Class 10th Physics & Chemistry AP Board Solution
Improve Your Learning- State the laws of reflection of light. (AS1)
- How do you find the focal length of a concave mirror? (AS1)
- Where will the image form when we place an object, on the principal axis of a concave…
- Find the distance of the image when an object is placed on the principal axis at a…
- State the differences between convex and concave mirrors. (AS1)
- Distinguish between real and virtual images. (AS1)
- How do you get a virtual image using a concave mirror? (AS1)
- What do you know about the terms given below related to spherical mirrors? (AS1) a) Pole:…
- Write the rules for sign convention. (AS1)
- The magnification produced by a plane mirror is +1. What does this mean? (AS1)…
- Imagine that spherical mirrors were not known to human beings. Guess the consequences.…
- By observing steel vessels and different images in them; Surya, a third-class student,…
- How do you verify the 1st law of reflection of light with an experiment? (AS3)…
- How do you verify the 2nd law of reflection of light with an experiment? (AS3)…
- What do you infer from the experiment which you did with concave mirrors and measured the…
- Find the plane of the reflection experimentally for the incident ray which passes through…
- Collect information about the history of spherical mirrors in human civilization project.…
- Think about the objects which act as a concave or convex mirrors in your surroundings.…
- How will our image be in concave and convex mirrors? Collect photographs and display in…
- Draw and explain the process of formation of image with a pinhole camera'?…
- Draw suitable rays by which we can guess the position of the image formed by a concave…
- Show the formation image with a ray diagram when an object is placed on the principal axis…
- Make a solar heater/cooker and explain the process of making. (AS5)…
- To form the image on the object itself, how should we place the object in front of a…
- How do you appreciate the role of spherical mirrors in daily life? (A S6)…
- How do you appreciate the use of reflection of light by a concave mirror in making of TV…
- Have you ever observed the image of the sky in rain water pools on earth? Explain the…
- Discuss the merits and demerits of using mirrors in building elevation. (AS7)…
- Why do we prefer a convex mirror as a rear-view mirror in the vehicles? (AS7)…
- A convex mirror with a radius of curvature of 3m is tried as rear view in an automobile.…
- An object is placed at a distance of 10cm from a convex mirror of focal length 15cm. Find…
- State the laws of reflection of light. (AS1)
- How do you find the focal length of a concave mirror? (AS1)
- Where will the image form when we place an object, on the principal axis of a concave…
- Find the distance of the image when an object is placed on the principal axis at a…
- State the differences between convex and concave mirrors. (AS1)
- Distinguish between real and virtual images. (AS1)
- How do you get a virtual image using a concave mirror? (AS1)
- What do you know about the terms given below related to spherical mirrors? (AS1) a) Pole:…
- Write the rules for sign convention. (AS1)
- The magnification produced by a plane mirror is +1. What does this mean? (AS1)…
- Imagine that spherical mirrors were not known to human beings. Guess the consequences.…
- By observing steel vessels and different images in them; Surya, a third-class student,…
- How do you verify the 1st law of reflection of light with an experiment? (AS3)…
- How do you verify the 2nd law of reflection of light with an experiment? (AS3)…
- What do you infer from the experiment which you did with concave mirrors and measured the…
- Find the plane of the reflection experimentally for the incident ray which passes through…
- Collect information about the history of spherical mirrors in human civilization project.…
- Think about the objects which act as a concave or convex mirrors in your surroundings.…
- How will our image be in concave and convex mirrors? Collect photographs and display in…
- Draw and explain the process of formation of image with a pinhole camera'?…
- Draw suitable rays by which we can guess the position of the image formed by a concave…
- Show the formation image with a ray diagram when an object is placed on the principal axis…
- Make a solar heater/cooker and explain the process of making. (AS5)…
- To form the image on the object itself, how should we place the object in front of a…
- How do you appreciate the role of spherical mirrors in daily life? (A S6)…
- How do you appreciate the use of reflection of light by a concave mirror in making of TV…
- Have you ever observed the image of the sky in rain water pools on earth? Explain the…
- Discuss the merits and demerits of using mirrors in building elevation. (AS7)…
- Why do we prefer a convex mirror as a rear-view mirror in the vehicles? (AS7)…
- A convex mirror with a radius of curvature of 3m is tried as rear view in an automobile.…
- An object is placed at a distance of 10cm from a convex mirror of focal length 15cm. Find…
Improve Your Learning
Question 1.State the laws of reflection of light. (AS1)
Answer:Laws of reflection holds for regular reflection only. The light ray is incident on a plane mirror and is reflected via another path as shown in the figure. The point where the light intersects the surface of the mirror is called the point of incidence. The line drawn through the point of incidence which is perpendicular to the mirror is called the normal. The angle formed by the incident ray & the normal is called angle of incidence (i). The angle subtended by the normal & the reflected ray is known as angle of reflection(r). We live in a three-dimensional space. But we experience some activities in two-dimensional space. This two-dimensional space is called plane.
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)
The Laws of Reflection states that:
First law : The angle of incidence is equal to the angle of reflection (i = r).
Second law : The incident ray, reflected ray and the normal at the point of incidence are in the same plane. This plane is called the plane of incidence.
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Question 2.How do you find the focal length of a concave mirror? (AS1)
Answer:A mirror is called a concave mirror if its reflecting side bulges inwards. A concave mirror often referred as converging mirror as it converges the light rays after reflection.
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)
Focus is the point where the incident parallel rays converge, after reflection from the mirror, at a distance of R/2 from the mirror where R = radius of curvature.
Focal length is defined as the image distance when the object is at infinity.
Aim: To find the focal length of a concave mirror
Apparatus required: concave mirror, meter scale, a white screen, Mirror holder, a distant object
Procedure: Set up the apparatus near a window so to get a distant object. Mount the concave mirror on the mirror holder. Now place the meter scale on the table and keep the mirror at a distance of 5 cm mark on the meter scale facing the object. Place the white screen in between the mirror and the distant object through the meter scale. Now move the screen until you get a sharp, diminished & inverted image of the distant object. Make sure the mirror & the screen have the same height. Mark the point on the scale where you get the desired image. The difference between the mirror mark & the screen mark will give the focal length.
Observation:
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)
Question 3.Where will the image form when we place an object, on the principal axis of a concave mirror at a point between focus and center of curvature? (AS1)
Answer:To find the image, we have to use the graphical method which states the following rules:
• A ray parallel to the principal axis, after reflection, passes through the focus.
