFkfypFCRYVXGEJxvwOBQB6RXP+Df+QHc/9hXUv/S2augrn/Bv/IDuf+wrqX/pbNQAXf8AyUPRv+wVf/8Ao20roK5+7/5KHo3/AGCr/wD9G2ldBQAUmKWigBMUYGc0tFABXP3f/JQ9G/7BV/8A+jbSugrn7v8A5KHo3/YKv/8A0baUAdBXi+oa1rp8Kve391rm6LUL4KLieG3WQW8F8VTdZsj8NDHvyQCy/LxXtFclYeCVsZxG2qXd1YNcC9miuGZnluRM0wfIYRxoHYNsjjTJVdzEZUgGHNe63ZeC7cacftHl6+1u013qMqyhBqnlxpuKuzqy/IxY5C9m6VmaN4htLTxhEZbXxB5SultD5etPe2kjSfZwZiZJ8umbqEIAn3X3EFvli6fRPACWum21lrepPrFvaoI4rVkaO1KCKGNQ8Jdg5XySwycBpGIUHBElp4Je0ls0N9A9ossdzeqbZvOuZY2aRMSmQlI1kKvtwzFgxd3aR2YAx/EF7rsviPVYE1O+0y0Xy7eNYNAvbsTxbI5C4liYKjbmljym1sdTuVCvYeGNRv8AUtBiutTi8u5aWZMfZZLbciyuqP5chLJuQK2Ce9Ycng3VRqa38Ot2klyUiZ3vLKSUrKks8m6JlnQon+kOmwlvkAUlgTnf8PaQ2h6PBYNeSXXlKo3FFRVIUBgir91CwLBMkLu2rhQqgAq3f/JQ9G/7BV//AOjbSugrn7v/AJKHo3/YKv8A/wBG2ldBQBgeM/8AkV7v6p/6GK8rOR0r1Txl/wAivdfVP/QxXlh9+tfQZR/CfqfIZ/8A7xH0GfhUttCks4WR9kf8R9KYah1JHXQZpkONzBSfTmvSqytBtHlYSClXintczrjWrW2vJrWdhHJGxAB7ipbfUYLlv3cin6VxviG5iu9bkmgYlCAM+9a2gQHy9571w4CvUnFKR9BneBw9GpKUFY6i+vpofD0iow8oSgyrjqMVxWu6odWvbaNVVUhQIoX+ddxa2v2y2u7MjiWI846Ec15lNG1pfyRHrG2BnioxdP8AeqXRGmU4hRwk4W1fXyOy0u0S3jHABrUFYOk34mQL3FbSuCM5r1KTTirHzeLhKNR8x2PheXytKv3baEBG5s4xXlvjX95rty+4MC/DZ4Irq4NYu9K0vVLmFIpokQI8Tg8jHXNeY3GtnVrhpHhWIgY+Vs181XjbGuR9lg5f8J8YF7SxmcV1MIwBXK6U4FwBXUwt717mF+A+ezC/Oe1+BP8AkT7L6yf+htXR9q5vwH/yJ9l9ZP8A0Nq6SvmcR/Gl6s+qwn8CHojA8Pf8hvxZ/wBhWP8A9IrWugrn/D3/ACG/Fn/YVj/9IrWugrE6QorntV8VHSr+e3fRdSuIoIRcTXNv5TIkfOTgyBzjByFUnjgGpbTxGt5danbxafebrBFcM3lgXAZSymP5+hAxltozxng4SdwNyisKx8Rm91aLTn0rULWSSzF2JJ/KChScbflcksD1ABA455Ga8ni24Q2yL4Z1iSW4EjLErW25QjYOczAdwRgnINFwOlorB/4Sm2K6fOlpePY3uxVvNirHEz4CK4Zg4JJC8KQCcEirVvr1ldajcWETSm4t13SoYWBUZI544zg4z94crkAmmBqUVS0/UotS02K/iWWOKVdwWZNjKM/xA9Dx0NQ6ZrMeplwtvPBgB4/O2/voz92RdrH5Tg8HDDuBkUrgadc/af8AJQ9Z/wCwVYf+jbutaG+huLma3j3+bDjerxMnBJAIJHI+U8jjism0/wCSh6z/ANgqw/8ARt3TA6CiuW8WeJtU8OtbPa6VY3lvPvUPPqP2Yq6RSzMDmMqF2RH5iwGTzgAtVTwn4r13XL0Wl9pOmw+TbpLczw3zknc80Y2xNECp3wNlHYMgIDfMCoAO0orCn8TRSXEtno9u+q3kbmOQQECGBwcESzH5VKnG5BukAOQhFWbrUruzj07zbINLcypFN5UoZICQcnLBSwzwMKCcg4FAFu30+ztZZJbe1ghkl/1jxxhS/wAzPyQOfmd2+rsepNCWFnHHaxJaQLHaY+zIsYAhwpQbBj5flJXjsSOhrOudYurHWbe2urKNLC5LRxXKz7n8xULkMm3AXajYIYnIAwM1Xi8RXJtnaWxRLiUI9lF55PnK52pvOz5Dn7wAbaO56UAXrPw1oOn291b2Wi6dbQXabLiOG1RFmXBGHAGGGCRg+p9auXWn2d95H2y0guPIlWeHzow/lyL911z0YZOCOazYPEmniNY9RvbGyvVISW3e5X5W3bBtLbSyluAcDORwDxWja31rfI72lzDcIjtG7QyBwrjgqSO4PUdqAB9Ps5Lxbx7WBrpMbZjGC4wHAw3XgSSAf77epqu+gaPJaXVo+lWLW13KZrmFrdCk0hIJd1xhmyoOTzkCtDdxXGf8JXe6rNb2Wh3umvcyalLbySPayv5EKwGUmSEsjK6s8MTfNgM4ztZtigHVzafZ3F3bXc1pBLc2277PM8YLw7hhtjYyuRwcdaItPs4Ly4u4bWCO5udvnzJGA8u0YXcwGWwOBnpXnmreP9Zh8N6Xf2C2hu3sn+2xrp890I9QAhCWbCNwYXZ5GX58kEAYzVzTfFniW58UWkFzZwLpF1qt5YJKLYDIhFxtw/2hmLfuOcxKPvYPTIB3+Kjmt4blAk8SSoHVwrqCAykMp57ggEHsQD2rzSb4nXlzorX1m2hxeVdTxTfZ7o6gyxxQ3MjNsHk43fZgUJbDK2eMVsTeNbrTvDFteX0fnXz6q1i7WmnzvEUS9+zu2F37GKZKgtktwA3SgDsLuws7/wAj7ZawXHkSrPD50Yfy5F+665HDDJwRyKz73wn4c1K8kvL/AEDSrq6kxvmns45HbAwMsRk8AD6CuX0fxtJdeJ00+58UeHJYExHLF9la0uXnYDbEiSTs24Z+bK8HCDLb9mhqXifXv7X1Ky0Pw9PqEdrst2uN8KLFOVSQnDzKZF8uUHHyfMm3cQ+5ADq47eGF5XjiRHmffKyqAXbaFy3qdqqMnsAO1QJpGmx293bpp9qsF47yXUawqFnZxh2cYwxYdSetctqXxCtrbSrKeK3eG+uriaNLK52eawt5tk6IFfDynBWNVZizOnG3cVZ/wnki+KZ9Na3zbx6qNO/eQPbnDQxMriSUqjsHZx5a5d0ZXUEL84B2F1YWd95H2y1guPIlWeHzow/lyL911yOGGTgjkVFc6Rpt67Pd6fa3DsmxmmhVyV2uuDkdNssgx6Ow/iOfLdS+K+uyz6hFotroc/8AZ1rcXM7Wl2L9WWNIXDZLQbY/3pUsN53IwCnbz0em+NbuGG4TxHe6Npd3b6mLcxXzpamWHyYnYriaUBx5wPDMCAFO0tuUA7OGws7e8ubyG1gjubnb58yRgPLtGF3sBlsDgZ6VPiuc07xNNcXDT3lvHDpV1ceTYXIJDKwIQxzqf9W7SBtufUI4STCtY8ReIIfD8ujvdXFpbWd3em3uJ7lwixr5E0gO4kAEtGo59SOuKQG2RmjArnNX8USQaXaalodvaaxZzuyebBNNIMjONv2eGYkZVgScAEAdTWX4Y8Xaj4h1GJpV+ywNLNE1p/Y14dpjZ0P+lvsQZKbsGMEZ2EbhTA7faKjntobq3kt7iJJoZVKSRyKGV1IwQQeCCCRg1xv/AAmWtTJq8cHhydb231CO1s7WaW3Vpc26TMjHz8bsb/mXO1XVtr7XAt3ni3Uo9Mjv7Pw/Iym4kt5I55WkdWXjIFpHccZDqc7dpXB6igDVvvCXhvU7uS7v/D+lXVzJjfNPZxu7YGBliMnAAH4VbtdI02yt7a3tdPtYILVy9vHFCqrCxDAlABhSQ75I/vH1Ncn4Y8X6l4h1GJpV+ywNLNE1p/Y14dpjZ0P+lvsQZKbsGMEZ2EbhVDV/iPeaXpum3G7w40d15zfbJdTKxSpBIRI8aoj53qE2oru6tKAVYIxoA7uXSNNnt/s82n2skG+R/LeFSu6QMJDjGMsHfJ772z1NMl0HR5hY+bpVi/8AZ+Pse63Q/ZsYx5fHyY2r0x90elc3e+MtUg8PWmp2+k2t+Lm9hgWXS75LqDY08cZ+dzEd7FnVcBlDAFiBmsjSvijNqHiS300nwzsnuPs+yHWy7pg8yBvKCSBw8QRFO7JIPRxGAd9JpGmy6pFqkun2r6hChSK7aFTKinPyq+MgfM3APc+tSTafZ3F5b3k9pBLc227yJnjDPFuGG2sRlcjg461V1a+vrKKOWzsUulDjzQ0xjYLnHyDadzeinaD/AHhUU+r3lrrlraT2KLZXbNFDcLPl/NCF8Mm3AUqjYO4nIAwM0AW9R0jTdYt1t9U0+1voFcOsd1CsqhhkZAYEZwTz7mrEltDM8TyxI7wuXiZ1BKMVKkrnocMwz6EjvXN3Hi2S38W6hosem3141va28sUdtaOC7u0u/MrlYgoVEwSwBO9QSw2jMsfH13eeBtQ1N9Me11Sz0KPVNswQwzb45GVk2SM2wtE3DFWxigDs/wCz7Mah/aH2SD7b5XkfafLHmeXnds3dduecZxmo49I02K5FxHp9qk4cuJFhUMGJck5xnOZZef8Apo/9454yPxLr8xj8rVbF/OultYP+KenHnMfL3lc3Qxs3tvU4ZfJm+X922JNG8f3V+NOWfSrppp9NhuWit7R/37vHExaJ2ITylaVIz8zMGky2xELsAdZY6Do+mSxy2GlWNpJHEYEeC3RCsZYuUBA4UsS2OmTnrVay8JeG9NvI7yw0DS7S5jzsmt7OON1yCDhgARkEj8axNE8bXNxoWs6jqtpaGPRrcPczadM7iSVYzJLH5cqI0bqNnytnBfaTuVgOfuvjVY21xqTJYxywW9kk0CDUrLc8mZdylluGBGFTAQM4ycqcrkA9Urn/AAb/AMgO5/7Cupf+ls1bUEzzW8UjwPAzoGaKQqWQkZ2naSMjpwSPesXwb/yA7n/sK6l/6WzUAF3/AMlD0b/sFX//AKNtK6Cufu/+Sh6N/wBgq/8A/RtpXQUAFFFFABRRRQAVz93/AMlD0b/sFX//AKNtK6Cufu/+Sh6N/wBgq/8A/RtpQB0FJgUtFAFS8vrbT4Fmun8uNpY4QSpOXkdY0HHqzKPTnPSoF1vTn1JtPFxi5SUwlSjAeYI0lKBsbS3lurYByQGx91scZ8Sw0l/okGJJYpUukltFlX/SVKKrJ5YSSYkozjzIUZkUuPlEhdMDT7FI/Hl7LqesWt0g1hJ2aEM6CUCCJQqSSTKriV1jIVVkjXB8yNGjRwD2HNO2iubittU1S4k/tOytIvs16rwylstGilGwny8hsYLZHU8cYrpaAOfu/wDkoejf9gq//wDRtpXQVz93/wAlD0b/ALBV/wD+jbSugoAwPGf/ACK919U/9DFeVnFe6+qf+hivKzyeK+gyj+E/U+Qz/8A3iPoIakET3en3toASskRI9iOajx2q1Ks1pos98isdhBOB1GRXXjKypUrs58owjxGJUV0PHhlZ3DZDAkYNdboN2Gh2d1rndWh8rVbll/1buWU/WtDQS3nMc1y4aSjOy2PZzCLnBue56PoDhbzzWB2BTk9q868ZwCDxTcsqkJJhgcda9X8FQpcRzxuB1GMn2Paub+K