• A ray incident towards or away from the center of curvature is reflected back along its original path.
• A ray incident at pole at an angle i is reflected at an angle i.
• A ray through the focus is reflected parallel to the axis.
So following the above rules, draw the ray diagram of the convene mirror when the object is placed between focus & center of curvature.
Draw a ray parallel to the principal axis from the tip of the object AB. The reflected ray will pass through the focus. Now, draw a ray passing through focus and the reflected ray will be parallel to principal axis. Draw the image where the two reflected rays meet. In the figure, BA is the image formed. Through the ray diagram we get to know that when an object is placed between center of curvature (C) & focus (F) then image is formed between infinity & center of curvature. The nature of image is real, inverted & enlarged.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAC/APADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4X4peIdW8OeH4brTtFOpQeZ/pTAn9yo5DYH8+ld1SEBgQQCDwQaAPLvBfjuy121+1aXNh1A8+0kPzJ+Hp7ivSrO8ivYBLEfqp6g1438RfhpcaHeN4z8EKbe7gJkurKMfLIvVmVf5r+VbPgDxzBr2nJf2+EkXCXltn7je3t3BoA9TopkUqTRLJGwZGGQRT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA6jBr568f6FN8L/G0HizSI2/sTUJNl3boPlRjyV+h5I9CCK+hay/EehWfibw/eaRfRh4bmMrkj7rdmHuDg0AZXhXWILqCLyphJbXKCSBx0Oea6mvnj4W6leaNf6l4P1FzHfabMzQA+gPzAfofoTXv9ldLeWkcw6kfMPQ96ALFFFFABRRRQAUUUUAFFFFABRRWJ4o1abStKBtDGL24kWC3Mn3Qx7n2AyacYuTshSaSuzborlX8YRReDodVba11IvleWDx5w4P4AjP0qDw7r1zr8IUassN2PvwtbLz7rzyKzdSCq+xb940VObpe1S907Gisz7Hqv8A0Fl/8BV/xo+x6r/0Fl/8BV/xrSy7kGnRWZ9j1X/oLL/4Cr/jR9j1X/oLL/4Cr/jRZdwNOisz7Hqv/QWX/wABV/xo+x6r/wBBZf8AwFX/ABosu4GnRWZ9j1X/AKCy/wDgKv8AjR9j1X/oLL/4Cr/jRZdwLd1fWtiI2up0hEjhFLnALHtViuF8cafqMuk28bXTXjvcKqRJbgEnB7ir/hvRdfsdLWO61Tyj/DCYxJ5Y9Mk/pXN7aXt/Zcultzo9jH2Kqc2t9jq6KzPseq/9BZf/AAFX/Gj7Hqv/AEFl/wDAVf8AGumy7nOadFZn2PVf+gsv/gKv+NH2PVf+gsv/AICr/jRZdwNOisz7Hqv/AEFl/wDAVf8AGmSwahBE0sutRxxqMszW6gD9aLLuB458atNm8M+MdF8dWCEKzrBdBR1I6Z+q5H/ARXqXhTUo7mJRE26C4jE0Rz2Iz/I1geMtE1bxp4Uv9NgmE1u0Zkjlmtgm915URjOeSMbjxz3rj/gxr7z+HIoJWJn0yfyiD18s8j+ooasB7tRSAggEHIPINLSAKKKKACiiigAooooAKy9T0Cx1i8tp79DOluGCQPzGS3cjua1KKabTuhNJqzOYuPBeix210fIcx5aWOLeQkTbedoHTOKk0nwzpS6VbyR2wjmmgjZpEYhg2AdwPY5rdvP8AjyuP+ubfyqHSf+QNY/8AXvH/AOgipdODftGlzd+panJR5E9O3QrRX01jMlpqTAh+IbsDCyezf3W/Q9vStWo5oYrmF4Zo1kjcYZGGQRWX5k+icTM8+m9pTlng9m/vL79R39aZJsUUisrqGVgykZBByDS0AFFFFABRRRQAUUUUAFFFFABTY5ElQPG4ZT3BzWP4l1kaVpU3knfeOhEUajLc8bsegzXGeC5bm6lbRtRe7S1bMqIAUDnqQW64PXHeuaeIUa0aTW/U6IYeU6Uqq6Hdzatuna20+E3c6nDEHEcf+839Bk0kWkmaRZ9TlF3MpyqbcRR/RfX3OTV+CCK2hWKCNI416KgwBUldJzhXznpVsvhH45a3of3LbUA0kC9jn94o/D5h+FfRleDfGmD+xviL4V8RouFdhDK3rtYf+yuaAPbdLm8/TYXJyQu08dxxVysXw7Jm2miJOUfIHoD/AJNbVABRRRQAUUUUAFFFFABRRRQBDef8eVx/1zb+VQ6T/wAgax/694//AEEVNef8eVx/1zb+VQ6T/wAgax/694//AEEU+gFyjqMGiikBkG0m0mRprBGltGOZLReqnu0f/wAT+VaNrdQ3lus8Dh426H09iOx9qmrNurCWGd73Tdq3DcyRMcJP9fRvRvzpgaVFVLG/ivo22ho5YztlhkGHQ+4/r0NW6QBRRRQAUUhIUEkgAckmsttVku3MWlRLPg4a4Y4iQ/X+I+w/OgC/c3UFnCZrmVIoxxuY4rO8/UNTI+zKbKzP/LaRf3rj/ZU/d+p59qnt9JjScXN3I13dA5WSQcJ/uL0X+fvWhQBUstOtrBW8lCXfl5XO53PuTyat0UUAFFFFABXkP7Q9j53gWzv1XMlpfLg+gYEH9QK9erg/jNaC7+FWtDHMSpKP+Auv9M0AW/Al6bzT7abORPZxyE++Bn+Zrsa8v+Ed00/hjQ23f8upjb32k/4CvUKACiqU15dRysiaZPKg6OskYB/Ngawdf1nX44rU6Xp/l+ZMI2aVkfJPQfKxx9ampL2cHNq/pqy6cOeSje3qdXRWcL++2jdo9znHOJYv/i6Pt97/ANAa6/7+xf8AxdXZkGjRWd9vvf8AoDXX/f2L/wCLrH1XU/Ey6lZrp+kOtsW/ehyjFuemQcLx3qKkvZx5mr+mpdODm7J/edTRWd9vvf8AoDXX/f2L/wCLo+33v/QHuv8Av7F/8XV2ZBzmg+K7rW5L20uI7bC2zygwk5TDFdrA9+M8V1Gk/wDIGsf+veP/ANBFcrp2g3unyLI1tfXHkwyRW6M0ChA5yckNk8+tb1lc39tYW8D6PcFoolQkSxYyAB/erWqot+6Z0uZR942KKzvt97/0Brr/AL+xf/F0fb73/oDXX/f2L/4usuVmho0Vnfb73/oDXX/f2L/4uj7fe/8AQGuv+/sX/wAXRysB99pwuXW4gkNveRjCTqM8f3WHdfb8qSy1EyzfZLuMQXyjJjzlXH95D3H6jvTft97/ANAa6/7+xf8AxdZ2s36fZFN/pV1HhgYmSWLzA/bZhs5+lPlYHRVRu9Uit5PIiR7m6I4gi5I92PRR7muQt/Ees3t99gu7We1iU7fMVVilkPYZY7VJHp+FdLaPLYw+VbaDcRrnJxLFkn1J35J+tZ0pxqR5o/5F1Kbpu0hRplxqB36tKGjPSziOIx/vHq/8vatZEWNAiKFVRgADAFZ/2+9/6A11/wB/Yv8A4uj7fe/9Aa6/7+xf/F1pZkGjRWd9vvf+gNdf9/Yv/i6Pt97/ANAa6/7+xf8AxdLlYGjRWd9vvf8AoDXX/f2L/wCLo+33v/QGuv8Av7F/8XRysDRorO+33v8A0Brr/v7F/wDF0fb73/oDXX/f2L/4ujlYGjXL/EeET/DbxGhxxp8rc/7Kk/0rX+33v/QGuv8Av7F/8XWT4ouLi68Katbz6VcRwy2kqO5kiIUFSCThugpS91NsaV3ZHBfBKcnwjpJx0llj5P8AtGvZK8g+GFjBpeiW1ra3Pnxx3EhV8g89e3Fdf4M1PW9SkaS9aWWyaAMsssIj/ebjkKR95cY5op2qQ547CqXp1PZy3OpvP+PG4/65N/KvMfCLxxy20SPG5lFpK3kOWRSGIO/PRznt6V6r1GDWRqlvDAln5MMceb2LOxQM8+1a052Tj3M5w5pKXY16KKKyNArkkhj1rWdWXUNRuYPskwSKCK4MQSPaDv465yeTXW1nahoOlarMkt9YQzyIMBnXnHp9KuEkr3InFss2QUWMIS6a6UIMTswYuPXI4NWKbHGkMaxxIqRqMKqjAA9AKdUPctbBRRRQAUUUUAFNeRIo2kkdURRlmY4AFZ9xqy+c1tYxG8uVOGVDhI/99ug+nX2pkektcSrcapL9okU7lhHEMZ9l/iPuf0oAb/aNzqPy6VGBF3u5lOz/AIAvVvrwKs2elQWkpnYvPdMMNPMdzH2HYD2GKvdKKAOOsZbzUvFGpW12L2ewSdoguE+zqNo4b+LPPb2rZE0+inZdO0+n5wtweXh9A/qv+1+frWhbWNvaS3EkKbWuJPNk56tgDP6VOQCCCMg9QaqUk9iYRaWoAhlDKQQRkEd6Wsg20+jMZLGNprE8var96P1aP/4n8vStK2uYby3Se3kEkTjhhUlEtFFFABRRRQAUUUUAFYXjZ1j8C6+7nCrp85J/4Aa3a5b4kzeR8NfET5xmwlXp/eGP60Aec/BFCfCGngjhrqX8s17PY2UOnWMNnbgiGJdqgnJxXkvwTt9vhLSQcjLyyf8Ajxr2KgLdQrM1n7lj/wBfkX8606zNZ+5Y/wDX5F/OnHcDTooopAFFFFABRRRQAUVHPcQ2sLTTypHGvVnOBWb9pv8AUxiyQ2luetxMnzt/uIf5n8qAMi68Zx2vi1tMKNJbqmz92u5jMew/l9a1/s1/qfN47Wdsf+XaJvncf7bjp9B+dZUnw+0aWUytJeeaW3lxNyT69K6lF2Rqm5m2gDcx5P1rmw3t05e176f5HRX9jaPsu2o2C3htYVigiSONeiqMCpKKK6TnCiiigAooooAKzLmxmgna907AmY5lgJwk3/xLe/51p0UAVLXUYLqB5cmIxcSpL8rRn/a/x6VPBPFdQJPBIskUg3K6nIIri/Gela3ql0F0+zQQhNryJKA8o/ut04HpWr4PneDR4NLvUaC+gU5icYJTJwR6j6VzRrylXdPldktzeVFKiqnMr9jo6KKK6TAKKKKACuA+NN2LT4U6xzhphHEv4yLn9Aa7+vHv2ib0x+DdO05fvXl8PxCqf6sKANT4S2jQeGdEXGCtpvb/AIFn/EV6bXJeCbL7HZxQ8D7PaxwkY7gDP8q62gArM1n7lj/1+RfzrTrM1n7lj/1+Rfzpx3A06KKKQBRRVG81WC1lFuoae7YfLBEMt+P90e5oAvVlSau1y7Q6TELqRThpWOIU+rfxH2GfwpP7PutSAbVJNkR/5dIWO3/gbdW+nA+taiIkSKkaKiKMBVGAKYGfBpK+et1fyG7ulOVZhhIz/sL0H16+9aVFFIAooooAKKKKACiiigAooooAKKKKACqt7Yw38SrJuV0bdHIhw0beoNWqKAMy2vp7e4Wy1LaJW4iuFGEm9v8AZb2/KtOori2hu4GguI1kjcYKsKzRcTaMQl7IZbEnCXJ5aL0Ent/tfn60wNeikBBGQcg9DS0gCvBvi5L/AG58W/C+gKS0duBNKnbltx/8dSvea+dPDVx/wlfxi8ReIwC9tbFordu2PuKR/wABUn8aAPc/Dse2zklI5d+D7D/JrYqrp0H2bT4YiAGC5PHerVABWZrP3LH/AK/Iv51D4k1mbRtOR7S1N1ezSCOCAfxHqT9AATXGeLb3VBHZavZX0/8AZ12qSouRiKTGRWdeq6FP2rV15GtCmq1T2admemVBdXlvZReZcyrGpOBnqx9AOpPsK5rw/PrEmlpGsklzcSfNJd3P+ri/2VHVyPbjPet200qKCb7TO7XV2f8AlvLjI9lHRR9KqEnKKk1byInFRk0ncgJ1LUzhQ+n2ufvEAzSD2HRPxyfpV6zsbexi2W8YXPLMeWc+rE8k/WrFFUSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFISFBJIAHJJoAWiueHi+wm1+DSbTNw8jFXlU/KmB29a6GohUjNNxdy505QtzK1wpGUMpVgCpGCCODS0VZBjmCfRW32iNPp/8VuvLQ+pT1H+z+XpWnb3EN3Ak9vIskTjKsp4NS1l3FjNa3DXum4DsczWxOEm9x/db3796AMb4l+Ix4X8A6pfq+y4aPyLf18x+Bj6cn8K8/8Ag34fNp4ZszIhEt/KbmTPB2fw/oM/jWV8U9YPjzx1o/g2x8xba2bzb3K4ZH/iB/3V/Vq9i8MWCwQGVECxqoiiXHRR/n9KAOgooooAw9X8Mwa3qdvc3lxN5FvGyxwxsUw56tuBz04xTtM8N2tjo76VcBbyzErPFHMm7apOQvPXBzzW1RVc8muW+hKhFPm6mb/wj+kAADTrcAcABKX+wNJ/6B9v/wB8Vo0UuZ9yjO/sDSf+gfb/APfFH9gaT/0D7f8A74rRoo5n3Azv7A0n/oH2/wD3xR/YGk/9A+3/AO+K0aKOZ9wM7+wNJ/6B9v8A98Uf2BpP/QPt/wDvitGijmfcDO/sDSf+gfb/APfFH9gaT/0D7f8A74rRoo5n3Azv7A0n/oH2/wD3xR/YGk/9A+3/AO+K0aKOZ9wM7+wNJ/6B9v8A98Uf2BpP/QPt/wDvitGijmfcDO/sDSf+gfb/APfFH9gaT/0D7f8A74rRoo5n3Azv7A0n/oH2/wD3xTW8PaQylTp8GCMH5a06KG21ZgtDh4/AMVl4it7q32Tafk+ZBN1TjjHqK6f+wNJ/6B9v/wB8Vo0VlRpQopxp6Ju5pVrTqtObu1oZ39gaT/0D7f8A74o/sDSf+gfb/wDfFaNFa8z7mZnf2BpP/QPt/wDvisHxjP4f8I+Fr3WLqwt/3KYiTby8h4VR9T+ma653WNGd2CqoyzE4AHrXzl4p1iX4v+P4tKsXYeG9LbdJIOBKc4LfU9F9smjmfcC38IfDtxNHceILxSb7VZCImbqI85J/E/oK9/ghS3gSFBhUGBWH4a0qO0tklWMRxqgjhjAwFQV0FIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqOeeG1gknuJUihjUs7u2FUDuSakrhfif4PHi7R7WKXVLqzggl3SRQ8rMDxyPbt9TQB5v47+Id/wDELUG8I+C95sX4u73BUSL357J+p/n3XgPwPa6JpcdlbL+5U7ricj5pn7/57Cp/B/gqw0qzW20+3EFoDmR85eU+56mu9hhjt4liiQKg6AUAPVQqhVAAAwAKWiigAooooA//2Q==)
Question 4.Find the distance of the image when an object is placed on the principal axis at a distance of 10cm in front of a concave mirror whose radius of curvature is 8 cm. (AS1)
Answer:object distance (u) = -10cm image distance (v) = ?
Radius of curvature (R) = -8cm
Focal length (f) = R/2 = -8/2 = -4cm
Using mirror formula:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGoAAAAsCAMAAAC6/t3UAAAAAXNSR0IArs4c6QAAAGlQTFRFAAAAAAAAAAA6AABmADo6ADqQAGaQAGa2OgAAOjqQOmaQOpDbZgAAZgA6ZjoAZjo6ZjqQZmZmZpCQZpDbZrb/kDoAkGY6kNv/tmYAttv/tv//25A627aQ2////7Zm/9uQ/9u2//+2///bKFHA1AAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAABbUlEQVRYR+1X2XaCMBAlXVFo7YZiU4Lk/z+yGYIokOWOtT19yDx4PHKTO3NnYcyyZNdS4GuzY12F42fIw7O4/WRQ4fg5sl3vJYcKx7uQLCoTP45fIPGjVmccn6iclZkEnHWsvOFNCxw/ReptLoS4e0fnBY7HkSh3wgUU0NXHX+mTqH6oNEPA2nSnteVAGB9Nv4zOLc66DgRCOcGheBlRQfddp9hDAiJu/M+oEM9DmF+LCngPHddVvRVitb84kjaPvSLHdVVX982h4myqE6+68jVCdVpXFSGVuHQW10V/QdiGZammgLryMdgnQjw0be74Q6BWDUxF+hEVfXrNgtRS5e5plzGp7F1+66tMFgQ4729dmZ8MlYzIbwW0JDGqNi8yimBm6jgcGVThXFlXlCedsIDZUBa9OH4zeao9ruNUkuo8Wuxd+fbiySYwLQYIFV8sVX01eOI2+Qo31tm6auaGWAfrj3R1VHqscdNzhwLff8EeVfkCk1cAAAAASUVORK5CYII=)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
v = -40/6 cm = -6.67cm
The negative sign denotes that the image will be formed on the left side of the mirror that is on the same side as that of the object.
Question 5.State the differences between convex and concave mirrors. (AS1)
Answer:![](data:image/png;base64,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)
Question 6.Distinguish between real and virtual images. (AS1)
Answer:![](data:image/png;base64,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)
Question 7.How do you get a virtual image using a concave mirror? (AS1)
Answer:When the object is placed between focus and pole, then principal rays are drawn through the object. The first ray is drawn through the center of curvature and the second ray is incident parallel to the principal axis which passes through focus after reflection. Both the reflected rays when produced further does not meet at a point. So, both the reflected rays are produced backward beyond the mirror so as to meet at a point. At this point, we get an image which cannot be obtained on a screen. This image is virtual, erect and enlarged.
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)
Question 8.What do you know about the terms given below related to spherical mirrors? (AS1)
a) Pole: b) Centre of curvature:
c) Focus: d) Radius of curvature:
e) Focal length: f) Principle axis:
g) Object distance: h) Image distance:
i) Magnification:
Answer:a) Pole: Pole is the mid-point of the spherical mirror. It’s a point where the principal axis meets the mirror.
b) Centre of curvature: It is the center of the sphere of which the mirror is a small section.
c) Focus: When parallel rays are incident on the mirror, the reflected rays converge to or diverge from a point. This point is called the focus.
d) Radius of curvature: It is the radius of the sphere of which the mirror is a small section.
e) Focal length: Focal length is the distance between the pole & the principal focus. Also, its half the radius of curvature.
f) Principle axis: The principle axis is the line passing through the center of curvature and the pole. It extends infinitely on both sides.
g) Object distance: The distance of the object from the pole is called the object distance.
h) Image distance: The distance of the image from the pole is called the image distance.
i) Magnification: It is defined as the ratio of image height to the object height.
Alternatively, it is the ratio of image distance to the object distance.
Question 9.Write the rules for sign convention. (AS1)
Answer:The sign conventions which are used while studying positions of object & image differs from books to books. But most commonly, Cartesian sign conventions are used. The pole is taken as a reference point. The rules for sign conventions are:
• The diagrams are drawn with the incident light travelling from left to right.
• The distances are measured by taking pole as the origin.
• The distances measured in the direction of incident light are taken positive while those measured in the direction opposite to it are taken as negative.
• Heights measured upward and perpendicular to the principal axis are taken as positive while those measured downwards are negative.
• Angles measured clockwise with optic axis as reference are negative and angles measured anti-clockwise as positive.
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Question 10.The magnification produced by a plane mirror is +1. What does this mean? (AS1)
Answer:Magnification refers to the ratio of image height to object height. In case of a plane mirror, the image produced is of the same size as that of the object. Also, the distance of the image behind the mirror is same as the distance of an object in front of the mirror.
Magnification:
m = ![](data:image/png;base64,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)
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Question 11.Imagine that spherical mirrors were not known to human beings. Guess the consequences. (A52)
Answer:New inventions are discovered everyday in order to make life easy & comfortable while others are invented in order to fulfill our day to day needs. A world without spherical mirrors would be a world in dark. If spherical mirrors are not known to humans then the consequences are:
a. Convex mirrors are used in as the rear side view mirror so as to get a wider view of the vehicles coming behind. If plane mirrors are used instead of convex mirrors, we would not be able to get a wider view.
b. Plane mirror cannot magnify the image. Convex mirrors has the ability to magnify the image of the object. In the absence of it, magnifying glass cannot be made.
c. We will not be able to explore our galaxy if spherical mirrors are not discovered as telescopes use lenses which are made with the help of these mirrors.
d. Surveillance mirrors used in many showrooms to keep an eye on people are made up of spherical mirror. Thus, this application would not be available if these mirrors are not known.
e. Solar cookers use concave mirrors to concentrate the sun rays on a point. If concave mirrors were not known then we would not be able to use this conventional source of energy.
Question 12.By observing steel vessels and different images in them; Surya, a third-class student, asked his elder sister Vidya some questions. What may be those questions? (AS2)
Answer:Surya must have observed different images at different distances. So, he may ask his sister:
1. Why my face is inverted when the inner side of the vessel is placed farther from my face?
2. Why my face is enlarged when observed on outer side of vessel?
3. Why my face is bulging inwards or outwards?
4. Can we use it as a mirror?
Question 13.How do you verify the 1st law of reflection of light with an experiment? (AS3)
Answer:First law : The angle of incidence is equal to the angle of reflection (i = r).
Objective: To prove first law of reflection
Required Materials: mirror strip, soft board, white paper, protractor, pencil, pins, Ruler
Procedure:
1. Affix the white sheet on the board with the help of 4 pins.
2. Place the mirror strip on the paper & trace its edges.
3. Draw a line perpendicular to the edge of the mirror so that it can act as a normal.
4. Draw an angle i = 30 degree with respect to the normal which will act as an angle of incidence . Place the pins P & Q on this line.
5. Place your eye to the line coinciding with the image of the incident line and place the pins R & S.
6. Remove the pins R & Q and join the dots.
7. Measure the angle with respect to the normal. This angle will be angle of reflection r.
8. Repeat the experiment with angles I = 45-degree, 50 degree.
Question 14.How do you verify the 2nd law of reflection of light with an experiment? (AS3)
Answer:Second law : The incident ray, reflected ray and the normal at the point of incidence are in the same plane. This plane is called the plane of incidence.
Objective: To prove second law of reflection
Required Materials: mirror strip, soft board, white paper, protractor, pencil, pins, Ruler
Procedure:
1. Pin the white sheet of paper on the drawing board. Place the plane mirror on it and trace its outline on the paper.
2. Draw a line perpendicular to the edge of the mirror so that it can act as a normal.
3. Now place the mirror again on the outline. The normal will be reflected clearly on the mirror.
4. Place two pins in a straight line on one side of the normal on the white sheet of paper.
5. Place two pins on the other side of the normal in such a way that these two pins are in a straight line with the reflection of the two pins on the other side of the normal.
6. Now remove the mirror and the pins and join the pin marks to the normal.
7. If we consider one line as incident ray & other as reflected ray then we conclude that the incident ray, the reflected ray & the normal all lie on the same plane.
Question 15.What do you infer from the experiment which you did with concave mirrors and measured the distance of object and distance of image? (A53)
Answer:We can draw the below inference from the experiment done with concave mirror & candle:
![](data:image/png;base64,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)
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Question 16.Find the plane of the reflection experimentally for the incident ray which passes through the heads of the pins pierced in front of the mirror. (AS3)
Answer:Objective: To find the plane of reflection
Required Materials: mirror strip, soft board, white paper, protractor, pencil, pins, Ruler
Procedure:
1. Pin the white sheet of paper on the drawing board. Place the plane mirror on it and trace its outline on the paper.
2. Draw a line perpendicular to the edge of the mirror so that it can act as a normal.
3. Now place the mirror again on the outline. The normal will be reflected clearly on the mirror.
4. Place two pins in a straight line on one side of the normal on the white sheet of paper.
5. Place two pins on the other side of the normal in such a way that these two pins are in a straight line with the reflection of the two pins on the other side of the normal.
6. Now remove the mirror and the pins and join the pin marks to the normal.
7. If we consider one line as incident ray & other as reflected ray then we conclude that the incident ray, the reflected ray & the normal all lie on the same plane and the sheet represents the plane of reflection.
Question 17.Collect information about the history of spherical mirrors in human civilization. Display it in your class room. (AS4)
Answer:History of Spherical Mirrors in Human Civilization
1. In ancient times people used to see their reflection in water and thus use it to groom themselves.
2. In stone age, polished stones replaced the pool of water. Obsidian is the required stone which occur naturally in volcanic eruption.
3. When metals were found & people got to know about its usage, then these stones were replaced by metal mirrors. Mirrors of polished copper were crafted in Mesopotamia from 4000 B.C. and in ancient Egypt from around 3000 B.C.
4. As metal & stone mirrors does not provide the desired result hence Chinese people started making mirrors using silver mercury amalgams.
5. Venice in 16th century, became the centre of mirror production using this new technique.
6. Parabolic mirrors were described and studied in classical antiquity by the mathematician Diodes in his work on burning mirrors.
7. Ptolemy conducted a number of experiments with curved polished iron mirrors. He also discussed plane, convex, concave and spherical mirrors in his optics.
Question 18.Think about the objects which act as a concave or convex mirrors in your surroundings. Make a table and display it in your class room. (AS4)
Answer:![](data:image/png;base64,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)
Question 19.How will our image be in concave and convex mirrors? Collect photographs and display in your class room. (AS4)
Answer:Concave & convex mirrors have certain properties. The size and position of images change in concave mirrors but in convex mirrors the size and position remain fixed that is erect & diminished. In museums, we see our image in these mirrors and laugh at our image as sometimes we appear large and sometimes a dwarf.