4S2jgh2L5g4JwOK4sXi5RxDhbR2OzLsJTlg4zW6ucHo8xS6A7H3rr43yo9a8/trgxzKwFdnZz+bEpIr18HO8bHg5pR15jZsws+k+IoWBP+ihh9a8ftOJJK9j0FRKviAE8Cz/AKV45b8Tyj3rx8R/vLPawS/2VLyNiwbFwmK661Yla4u0b98mfWuvs2+WvVwb908nMY9T3XwEc+DrL6yf+jGrpa5rwD/yJlj9ZP8A0Y1dLXzuI/jS9WfR4T+BD0RgeHv+Q34s/wCwrH/6RWtdBXP+Hv8AkN+LP+wrH/6RWtdBWJ0nGa3olxrHiSdmsLpoI7NBHI1yFtp2DFmiljD5ZWBx8yEDkj3vtZXd/e2OpR2clj5sbW17bXDpu8kEsv3C6scggYbgSt3GK6PaKNopJWVg8zH1rT7m6lsruwcJeW0m3cW2gxP8sgPBzgYcDuUXpWdrmkHUNa0i3NjqB0+KKVXuLS9NuIiQoUEpIshHyngAjkfh1O0ZzRtFFugHN3Xm2dxZaRZ+GriXSoBHslhaBYoypBQbWkDAKQGyFJ4GAa1Y9NsbSd7qCyiWY7juRQD8xy2OwyeT0yetX9ooxTAwdIF22hQW93pl1bSytJG6O8RaIEsQxKuRg8D5STkjjrjNfR9U1TT5reRZNOlitltFYshFwQeW+UkiNsADOG65GOD2G0CjFICra2It5JJXnluJpAqtJLtB2jJAwoA4LN2zz9KyrT/koes/9gqw/wDRt3XQVz9p/wAlD1n/ALBVh/6Nu6YGV498P6v4kS3s9OFoYUt55f8AS4oJIvtOYliLCSKU4CNOflUE4xuGQay/APhLWvCeuSW0ltBHpT2rAtB9nYFl8oRB5EhilkkH+kEll24ZeS2TXpG0ZpuP06UAchrHgqSfUX1bSNQnttROT+9lZs8ltqycui7sYQ74R1MLGtS6tdYk0zSo0S2nuopIXu2uLkr90fOVZYsMc/7KA+i9K3P5UUAYUkWtz60yTWmnf2WRsSUXb+coI5Pl+Vjcen3+B69Kqx6NqbQl5zai5tFjjs9srFZQjZzIdo2FsAEANt6gnpXT0u0UrAcFrfhjXL+KR4YdMaa5sLuCbzbp1Eck5j+6REdyqExkgE+gra0Sx1ew/tqae009JLmYTWsUN05TiFIwrMYhtGYxyFbg9OOehwKMZpp2Vgu7WMXwfpOpaH4VsNO1jU31LUYkJnundnLszFsbm5IGdoJ6heg6Dk38IXurQWltqukWM+ow6hd3smpXtvHNbuHeWNVMXmGRsx+ThCwChI8uTGEPpG0UYFAHl+p+Etc1Ox8P6XY2P2CLTbX7FLcXd4G2rHNZyLJGYSHfcIGA/wBS3BJ8s7QWeGfAd3perx6ldaUhuIb11muUlQT3AM87pMjlmcJtlTerSeY6rtOQm2f1PaKMUAeeR+FtavrX+xtZt7U2sl7PfGa3Y7IEmlmM0O8uHld45mjz5cYQOWDFlUUmiaH4o1PQLbTdWiTR4UuBc3MibJLqW4Bhn81CGeJQ1z9oY5BG0KoRc5HomKMCgDzOz8J6mb2xN5ZXUlzPcQXM9880bJapG8UhRgZC7yv9kt0P3go2/PIyyPKuo6FfX2utqOp+CbS+MyRS/urKxlYYkmDRzGaRWL+SbcZViodOCVBVvS8CjaKAPN5fCmuz+HtGijtYLB7CKV/s1pP5eGdFbHlxCNTNu8xC8c0K/MzfckaIGn+Fr3RNcXWNJ8NWNn9ruowba2kjVraJvKSRpCoQFRGrnylZ1WU7v3u4GL0jAoxQB5R4s8Javq9hrUdxoP2u91DNzbNZLaSpaymAQGMzXJV9rCKJyUjRl6Bjite00C/tdM0OLRNF+wS2mqyTTG/jtYvla2mj85ktTsfBkRQo2s20AlR849A2ijAoA4Pw9YaxpmvFH0W7YS6lfNLfXEsDRQ2kkk0qrCFk3gs5hLZQk8gnCJtsapf6ze6jolxF4P1hUsb1riUPPZ5ZTbzRYX/SOu6VeuOAfpXaYowD1oA565t/7f05rm+0vXLKa23+XaR6j9nkm4B6wT7DkjA3sMHPQHJzPCXhGO006O4vU1i1uvttxcLby6xOwVWuHeMOqzNGxKld33txJ3ZJOe0xRigDzCPRdSsLbVLuw8Laqb+41WG8tXnvIJLgJDHCNkkzzlgr4uI8hnKpI/y4O07+m6J5/hiFL+x1yG7tPNkeOK/+yyXcznzJJAIJ9g3yFiFZgFJIG0V2GKMCgDi/CXhGO006O4vU1i1uvttxcLby6xOwVWuHeMOqzNGxKld33txJ3ZJOef1XRfFUvhS/02Kz1hJb+3upPs1lPYtbiS5aSRo5WlxJlWlKFoyQVVWBBYqvqmKNooA871TR9R1zSbC0v9M1+9b+0oXk/tK4s0jSBZoWk82OCRY5UKq+AVdgQ3TIzT8P+GNXsPEK6hPZ659iku5WaKTVnExZmjMTzILl0kjijQxltxZwQDEdu4+oYGc0Y9zQBheIdLl1qOCyOn2Nxalt7T3EpEls4+68ShDlhzzuUj15pwGutr+57TTv7MU4jl+1uZV45Jj8rGT0+/wM9elbe0UbRQBweueH/EN74ruLmGSP7HeJFAhgkmhMCRK5V5ZI543JLzy/u1VlYIgLRk7xT/4Ql9L8Pa9o9jY31zdTaLLY2t8+oM8cybGEUTRySYSQFjyqhMZIKbyg9IxRgUAcve+GLOxgW5sodVna2ljngtba6BYSBwXdTKwG6QAhyzZZWlxhpZC/KWvgrxLbeGLgQ3L294dChtY4UvG83z47ZQqIyGNYgsqA8tKp3Pjyw77vU8UYoA830vwHdL/wkNlNbf2ZbXuixaZa+Vqs9/HGD5wb5ZdpG0NHhcAAE7SNzUa34U1gahqHmaj4j1Wx1OwSzm+x/wBnpJtUy7lfzEQBSJflKfNnfkjC16RgUbRQBWsZri40+2mu7X7LdSRK8tv5gk8pyBuTcOGwcjI64rJ8G/8AIDuf+wrqX/pbNW/isDwb/wAgO5/7Cupf+ls1ABd/8lD0b/sFX/8A6NtK6Cufu/8Akoejf9gq/wD/AEbaV0FABRRRQAUUUUAFc/d/8lD0b/sFX/8A6NtK6Cufu/8Akoejf9gq/wD/AEbaUAdBRRRQBFPbQ3VvLb3ESTQSqUkikUMrqRggg8EEcYqu+kabJb2lu+n2rQWbpJaxmFSsDIMIUGMKVHAIxirtFACYFLRRQBz93/yUPRv+wVf/APo20roK5+7/AOSh6N/2Cr//ANG2ldBQBgeM+PC919U/9DFeVZ5r1Txmf+KWu/qn/oa15Rk19DlH8F+p8hn/APvEfQfkbq7PTRGfCrPNE5jUHdjnIriAcGu9tIyvgpiephbp24NZ527UUvM34av9ZbXY+fvEF2ZdQKKxEYJIX2zxSaTdGG4X3qrrAI1F2IPPrUNq+2Za5sD7kYns5gueUrnsXgi+CavEpx+8GATWT8WZllvGjGAsYyMDufesvSr57W4sXU4DShWI64rn/iDq2or4guLKS432+8SKNo6Y4rPMqV66kGU1lHDyh6mHAcyL9a7exAEKD2rgY5MEV1elaisiqvccV6eCmlozysypSnG6O28OMqWHiSVsYW3Az+FeLQOGuJSPWvUYrtrbwj4glTrI4j6/7NeUWZ/et/jXm13eu/U9PCxth0vI1rY/vl57119i3yda421P79R712NlwletgtjyMx2Pe/AH/Il2P1k/9GNXTVynga4htvAtjNPKkUQ8zc8jBVGZGHU11EcqTRrJE6ujgMrKcgg9CD6V87iP40vVn0GE/gQ9EYfh7/kN+LP+wrH/AOkVrXQVz/h7/kN+LP8AsKx/+kVrXQVkdAUUUUAFFFFABRRRQAUUUUAFc/af8lD1n/sFWH/o27roK5+0/wCSh6z/ANgqw/8ARt3QBP4iudQstPlvrXUrGxtrSKSa6e7sZLn5FGcgJIhGAG4w2eMe/J+HB4r0B/DWkX1xaywRaFK8mn29mFlLQrbosfmNMVLgyY3fKp+bI5DL2l3pEd9qENzc3E8kEO10sjt8nzVOVlI27mYdgWKghW27lDBltoiw6y+qXF/d3c+ySOBZhGq20bsrMiBEUkEpHy5Y/IOeTkA8/srm+/0u81C3klvLy9muLKKzbrf2tzJD5QlKDaJIFhjzgZiinZgo3sZ/HC6lpyaKJLjUZ7hkhspLyGZoY7q4dtqhYo72Da5bcxwrDBHIC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系统功能&&& 上位机软件采用Acrel -3000电能管理软件，通过软件进行设备配置、数据库变量配置、界面设计等，完成了在上位机软件监控及电能管理的功能。该组态软件是对现场电力参数进行采集与过程控制的专用软件，它提供了良好的用户开发界面和简捷的工程实现方法，只要将其预设置的各种软件模块进行简单的“组态”，便可以非常容易地实现和完成监控层的各项功能，比如在分布式网络应用中，所有应用（例如趋势曲线、报警等）对远程数据的引用方法与引用本地数据完全相同，通过“组态”的方式可以缩短自动化工程师的系统集成的时间，提高集成效率。4.1.&一次图显示：ACREL-3000软件通过中间采集设备采集现场电能管理仪表数据，并在系统一次图显示出来。如下图所示，各个回路三相电流、三相电压、有功功率、无功功率、功率因数、有功电能等电参量实时刷新显示，能直观反映该系统各进出线回路运行状况。4.2. 远程抄表查询：各个配电室各个回路按照时间段进行历史数据查询。选择回路后，可选择时间间隔、时间长度对该回路进行历史数据精确查询，包括电压、电流、功率、功率因数和电能等常用数据。查询结果可导出成EXCEL表格进行保存，也可打印保存4.3趋势曲线：各重要回路电流、功率实时趋势显示及历史趋势查询功能。选择回路后，该回路实时趋势曲线会不断刷新，选择“起始时间”可查看该回路历史趋势曲线，选择“时间长度”可查看历史日、月、年趋势曲线，能更加直观反映该回路运行情况。5& 项目实施后的效果分析&&&&实现数据集中采集,降低管理费用：可以实现各种电参量数据的集中采集记录,集中数据分析,减少分支变电所数据的沉淀，集中信息反映。&&&&兼容性和可扩展性分析：Acrel-3000智能电能管理系统充分考虑了与BA系统之间的互连互通，避免成为信息孤岛，只要稍做调整即可与正在实施或即将实施的楼宇自动化系统对接，可以充分保护企业的投资。&&&&保持数据的原始性，防止被修改：原始的由现场电工抄表后送交管理层的方式,增加了因数据抄送过程中被修改而使领导读脏数据的几率，Acrel-3000智能电能管理系统保持了数据的原始性，便于领导层了解真实的数据。&6& 结束语&&& 本文以Acrel-3000智能电能管理系统的三层网络拓扑结构为核心，分析了网络拓扑结构的选型，以及Acrel-3000电能管理系统的功能和性能指标。在电能管理系统中，配置网络电力仪表具有实施简明、投资少等显着优点，可以方便和实时地监控配电系统的运行状态，对现场的用电设备进行统一管理，免去工作人员到现场记录的繁琐工作，系统对各种用电设备的历史运行数据和状态进行管理分析，便于维护人员明确设备状况，制定详细的设备维护计划，减少工作人员，提高效率。同时，根据建立的电能计量体系，可以了解、分析建筑总体能耗，提出降耗计划，采取节能降耗措施，逐步提高用电效率。
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本文标签：电能管理软件在淄博欧木特种纸业二期配电系统中的应用
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