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dPIZjUO29K3q4zFFLWMhDSNXywCgQ5WBQhOE7NSU/Jnhv0zdmRu4e+wgzgawcAuDnOuibGgG+j4WzpgTDMHrq9dEeFgyNVJDTNB16DpgP1R5sqq6BrgqkQzQTxyqVXbH+k7PQAPt4QjUIqAEjcnD/5kZbRkYkxQbTMhMIFOT0AZkLOBNlwlEH/pMW5K11bwuYJkNgJOC2hEAdPzuOLBCKpSDo/eeD4D/3wj/93/6//4X/9B//oH//cz/3cv/zlf/ZLv/RPf/4Xfu6XfuGf/9LP//wv/Yt/9gu/8C9+8Rd/4Zd+8ef/hf78uV/8+f/tH//jv/s//08/8zf+5mc++7lTp88MDA+FYzFZDVzOVqdOvNPxttD5km9zGMzAINmmV1liFsieyz7MpWcrlSqyP03apa1li8kjKFjj9k39CF1SwKJ0hdx6yYhla8xNZV8FKSp3JuhJh0N+ttIm5k1J2u24SwvpQOosYV50PySGbONw8ggELNGiVFvP5DrA08A9wZa6KwmqXmiekdbfFlbnWp6NTKHe3FBVXoOWkuazY65f1qExL072gs1SIKCYT8LPP5BTPRR5I9tZf8zjiQAHSma8/mazW6m1KrVatd4EHijVQMI6e9V2qdHdq7cV83+XbkIBOEfVwCz79CsdJ9jXLR0SLaRQnwpZ5B/KQhuAK6SYAFbxh86NZafY6zpxCIbE32w1a9Ual45Fozjpr735ZqWGvxUIheM8QzyRJizoqQc7HIb5yonj2YZGR4dGiTlS+f5BVnV8YjqZG/CGUjweWkp6Meg/cPSoeYkcqH3XXa6Ljoozceaz9nSu6UlEg1VWXIQtQaXJdxJwC8AmSFMpSY9nuN978EA2nu7zBxOBELFnhEDGIhLCT32EQmGegStgmohaMJY7ha3p6cmTp0+OTYzxpKurq3u7e8gLe4w2ZGOCYFgSIokYHqszF87iSUYtDJSbZd/+9h71QgIzlUiCR3EbCumRLpHiN0Ui6ZUkYkgSkWjEeQb7RgRJki9rQbdtt0XNWmr3KfzXOSYOnJdZdv+b1y+/T1gY7qenGQ17mvXdWMTfqFcJ73xB4jSZVV3SlBzap1Sp4r4IcXBPY/Gse15iuFQm/diZpw4fOclzsK7DI8MYdJ1+YS44cnbiLZTgs1DYa9SbOjCCj7k9LAIr2pDzoiuaBbCgxwFS5rya5eF1qFRpQJ0znX4Dq6W8iYAV/bMQ7A+qHl3dBU9jcZFOCXHPU7LYBY1hBxZVyYVJT/KlNIdB8QgqdkAmQw6XbBC/D7jOM0jyOhx9aV7lCryIY53YR1ZIQirLJt/Z0wU6rPvaDWA5WT6h7Ly4CTQkg4YbrByAnGHbIMm1bhX7IyMHAslTIhVymDuYBwVUmHtvNyg3VG62vGUZFwHY2DNnNl3gboGSXFv7hyVVZbq0CJ4G8JSEzZkuU7tSshZlERdIyxKUSH1LbXk9kXDIlB7eWiKaHs6NHBk9cHbyxPMHTn34lU//0N/8b/+bv/SjX3zlEy8/9fSpIweHJ0aSA33BVKwVC1bDvlIkUEpGW/m+0Phw8vCBoafOHPvYK899/w9+9q//rZ/+X/7h3/uVf/2vvvTrv/qLv/xL/+Pf/Ts//CM/8vQzT08MjQc9wTpBMY+luzKNZWrdoCTnXXL6LE53CyVI0cSQHZHAOH9dfoDkRuEdP5JzwbKxVBaFOrXusHNMdKAFruYuq1+TWLo43fAaS4V3A9hm6ZQOh98ZIalPsy49XwXDEfAh8EELOhxuKJvnQlq3znI45LQruvSAJ4Hraqnt4CJ+ZgfNTbOYV/vjkCL5S8rDmCemP2RYMTAKaaX6fOxRyHw7/qVDZ9ZWMTR6gMWQ+423wDkX4sg7ohjFSVGo1Qq2Wn7FKM1WuSnn6M994DYAyjvlZZKkUFv4GvdueTzTdIKHBJagdHrpE3NuTNPIU7OTIQTSpB1Yg2VFR3DiEVySfJFIpF4nNmrn84PhSKLRwHXy49pHo3HDjmVtjXggQ2IwL+Y78MonPjkyPhlPZuuNDuSQ4bGpaJLfreHw8gIs68j4RAjxlbhz2HkzYq9Gt0N2TeoIrF9n0I6sAnr5jIrt5Y/Zs8i59AnM5fgZjmHRY7cb83oOjccH8kl8Z483RFol7I/I/vg8oVCIqMQ+eapwLJXIZHOE4Dz9yHD/2bMnn3/pqSPHDo2MjCTTGdx0KCsEbHo/Q/xc2OVUuTMGko0emGjA4X6uz9Ry78O+cC47dy9D4rTy/qedCzsQvkAwmUoRMJlrad5aL3ByTplxZEyshHzau0sUne/Wi0JM3F0EL68F48E5RFs2fF34L62glwOf9HsbJFN1AHxBgfhyQMS+4Qg1WspSSAdaKG2nUNKvTfb74/H4gYOHPvSRjx46eCwUCO/tFUnUaNPNQkpe0emAAYol9TtAhaSozCdkD6XwDSvhoj1Mw1lRpw1Q6xahSo5kSKToJdS2teabGfLSVpZWvye/DFXfDbRwVOVOy3cybMCpTGMukavR1UH0+WcvpLSN7O2K1tDyxW2luSWYeiMFOoaM8CpBrYaoCJcSU0l4kAUzgjv2XQO7eVl0zJaQBm2pX7rMecL6maB/vYdyM1yHoEr0HCQI4RewosBREJyZR9sBnQ1LPQvakjPhoBxLmwhVt9SkmX/ZPofmyVy5vIpBBdyhlAQnRuZdnrt8ZSMu6cJY9HazHfKHxscmXnjxlSNnPtQ/80T/zGOZkYORTB49Uq3sFNYfrj28/ODm2zcvvHHl3dfOvfm1t7/5Z69/5Q9e//Iffv1Pfv9rf/r73/jj3//Gl//gtS//0be++afvv/GV8+98+fr5r9+79tbS3UsbSzfre8uZmOexUwe+8EPf+9//3f/+n/78P/2n/+Kf/E9/7//9xS/+4Mz0NCJo+by64keZZpfVdbvjnHxhRY45hVC4LLHWj93Q8tgmwA7AA3Z+j2VOiNh4fsWRhlqZxFjKyDBi/bLFjc6L6cWsysRZiGw8L1aNn5OqRoIsJ9WDWFHVQfh+Xn4ucZO7JUWLljd2nUTdOXzSsaYbnZ6QQMhMmv9pNsV+31JfdkCUfjOLony47JoDxlz6TN4c72ibKMafTImWRmkREfMsGBN/zbKw3XpDeUcLKNCUCjcwNuKAWR5Qa/mzP/uz32lJfvtLvyJl7/w/86Is9yjN7lSLiZlFV/qRQirLjSgusjVDLjskRdGwOI1o5Wqlsrm+hXRFY3E0Ao5TOp3lg1uMRMLDQyPpTF88mWLr5eqSDtkrCrbWc/FhCInxEjGYh44ejyYS8AgLhd1SocR3svl++Aa5/GA8EeMuCXyunD9XLWzbSZDbZd66Sz9Ib9piu0BESyrjIVMFPQL1h/CHuFogmBjsTw3mobM4R0PrCZi1vttcWlqv7G0DoPO4RFci48jr0R6Gw5GBgfzExCjhyOrqSrVSOHl0Zmyor1AseAORrg8ALbKw+LBaLuXz/dlMurRXrFYrUTz5YBguwl5xz6BviweMOgoSqFs1X8IJ0X5UISfBfB75py6UcTiQWSLju8gqKJoIRbLPvfyx4YmZSqWBCVFoLvKI82SkHiTS9qvOqPScJJdqMJ1r6khbK5dfbApFdfjHoKZIV8TX9LUqO5tr586dC4bjvmA0AHmBW8eW2OHlTtD7e3slUNSetrWIwSIxTywaH5uYfPHFl6enDm9tbF744L1Gq4KTvlMsAshyYzoZyi2IeLKfU+729SXj8aitDCeaxH+n1VBEYgpAuU3z4HqKQ2Jl+aef/umf/rVf+T/5l8m+dlbmAdXsACKFoqbce5CqxMYkWmupWEMXJcnA6VQGx9SAEU97jrszuzo4Oqbm4MuQG5lKyst8eEm4FtuUubmcZgB4T1NKmDQLNVxCT5GAHSlRMhX2KEjgnoRVaClNAMxrNWhXxtElZpyashvbt9kuPpNxlTApHpOdMBfEuAn2RPIKXQbBrmqJKKlERb7OKTaXQ1wuyZ14rYrc44lgJB6p1Vs72yWCpvzQwIc+8pEf/ys/8ZM/9VN8EUunQAz2dja3lh+sLcw+mL1x+9rVq5fOXzr/wYVzFy5euHT54pVrV69dv3bt9s2bs7N37929P3f/wYP7D+7Nzt2+M3vn1uytmzev37h268bN2zfv3J29PXf39vKDexvL81trS+XCeru6G/S1+obSJ04c/vDLL33ykx87+8TZeDJO2FoqV5otMBdRquyZbPXkJ0kwMSDm2dgB6xlXWzvWXhtmRBTzeNz+O2G2k+WEy8TM8ll2PXuD3oE1KM+yQoiMLTpBqQO0tPUOxTECg64UjwSPHhjqz2eEcwSgFonkLfJBL69pbqcEy2VK7E3NdvQOsqXya5VyeXe726q5O+FDEKOsnayj7kveoQwHsUw85I/iA7Y6oUQk2Jf0RmPSjSgcxC4Idsov+ci0S3kaw93b6C7f23owt06MII0n8cInFTrqNIWi++8yJL/1a79kHpg8R2OJPNJiFru4FK0cVoNVMf1EwvLpBR4LXJNYduBEoTfFs2538TE3N7a5oWQiRb4Gxz0PqSuT5V5S6WQikezLDyRSmTqpFXkP3Up5r9lsaMlsIXtaX4o/MDwylspmWNfC9i7RTCSWSGX7wJpw9lPpFHeMJbhz48bK/Lx52xZrGKLtsFEzJD3NKyNlIZXFBmgTfSMYinikBxP5vvRwv4iRtiPyI7jUUqG9uFyoFLdatUq3U5cvrN+mJkD88Gg0duqxE+Pj44uL83C89oqFaNifAFPyBR8uriwurxdLleXlxUajke/r68tly6U98MZIOIrh2iuWdncxJLpX2Tb0sLOezhVRWOakxvkS+oZpJAPjjdGxf/ZNovUvE34gxHT/Mx/+eC4/Wq01FJeYbrLIej+nINNhW6d9NEuiv8zv7EGC8kYNIbJYrd0ideRtQr4hZVePBtqtSum1N17bLpSyfUM+qhYCRGwCfPUOIMidzt4efD0y7Rbd6dsu7PJFwpHBoeFnn3/h8NETPn+4XCq//863iqUdgDHkpAZIYei1tsf8IjNo+AaddCaayWS402q5ura6Pf9gHsMWEcPEAC23UubxWM5BiMC+Ifk5wfiGOBjuKiqknlSulrGSep7rvnoXrOFCBfNYua6MEP+RKyVSlzZXoYDOkSAFp1DkSRkyLgCeFVAihbcypEQuvYtihAu7y9pq8EM9r1w4BF8xuKIjBTR2h8Z7MaBJ0uxuqacATUE6JqzgLqfohIqaDXAIjjvuTg1Kraj4wrisFvU4uF0+pnmmLqvhMua6fUED9ugmVA41lNuOV6G7ayXj0Ug03umG+sdnPvbJz/zIX/7Ln/nMpw/OjPo8ld2d5eWHs7M3Ll27eO7y+XMXzl+4fOnynZuzDx883FjfKO2V2GjRinzeMNEouUquFMG54k8ykcDGYkHKiWl5apVmabe8vbm5trz84OH8/fsPZmdvP7x/b+nB/dWlB9sbq7wZ/L9YNHjgyOTLL7/44ksvzkxP8Vjb8EXLVEXIUOI7mrpXiGbJCLkHWkq3RvoZgaZiX5lYe1R3tMzeGEupZ1K1f+bImK9ve9MLTiRu5sUpAWf1KcrBASLqpNnBVLRgYYFSv9xTMho4dnAg35eBrim2jiPvyPM3xpbR7ZxZsNtxVsSwKgd8m09YK6NENjstCC96G+2gJfpYPL2f9lcxtwAsbzcRaoctbItmY/5c3BON2k1Z0BAM4csoXjeBVr6J+2j4Fm6vPnywqZUyJS8fH4tkFkGr8xcjkt/61Z8TDGLLbDdkkYuEztwQyxCRB+ni/RPBtoiYpbLZG0HUerntBrhoJEKYxKHZ2tza3tmFHx2PJWuVKuqZSiV+isCQOMmk+waHx4KRmFQURGKiinq1Vi0rKOFegdodhUcH0EPkMTA8TDobEaxU65FILJXORsJxrpXN9bFn4WhgZWH53o0bynKaFbHQqQdHmsLtofO2AShrmUTMiTwTGZI4+BR+fCaVnBjFUZDCdbqZaHRhs7qwtFUpbTeqe95OA6Kk4MNgAvMTikSSyWwoHN7e3oJBgCGpEwJUy6tLK2vrm0trG2sb0F/3sBacv3w+l83mcCDKlRLmB0NSKVcLO9t2ex4l7BUyOnBSgNOjJLnbAS1xzyDqSPdUds8VddcwPSp16UvlR595+WOxdB8BlHtM0zKGBFm0ITKJAfGWFrYkuhkVA5J1ggX+gcUJhFfULwUkCmet26rDnIj42rtbG3dmZyOpTCyRC4H4iWtgFthc4kazuVss1w1hdapM3CCfh93vHxp7/sWXzpx5IhCME/JV9krvvv1mcWstGY81MCQ10f1dRCJWEolnYAHztaLRYP9A3/rG5u1b9+fmlgvbO+l4IJ9LmANksJLzfnpm0bAuT/enf/qvfelf/ZwiCXN8JAlKEYu2xBJYvm9fp1tcxq1Kro0HJZ/fCgoNPus9iulUhRxmsYQwmIXWlmH4WGZz1yyg1EGzvRS4IEHjmlIq+q4RRq3YxAmn011OT8nXs7DXNLv7uQUi5ou6+7AXOt/UohXHhbGUkrN0RtfpJZR7OLo8NgNB5F9KyHVz7nTYWmmV8KJVyiJxMKHRsxoIwuXFCjZXRXq0f2DoxKnHn33xlVe/59MnTh+Lhr3ba0sL92/dvnrp4nvvv/P2O1cvX3lwf25zbbNWruMjRcmY5NJ9/TkYWSOjg0NDAyPDg8Mjg4PDg0ODA4P8MTQwMMBV+U4/X/PN/kG+kcvns4TySeQDxYeXXK/v7BaXV9cfLCzdu3/v4dzcysJCYWu9Vip029W+TPzUqSMfevm5Jx4/mYhHdna2i3t7ehI9KAtIMKDHUaCmVKQ7GTIWLvpwu+Gsh6kRrZMRs8zquqSWC2hMwThQST6/BYvKSvUiQlV9Ki7Riy2Wda5tb+O06OlY6MTBYR5OpB0IPOJXGq4lLWDKV9ZEKJdtjcWFppTc13qKDv73bqm4jXXQ3pnNsi01gbVwBM6GXQRspR0Pd8JWvRNJJ4KDGV8kaoJqBIxg0CA3S8zpRsk9+bvV9oNrS0vL24ZeWt5aV25IQMw2SJP+hYjk582BsZ/bnbsbt6PVs9Dmq1qBgVwhMyT2LXluhjhiUmVIyPW3Omtra3ulciKR9ntD9VoN6YxGo4lUamBwoF5r9/WPDo5MoKYtujGOS6dVKu3q+S1kcO4rX/H+gGBjk5PwdcuVWrFYJsmdiKdRSTxYX3+e3Dcaandn5/rFC4R4DqpxatV8MdtB+4b9U8vhDImVi6mihLvGoea2CZQmKQGJOMdfglL3+O4vFZeWNmt7hRYVvY1yCFI62ZJIeiBP5ck4CZ65e3du3762sblW2ivgGsQoKDK9Mjw8nM5muNZecRczSRFJPpevlEvUo3AkEJ5Kpbqzs2MrrFSQxUpGHHF4om5VX9mx3Vcy5m46HeJCcP3ElIrTB9Lj3kBuYPy5j3w8HE1h9HURRzDSJinklV9p+yczom/0YhHLPThmljJLClCUh1VhMgl2D2mnZg1TCpc71G2sLi48XFrAH4hEic3xIUMWQus2EAt2qlSqCteS3nRyhyWI5fuHnnnh5cceP0vkihVRCNBuvfXGN7fWV6R/jSDkkGHOr5g0woUE/HP/LE8ml7x/f35tbZe6FxyjsaFMLhMnFWdUCuetaT2MaeX8aQ+G5Pf/zS9GVJ5OYVob4mnI1wl2KK4m3aHQJGzBvw6TeYI9iFEqWNxFLb+I+bCBVVnicgumULSMAABGe9WqCy2S49OyAnjFgKpGJH+klwp1t5XXPeE72WbJUCl8152ijgQdWRrS7IpsiHL4whMsUDTXUepDl+mlvE292RPbxumqxkWwm9J6yDswh0zBFwbULI4WuheFuUIHE58eR8DZEwuH5EcrWeUiG2Ojyeb6c9n+p5559pOf+94nX3oxP9jfqBZW52evXTp38f23z7379tWLVxbnl5u1CjKRzqQHBodGh4fHxkZGxoawGXksQ64vncqkUvFEMhyJgQ2HIoQk4N0Rvg7jnoVj+hu7AV8knoylM8kcv4MJyvfl+O18HzhELB7h4Lbq7Z1CcWl5VcjYw/m1pdW9nR2C/nDAOzU19vyzTz7z9FnuobizvVcs4hoZ9qmnUcTwSNNZXlCLaKEjj82i9/wGO2EWIPbch14oKc9PjoD4xfLNjDVnlkoK3Ay7qoms0sWoXy5F7g6sY5D7MvHw8QMjoP2qIZAZgQDvlICDTNxd6ZYfGQ8ZKVML1nZBclLeK5ZLRaOJODPoPAjbVWPOqIbJ5JsSwngAaWfr/ZFMOtif7YbCFg9b0BaCf2GdAyT19r1QsFvqPLi+uLq+IwupiIG3gGYLBCZ/C+cYRfIXDMmXfsGZY3u1sx/79s+ZH5NVw2clT+I0iFdjKK89AO/NCiARrDFp5/XVjWq1lk1nCTjIivPsiWTy9GOnsQfA7JNTR7L9QzUB7iTFWQaCElD1Mv8w0MksrikmVo0yzImpqVA4QunZ9s42yx1HvmIJfpbJ59QMwiqVzr3zFoGegQJmmnsfVo5pttF9k8saXcq+JYWgoIQYiJQ/aNtgfzRLAWjP8ncrHe/s/Nb60mq7VmiUdz3NKkARzCvioY99/IVPf+b56enhgYEsrjq0zHQqgoOcTcdyqRTeUDqVyiQSWJXdnY1qpYRPRZqEuKtc3uPU8H4879aWDIlDs+yDijW5FOaWmEuismrzdcwUmmflPh0W0ZMy53Ep6DZHaHDswIuvfIJSHbbfea12IPadcrEPbDsVv1k6RKbFBXMWsejDhS5wglROJt4TbPJm1dtthHz1brN6987dvXI51z8UDsZVSaUcrHnwXQ/big9RqQJfSM3JGxCZJzowPPrsCx9+4plnWWxz+Xg06gkily9cWHhwj4WVzxmPQfzlXeUBmQ3icBptSbfPoqwtb5keVmlffz7B25LSJyvPObT10WrpV5zcmyE5/6e/mo+HcvFAOuZLBL1RfycZ8ibDnmTEl4v4+2OBwXQwnwrlk6H+RGgoHhiK+frjvnwiNJAI9MeDQ/FQPuobSPr7ov58NJCPBQaigb44/wz0hf1ERdlYgOuk+Ax3s+FAKuxNhrrpiC8R9iVC3niwHQtSweeJhrtx4nIeM9SN+T1hf4dSVpyWSKAbCXoi0Kn9nihlxZg64QoqGqZjCaWpfEGko1YpVmyPorA+FRTYOT6c+dZmqoXUOZ/BMlrmCIDd2YkwbhJfoQVUu6cFlR3aPxoiFxsmIp60eWKPYE+jfbEl7W4ynjr7xJM/9CN/6SOf+MjwYH9hd3Px4d1rH7z/1re+dfGDi4vzC7VaBduQz/cRc4xODgyOjOQH86lsPBqnWottV3LSyo2U7zP4pscyRplKA5qDJ7+qh4JIFdjpUI0ymEQgEozFYsQnmWxGAX42h1HhNCG+VBqtLK0+nFtYXlre2dpq1qvoU2zYU0+dfeLx02TXtra2gVuVUDakRjl0l1rTIlrsaWk2A/lkBSyAMDDKaQ5Tg4iy2Kx8aWRoi2xk8WWdzdhIscC2kB5nf6xiUltiBHNdk1e4nLIvlwifPDyWTSV5MqRXXXB6yVtDS6QMtFIOGLLddRrBHEMHZbY9pd1irYTSk4owy+8ygYJIDd+0Ih45z8hSKxVqB8XM7kSTcV9fskv3A8pmFAEAx4iJyKdyiMTqMKwi4W6pcf/qwsr6rm7aolRDHJUgsjSqQvBv+7NO337ho8d6VkQhrHlM7u6dDUXwxOvnfaSaONGCOkB+RNUyn0XaWuyxvnw+GEmubBRmb81C+e3vH6xUOemtRDzFrieQqHSyLzd25smXIql0obLbwObU6lVVSjc3lx8Wt1cM2xGmaRi5hCrXN/LRT306k++r1uqXLl1CrQ30j/YPDEMCmzgwnRvskwVttv/+3/0fHty8yDGRXsRqWt5eMmIMJfcgGAwKQMLCYakKCau+3R+KxbPJVF84NTRz6OxTjw2cONTXU0Ke7nrT89U37967fL1eXN1dX2lViqFAJ8YzZAZ/4q/+8MRYH29Tqzdee+3Nq9cvRWOBqckRbD6pZ1gH1QqkNU+9VtnZ3V7f3Lhxaw6m1/bW1urqUjqXCUfiGxub9+/NyVEy26bOFf4u96TDZoIkzSDZM/6/80/sw6AtZ0isVsBhM1Kifkq/UQRnnn31v/47/6ABUQ+gyCIWIj72ikhRiBVF7DIP1HlguOtglahu92GGBTvBj+UAQD1tNwGoYKM1vPVSu170d2pxf61R2vzmN77JTYxOHgyFs36gbvGlZZEazRZsguIeuB0qi+fQyQqEwxOTB559/qVjJ06Dfho8ojOGq87z/sFv/fav/tI/CXir/fkswr8Kjr69g7wGhS/JOIkZxm7C9UoES0X6cHA22vgPA/loMhlDNcRi6Wgqa9kMoS8NHq1hFtTjOffBhR97+bgpKanbGnTkdks9rugCEggkaDBAUT7HS566uKyEQZYhIHspIVRobr49DyLesHmVFmH1+hpRNs1BDUhlgIgRuFDry4ZZIt9MPlqF3YOeKNhWHY1wU5RoseSR6QPLhpmKEcwgtUPZuXAUZRGMnmwFiMal4jhYDZ74ndxdq00Ns7l5LtVlaU4hzkYO5nvKauq72lcVf7BB1lpFdAWD0LmOoZzKhyFWcMDMRdRxFttZmlGkLs7MsSNHPvHJTz529jQp4eLm2srDhzdnb9+9M7u1ts57UUmUycCnAetNxMJxJEIXk4pi5aCUsUySQ3lJLtyX46HgCbjc8EDtqaFu/EuNr5yuVKjnsk9qaKJf1VPaFVQPoeAaEW1Q5lAqlQs7u1tbuwDpPE6uLzcxMTVzcHp6ZhKYjDTe3P3FP/yjL3/962+vrm+aqTBgRVlfgxl7aSDMhFF1FAgKwtJ/pvtZJV7F8+g+ZGKszFN34nJpSiGIgKV0veJnw71kwu2oavP10DJWKv3gr5nh1Bc++czE8CBVBAToZAEggaL0ZFMxKz0LYnrYTn1vPXX6jd0hRd1cXZzfWV2w8Ji3behZRFCW6RexwMhaRi3qRD31kVgnFvDDZ02NDAWPjHrCIditgCAdyMBReqV0vBSjokopq8DThRm7WPr6f3j/+o1VOZgGF5gBUZWr1XUKPfpPRSQ9aMTCEUODzIOXU9nj7ZjGMrqHRW4et+ROtyknyuqCX1Gut7EBXYP0aTAWjbHHXCeZTkdj0fWNjZHhMRLth46coOxWKgyFZQxdLoO6IOXuohEz6I6dHiAdPzE5lc7kUPqbW5so7ggsLpXEB3BgE6kkb4+zc/vGjcW5u0LbZCzFznBWRPGHbaU5HT0dbfXeTsvJ7yV1j3pqtBqDA31joxkXFSKPDzcas3fWdpcXvLVdT6MiferpAKxRfPvkU6cwRtx2rVF/7c233n3nA+R5ZuYAQTTvBpe/WNmr1kk4l8i0I41APSw+SrZcKRLI06CtUq9vb29abtWiT7N7RkdWIt8y61aiYwk6C2V71sTFapY7t1jdbIqUkgigZKc9YzPHPvKJT1nrI8U6+666IYhWwqRNVFhp+RKDthxWo2S0lSiJwmGFCuwRCXYSJNQkE5T4uvWgp7G7s3nn9mwmOxBNpNExyL6CgFYLZne93qoCNqkOUcgsdxUORw8ePv6RVz/JpuN5mf50ZbgWQaM1fb6r58+DcefzGc5DcW+32qCPSy/56YISB06rpMKEEmCBVkUgS0rX0YMukcVDML6nHEm1CbTF45VEJP/m539uD9vXaG6W60s7pa1qq1L3UiiNe0puv85tA9pZ6AUfvVJvV5sd6pxqvKbeZQ31mlqT5Fyl0SnVWpTG7NVr9JWq1tpkgfRZo0cRP+Wzod+tN9jZcoOLdKo1FVPVmi3YaMTlFpx3ZbplzUWq1vm31kTqT6hHIyKXxEIhivhbEX8zRt+dEH6JPx71JIl1iHiiwUw8lI4Gs7FQJh7IJX05+ZfBwVR0gNAqA/odHkxHBtOhkVx0KBcfSodHssHRvuBwJjSciYznoiOZwGgmOJIJD2X8fD2UDg2lgoPA5sngQCqYT/j6k4RigYF4cCAW6o+Fx0eGP/bRVz7/hc8eODhZKmw9uHXz/LvvvfPWW3du3aqUKqlUanQUBj7o1XCmLxONI9uOeuh4UyhflJkop2Y35dLIrhkaIAm0Xj0qgOHQIHGQ8K02xiiElugy2bYgwIyugZxSDC4HZc0scQ0TABfZJHQeymN5LamRxcW1hYX5ra3Nek1Awsho/9NPnjl86AC7QA7T+k3IhvecM1MPFno45m43KN2pondpbXNe9H1TdnqRXAyJpjqtGCaqG9MzyQC5AgJHlwtQhNFrj2IGWykO1VvlM9FjR8ZSqZjl2UmSWG8MIe/GBbJAxFAsZUl04sWRsOyohVGCH7qdYnGnUdk1n0zGzhZLJtkSqnqRi+l4bdjTyYQh6fNE3mh/NtCX4PX6AcYUQwIRuaZqWwdrY8lIHTd2qndvLBZoaYA8gvKafySLpqeTO6JU9nfnSIC27FT3nF77BXN+DRJyZQ0OINGyCs7qQVsGJCmUFtzWRbPzZssrG8W9KtEsioP+FsA4kRieo5TUzIFDJOBHJmfYf1xd7IjpMVX/oP1JvQo10xo4nEI2D5WUzvYBtPKPUqVcLJZAUpOpNPJKSgY5FqM94CnuFi+dP2eW2fC2ns5x99+7eWOE2TZZVktJCQtYMSRdOAKddjadOHJ41EVjW3vluwtlCEK7K/P0M+vWq6rT9Qei4diJk8eOnjjo/Ctu7/K1O7fvPMR1p8Zlp1gq7dW3CEN2YZnRG4z0TQELijJCCqoQgct7al4SCNbrte3NLXOOhAqqv5BZDN2hCYvW3624rLmDSvXNXjLQbVXPz7MXShVpgw8ee+yFVz6KHrTD7FKpzqwandcQYIshe9l2w7wcdqmEqpxaqWJrVoAVwcyzqjBDuo1gtxn0NBcWHvJEfQMj/nBUnbG8AaIXtHDdsuUoTOMLilcYCkdPnjrz0oc/Pj1zyLIG9mDuxJo88ZTJWGJlYf7hgzvtTh3EYrcIraeKeTDGiuOaUwtiPSVo5eFXl9xI0JuKhdMoj2gkCYs8oyDSoXgK3dVrpxeGYki+/Ju/EorQbIOn8e6Wm4Ua7VpVfFqiW628P9Wy4Q9GiSLV/QZpDWAa+cqgaxl4cLQOEqZwRdbaAHSiGqmaRpvyQm+95cNaUJ9FrUu50caKlJteaoAxSxW+Wcc+dUoU1jQ8JZmZdrWG/9GApoqBqTZaVWxVHUvjI6tEXzNa9ZhZ0TYY0CTv1yosLelvvrILPwRE7fN7peVcb2MjIREHGNdMKAV9GMEg9AVYGb3cghRCeajEpfVBMNiFgxcPY67A4vx8EY36MFqpsAdori+XPv3EmY9+5tMnHz/Z7Lbu37t78b0P3nvj7Tuz98EZICKOT46PTU0MDPXHEzBW1PiRs7hfMocFYQstVtKOIBaQMOie1vuz1YAzL5HB/WjU0RP8S1814PDCsscxUVhMiMvOIcIuXJYLZLbEWE0924LZ1flRy4lImK5L2Ry8mQR6Ge9teXkFgh/N/TDiiMuhgxOPP/n40NAQjMntrYLzf+24m6OtcEPWRYbKEiZEhXbi7ATaAbT4w3L1PdNizHLB0Q7ZdbxgBQ4Gm+2/SHQIFXwa+iXHMd8XP3ponJBavRqF+lnHPmuxZdrAXMBe8txiOZWHiPLkADiEnTNa3N1uYkiUknOlcjI7RhRQ1GtgocsUkGbvJsM0nKaziTc8kPVn45YVkhDReYBT3Km1RLe0nsYBskw+X32jPHtrgQadlvK3AE4qmfyiQBTVggMe7RuMR4ZDPrFlcQAPVR4jtfJtX9U5tdbNwfnF5v46pM4pah1gqYcuDni5UhbC4uf0CveilIQzyTlOZ7IY42gijk+mZLcll1zLDu6DCAYkXdRLq/yRa2L3zjtsbWxoiUi0JJI8gVB0mq/wQO4LU7KjYxNdwHfH999XwvuP527SPvQELjnpUjxi7BEdK+Rs1RA4/CH3W6D8+DX6WbNMoRNLBg4DiANPcXpmQmRqoxkTkMaiSY8vXMNx74S9/kStHax36DkYrDT8e+VOAQ+W7iuSA3NyLI9hBQnkECyXpvjA7lhy0yNeO6G1ogSEW/WhkkvnQlnBkaXUhG84Q87XKsVFXwRDEKM5Dq7LlhlNkyWXc3HOggWdqpOzbOu+obHvKzTn0Or8W3tpmRvXWITDTAkaZ3x9fQvXQA1v6DvSBtxrV0EnaYlUhcLNr+NZkQQKY/6feubFl1/55PDoJOiFWUrB+w7UsfMoMQpFI0dPnECTQ804evg4TWtUuGIhkvMBza+QxHHnyPzYQObs8aOj+fzU6MhjJ04Oj4463SLn1ZSCE8lHEj7cnxjqT0yNDowN5GKwU+gFWatu7RWqnSYHJptN5vLZBDwWNc2BiAfEECD7q4RvjFxYNJIIE0zzEYuF4vFQIhZJcKeJeDwWisXC4DiQ3vGIeQp/JAyh1Yf/JEJ5uOMPU0jU9AWbvlDLG2x1w7VOoN71Nzz8SaKJ5qqBuidY8wSr3UCtG6x2AtVOuOFJtHyhps9f98c6gbQ3lPCE4/5IKhDJBCOZQDTF+fFHEr5w0htJeENJbzDpCdAoM6rGn0Hsetznj3v9MbrkeANRaJ1WDR1QG1gVWatbIeX88OkAsIGrYXSjsrGCdWxYqwNfWyq8BkoSiA9OPPnxTz/7PZ9LDPQvLi+///67X/mTP3vnrbchTWUHcgeOHTx05ND4+Eg6TTMepaisc5TJmikymcFmE7I74WkZRqaC8z39t4cOL9IxmLKwwi5/F6kfwnvQ14XiDt+G57i7o58X+KJQJMYv0o9NfxEAgRjTMwIjBCzDVgq6Mb4T//NBGoX+h/FkdHAof+TIgeMnj0xOTvCKm9fu/Mc/+8bXv/r61atXiKo/96kP/4///X/9A1/4ZL4/49p0WZBuYb3rhWK8FCljc8R0Bix5wj+s7EZaSVknlKBYIi6dKCK2pSYc08EqpB1P0trQCD21Q06CAEE1krPovo4hYS6QnX+ZJTsfTgX0/ALH6ObNBG1ZPGAdFMgxmPKV5dOFLCOmENCBRuZp6sZ1hHmRgAbSbUgmUKEq9mUPLIWglnGyezB61d63BUjdVh9XPYBEwhBT0/nyU8w1l0P63YbE5bd7+aJe1asxJi0CVZ7OVTaZwXD21nzkHrvBMi96fDrJyt+o01lLuCoRB7uMA04RydjQSIaWWZ0uzgvKiKV3wYEVH1oqivMXTYjx4spwTXu4dUCocCgw3aTZsd5WJccO+oX6t9RwHzVCEibdP+BYC7YRvQ/LpDlta5ilAX49JMfyzLYhhjC2asXdXXI6bvk5Y3Qv9rTwjoF0WtEgNRDKYNBZanRi2IUIjqtK7gevok5VLawBK2MmEGyjNGFv0/Ef8Adk3Oo3ZdoNQpLA7N+mbsrIDHZNizxcLGtSZ9XXhg/r0OjThMyUpUuMW+aqt1OE0jQ0TiV1FbdVtoD2hWyoObTGrOp5CZZut0tZjOKMkwvujS1k37GQQCUXOOWlUmm7sAe3RsTcFomWDrRdTEi1Svgia8vgDTjBBw+f+PgnP/fCS6+ms/1K9ukmHAPJsH6jsjjyOyIwNjmFcl5YWH7zW28TwLmncXQoJEO06H3vIJuInj1x+PiBqfGBgQPjk2CeGHfQN/P8nANhaIhtuvuQ7bRaAtwM7l+nl3xoh5CCrg+QWTigspEsA42beCKjJ+mYqZBGzUzon+hqBptSvJhSq7uwsNwubo2f1TgH0SRnKg2Bag1Eg0GCHAO/cZQj0WCE7mThcFg5OujfRrjgN8jVYYj84TC5GiI8fygajILURAKxmD+W8MfiwXgUjDgUT4aSyWAqEcLm8WcmE4R7Q9fLRDqUzAQTiXAyEU6nsN7hVDaSzkTglWaykUwmCqqcyiZSJJRy1F6F9ZkKJ5KhaDwAcT4U94WwNzGPP9yBu+hXca4vmpg8/exHvvDjBx97tlRt3bpx5+tfee3Nr725ubaeyaVnDk8dOjw5NJKPJ0LaGssus6DO1QADrYIL8h98fpBc0Oq9UgmPrFAq7vJFucSfhRK83O3N0sbG7sbm7vr6ztLq5tLqxvK68mMbm9sbZMa3d7Zo0bpT3Ja9wcTQXpgPqJ1FQAlI9ZBWqlVQUIpe1Z0ahacqOmM3o4qJjqgxyuVTUwcmjh07AvJGlHPhwqWvfOXr73zr7ZX5ubHh7E//1R/+W3/9p04dP0ZZMoIpV9oMRE8epCilXgVq6TDYKRKRjv4HVrreiy4MRLcCcpdFk7q0aFFYF1Kljj4C21Un9B3WhCoDUeatp7dzH41fa2G1bLHz/Fxdq0IYA9PMQjlagjAVmQLHNTN+BrthNAF9UyCZXcf8VqdVdJ50AnQaAZ/baGmNnLFaSa2egh5ndtQOiOLjFuGiftsKuxyLg+IftfkwXgCI3Xcbkv34zqlvAyOdQtOb7zt39ow9I2Jn1YyoqVJ7bv7HdCFDBAoKN4IBNo/vU/CRSqZozEfkQf9PGo7LDeo2FdIZFtgrZdc8nghxuHtnRz/RU1EHWK/ipLCA+In4hkJcCHcFuHoaDTVK4cU4laOTExb/P2Jqmfrc90+dLbHwrBdsqeDeOLBtqGMdUtBEUzQbrbmsAu8Bu67dKEe9XUIqFZvI0zYA27z6fQ3tiSXjoWgYo600F/wtw4GVsMaqG6OuB+6yzRoOYVwOkf710bMi1sbGbbnuTpf+dlGAGfFvv92j97VlMn1mll3LpnbjQRJI7ic9u2Nr0lsIsxp6D/Oxep5773vmE/UWyeW/uCm1HVS/JWuqhjkBryNDAG+BhgJaLzAJeYhGQESLRmJjUzMvvPTKRz/22cNHT+EZKGx3XHLHcJEh1OnoSZWS0p5EJoXDXyqXl5aXofZq+c3hkkWxlL3tiARtaCDbn0mSzJ0aG+/P9rFZZYpU5em4mK5ncXoxqZkWoxqq1oo0vCI8sx6WUFHDadMMWm00iZVJiCZn/gWwEqMabAPFuyH5RHtd2tcHNBrDmE/C9W0b1aYcNw8jbiyfII6DUq846R3QZkHfOvjqpYjwoD5CXRpUWUGzyDo00eWVchH4mhJjS5PpaMAkD8HnwU4JV9MxsT7TYDg6XN5QyBeBuE5ITB9resHh5vBPry9MYoqfKiikgQKWKRCJEi35I7weU8YLo8Fwkj8p8uJTTNsYTNtYJA7qHM0OE4h85qXPfD6azTyYu//2t97+0z/5k1vXr3K56ZmZQ4cPkxFRTRh4u0p62RRrjC/cqsU5pZSKYqryXmN3b7e4W8BmEG6UCvX17erS+hZVug8frN6+vXL1xsMrNx5evrl07tLDt8/PvXtl8YNb6+evr5y7svTO5aW3ryy8d+Xhuavzl2+v3rq7eH9+YXllc2kFQ7YJVry7A6JD+FICRt4rFask1arFOjrP6T9j6ci828rTIA8Pc2pm7NCxAwOD+cJW4a033v3a1167dPlKq1n9+CvP/j//Hz/98Y+9jH5SJyfzR4RwqckA9sgUBpIjfW+pYevyxkmwyNp1Y5Hn4ZS8q9Exe2L8SeuhotkB8uElgUaXUDUPrxfj1yU7lOsxl9mKDl2CVmLUsym8yNpIm8jqWPeCJLsPUSMcNUFmzfzPXqtDZ5IEbxmpDzNjI3Q0VsSSKGBCOrHOjpEScriGC7rstgCz6U5gHA4zm4Lv8NrocItTpG4gShL9BWjL9Jd5oyrbsT4tzo71TEwvPujBDD1Xz6EOPT/QbgO1rM7hbY3QsrbqFsF0OrAnJibGIEul0mmMgZgWzbrSSzomRozQRnEWw9wBaDt2wgHB5i+DINc2Nzd4EJw3UAW+CZJqTbZpZy1DwmcsFh8ZG9NufIeKdzf66MMlAlzC1n1YsS74PvkaIhIi8RrMbPcjxLK2t1vZWc/Fw/0pXEQ8CE8UNeDp4GqZue2lH+IMY4nAtbXgEECPhm3qdiBBtM4M6BqD1y317aBPBxHqyV1c4wy2S+OZEbBPWXRX1eLuyG31o7t3xttMhpSoi5HY7HgySQy7D5LZBigFZfH5/j27p3efPXOid3DXV9SkTKhSwSAg2FlaPoCzM4imsb62USMd1O6WyywDVAPEDe4eZaGxqemDn/jUZ7/wAz/05DPP9fUPin0i/1z9yfYfwYVbZvP2PwgANBQQpauEtxq6W9Sll7nYib+t1lHLAddTsFMoSIUacr26sSUiljuF+4/jLuxWUF8YP8jq5KWMzZHgRwLr1NBLTyrdYcCBrILWyNXbWKxqCKJLKTlA0Tof6iqUfrgCDeenSh56CU6xVVH7oj5oEp8QdblWrr5M+kOQunmWBmlbAa2qp5iagddqWkdVk72UrlkhA0t0a+ZX8vbsCKC2XFRjBpPDCWGGHJPcVsudaD2rpcW4a3W6NEzB7K3JrzHCIJ1xZXRiODM8+cSrnz5y5hm46XevXv3mV77y9htvVsvl8fGxg4dmIPVS22F5Nz2ec6Zhy0BAKDdgS8FyL1eYlLhb2YMb3qgQ1BEMlZvRyw+L5+6sz8LKLATnV1sPt7tFTzqUGxqamuwbnfSlR5vxkUBi2BvNNwOpWjdabIQ2St2N3fbKVmNpq7G151vf9dybL926v3Znbn7+4dLO2taeohX6g2BOiFYwKYBnBEFkXNTyjh1pa76ROgTxpBDUc32ZmZmJQ4cPJFOJu3fvffO1195959zK0vLBqaG/8dNf/JEf+hwlkDoqMgfu5GllxBVQyxsFOVb27RLZ1kHA/HMNbZHtsGOo4MNKue237EV2rHsuo22dmQiRwTS/UuGLNLc213Ez3S/0JMnJBt+wSVeO++ukRlfQ3bK9lhJxjG4XBuxvv3Bv55haRZQNBuVO5KpIYBWcODOie0eWwfRt7oiMiKkbc+mMdm75GXIQpKEo90nEcEeUDbNF+nMfTKcSK0ABPsOwqh5fDZBWOTrN+3T37XRVLwgxb9Xq6PUWQmYe+Zqkyngu8QP0xDo9UGChKU1PjYIyJxNMq4JWgTfL7AMIKjpyZqY5lpylUKVWX15bx/UAK90rVuqkJkHhGw2CXbnbKgaM8uxqiy/PnUpX9W1lHcJ+D9WxqG8D9p2CNI7S/nLa3ywOZQfKxbpFNl+Rt1c0wmbgUFGM3tNEMtvlVmkz7KXPOW6g3iJKo4xWrbBTcLvmVGKCKkQiVZA9Lm9cXpU+qEEoa2AtE6wRoQATbYxcDYsJLWUhZ0GlpbbRClp5iXUKFU3beJPiwcrBUSBG5KS0kKFQ1hYQ4MvfErLgCqbNcLPCcpwkWtKCNJ01wqhrHWvRi92TdttoMwrIcClNq1qVkOG9XEkzMdxS9sZgNKp1apUBjykBIpnPuKg2dx6KTk4ffPVjn/z+H/xLzzz3YjY/gDFzjpbpKU6ZGic+EjjbHSVNzZXC5NXwm/G6rZceCQI6lJGwwFV38YTlA82L4wGYi2BtGuQHUy/AgFfpcTMXDuq2Yn26GEoRI4O2SwjqI76tO96a5CSVIKJpkNy7HUXVl1nxo62POLtmYnSUXehIqKn1t2W0Cypck6dlgS7ZTnRE2DDLpodUiLAM0UzVTbqXs3XguZFFzfuTztCzSU5ADjUtVcGVQh5iQXt8MwP2XPrTTD1vTlAlvFxiZRMy6D1m1s291J5aIqOIy7wnozKaLTaajJv6o/4Z8mltpkcoNnLo7PMf+0z/+PTq2sZ7b7/7Z3/65buz9wCiD2FDpg9QFKh0upWBSIkpx0LQju9VqVWbkBOLxSpHdqu8vVXd3YBLxMakMu1ArO6NbjUC27Xo1MGTowdORYcODk3NTIxPTIxTaTJ04vTRZ58+NTaQJWKDAun11GLBbjYWHMjFh4eTg4PJ/r5kKkkxcyTbn+YrCh4msoHD+eZkrJDtbgca0JZQFFT9kmQpFhSjkEhh3Fm11UbDqCDJsgd4rF5GKwwM5GYOTo2OD5PHfeed9772tW9cu3ElFvP9yA99+r/6mR87efSg1KPLsLvcvp1y1wXY9dXc53M4/rYFKWZM1KDZcYJVn2gHxoAE6x1hm21OgCuNRzCCYMAaseFsi5l/6QPnTTp/qxdeSzyMkmPO1SMnDHER3c2Uvru+XAR9imim5s920p3d4X/XU9wuY4OzhLyZWui5kjJvaqNmxUqqtLPaAlPhruk2MhLyRQFfYox7cD7KXzAk4jpZbat5vz1Xzn1hqaWe3nUPYW6ZHVFDLJzVdXqbjDpwB98lY4nakzmjcDwavXjt6pWbN2iKFUkw+YO4UBxN8FTLkkHk1Io6NC2VTGMbCjvFtbXN1fUNZBp6OJ4vmTf+ZA0oWkP7i9dB918PHE0MipkIj6cv30c2XoRAN4Bk/84eqTCncAzUsVSJ1b44xFtT3HTzTVoputdzdE0cqxoR2G5igkM0hyJAbDaWFxa+A4RX62wNzaY2QbRXqXel/1RmpNoQs5XWAcU4gk4vOJvfM85mTh5JyKOIw3RBT256Lrx0sEOf3EcvmNhHqFwACSVB0JaLFU2GzYk2t9p+wbEE3LaJTEd2AMYUWSKNIhP50hxyERnIy6pFClk60rToYOCK7c0dDRyVm6YJEP0DIx/9xGd/4If+i+de+BCTyjS8Q6dJLQkkmKZkv3P9dV+WznRPpoLaes3fbWXSWfUeDyiVDR0rQdIbBMfZHKGYejKUXxneAo3mMDThaAmWjwLXR0fLXtWTxZ5E7ktpr+9rr9hV92Xm3IJvw9btRiXQaoji7t0gK1kwa9/guJfy7/RE3ZbjQVm1mYbvqf+xZJieNNh1xYNYLMM0hGw4DMA8Slt52RPrwm7QUM+bMOPqnEuLeGx3Deg0e28GU9vnXiNwTYwRlX2xJGosaWw1215RivX7DhAw+eZ3geZUvevExl3eqSCqfg+deeHJj39PKJVemJt7/Wtff/2NbxXK1ZGpqUOHQIQG4XBbKtN8UO0I5GVgzQrltSBZ1HDQvaiwV9nYrSwV6rfXipcXV967cf+PXn/3nas36G1zZGYE7KzeDdbDwckjmJH82GCaPpBbu7tMN06nSp3yg8b2emuv4GtUQp5GONClX13A16RsCw6dyoagRai+N1xY3pm9MT93b6lZ3htNt04M+U72eSZjrWi3xncwZaUdAGnuqdKsVMSzFnPElfRInxKhIFujE0OHDs0kk0ma7XzjjW99cOEy6ZZXP/LEf/M3fuL5J87QR88a8YtxK7vgulG7QVWOVmsolllqI+i7wynLYUlIx6eT7tecF+oubAiuQVPONphpEp3W+F7WA9GpU4fzm5/p3HdLk8jG9P4lI663Q3QcN87YMO58Gb7hRNe6YMnHtxlj4HB6N3MpZVyMW6c3kaBpGI31chNZn+73AnfBRZnk3DHcQcljpWbFjPVGIBoxuhQuFRAFepx5gN91tm3slaEfppXd3TpY3u7XQfAmmroDSaCVv0qoHSfRCSb7RrKd19AGmGPOPWvqUTzBxNmN7SKDddO5nFqsmFOsLo06R2LumR7VymWyfbQ/ITcJ7MXrCFXX1zZXllbu371Pqo1XUttolFClNxQEGAzm8g596SxFHnZSetb7ux7T/dOh3npSJVilBcyQqO6NrEZx7xG01W2QQK8TpmCt6qrSgyBgum/x4UNi/0cKDHiZBCrbCDpm38SbZJIsXNiaJFlIv62YldqY+2pVVZIaW0/nS7jlNP/fbtP9aULVU7tOYns25RFG1fM0e7+jDWERrMzMwg7bJ0mY+abGgsVkusiGaEDxrHErrbDVRgCIyC8yhLq1o+bJHtlxEdK1sb5TZluDzNqTcCVSuY9/8rMvvfzRXN+geOzWy9M8ae2mI8PbAz2SN/2jd96UcWHBy9Xy1sriXbjF9Mvgk/xHLgVwBT7HcIGeVBg3QR97FOc02oD+zPuo8xyO7ybzse+uuXhLb+8objrX2C4bOKrGmOh1jR0xUbaQgBDHFkud8NXUQK6AEsgCmUhn6khoV5RR7mkQXb2Xe7SxQyKN2hoTYRsuB7JB5tPAEZdGlYGyG7L0mkUxYkcbmMZS2rw0PglA1TmGd3YUC6lBbYp5HgaxKRmhBKH+oU3TODvFMDryGunodtjxLa1iCEhLeWAxemQV7Ub0IOgh7Iofzoo/lj75zEtnn/8QScwbV278/u/9ydVrN+FVTx+YhN2bTidtkJUW0kJ/7kjFNOV6da9S2QXHKlfXC8X7S2u37y3dml29eXP9zq2txXuF3eXK7m5rGYpWbRdWMQH9+euzV+8+2NrZtkFf5uWyMS16PkUHhwcIo2X0QFC73YiVMlrCCsSTrCmtokJhbNf6an27OLtQ/Ob17T94Y/5r35y9eWXeUy4eyPrPTkaP9nsHw5VAY7tW3CmTmNkl00+zHlr1aL2kLEwkwNxhdvXls7R3ZNBDYXfvW2+/SyXY5ubm2ceO/Df/1U98/KMvkDOyppvoJZffMy/XKDIKN4w0oqv1jqzbmt54AYm72AdS7NJv5rnqINqfCi7kvuCFiGOqjWD3HdppgIS0gli+EhUrJzN7YQGEGaIep8TCFEm+NQs2/pcddA34kl9uVFYRs4zV0otMzECpS7empSnxo0siBsIgrBORHku/yBXk4UlLGJtLMAt/Qt7e3YF9RyUAVRB0Gox/tyFh2oNgXJ0HhzUDB9gKmvtl92Smoxe2GInBvpaeE6HMgEG/xvtQgcWTkJVh91isoaERuuaAMMbj1LYPj41PqNxZKpPMBDV/lk6Qu+5ma9ECHZ4L5YG2JBpFqP47KLrV5RW4G8Du5EIYbOjKu8xf9RHZOPU6MDDIvEUZa+2hQ/v21a6pIaeazcvrdQQRf841/jRIBMJGvczIFmmnWDzKtiOHe+Uqzu8mFSAw/Blv7PeUdwsk5U2Daa2oTTWurQ8j6gISo6PBygGDcSFpz7s0moapR20it2jq0Zk+V9XrzLWpDfuCVbecsPgjmvxm1ESH27sheM6NdS6ALDTHhCUy42U1ztY1VsZMLq3UvLXe43suCOULYSl2KVkBRSSiq2iWOyaECjHUlTk2qiFeXtugvpSUMfoHWh79NMenZvDWICq4rJq9Xy+XY96Hg8bch3NMLPnlQp42mHZhdfn+V778e4WdpdGhXDIWHh7u54RTHqQQytZNOScLovks0TqWYsKAf2lrgy9dd2GTPofZGttSVto1iu99GPwMl8M5QTITiA1X1ZhrCwfdpEu2RRfSfskVNejQggZFIoKrQSud0VJ4pNmnqpG3K/BgDZPG3jw7x8Y0yML6Opqc2DddwwVD4lwViFxfZdNkqxyoaem33tCT/e41toPYEGs3aVZeiskcZY3dcakai0IcwGXERgtBnTNh0iRfwTwoaximREwsmT/9/EdmTj8OTerKuXcvnLv4oU9839/87/4/L3/01eGhPHwz2TpjrxLjqKqIIL3MpHAqvqq7per6VvHGnfl3P7j53oXZqzcX7j1c39wstasgztFWjXESTMvGU6hIvDGsakAMiS2XSPWxA2T76eIYaIe6zURq8Kg3P+Xvm+rE+ppwpo3oRBkmfSLAl9FqONXwwUrUfzY7gN1QNUsF78P5xpsXV3//m7ffvDhXLden87HTE+EDA55UkF5v9Nfa2NvbMdYxlOGaGjfgcTpn3/pnJBLRibHhA1NTbNKFS1e/+fpb9+buTUwO/rWf+fHv+9ynwNF0RKxpitlgc5olUqaFpW+dS+SOty2pct4OqbZjLAVtCT4rh7epwNbcSpoZtII0KnibdtwUgnmg+tOZLpMX0x36cU9n2Pfs2wZ+63BIyZuEWXzidIOOqEIkvZPRdt0QGTdJT0VGkkL9U+5ZQMNZdIBF4uKFKornMiIAQ9lySklHkX2ol2HkcqI1ion3RRK/25DQ7hDFYebOnkeHQ5FRLyhxcYkhXYa62tVdawA56T3aNHdpzYHhB5BNUP6UfMbU2MSxw8fOPPZ4X2aAVmxPPflUhmbytkAoKVITxkSBLQkehR/HaQ/l8v0k5G0aoYd6BYaX9GX7CAm2Nnc4GdiWVCopulANwqnoN8xzdRokk0kOjgw7IraxHv6ThsTUKWLZSx5IXylPI7SAKuQadEUwNC5IlhgeCp9k4gvVyvLuzkqxUGHotJcxAGrju6+mwPHEYOFD5TxSZ/IwNOkHi2SdKrS/pkSdHLh/SKBdJOWERjcseXPYhQtMnPSajJrWcZzDffruvudpkmMffKHWd+GomSTnBTi1LuXjfFTDOhTPwrATwczmldtiSPcooaKgBcJGjdS6zQezahtft1gpL69vOsK2xpFFYhMTk8lkwgnEI4PhglVpZrJ5hneKACYVLk/EJIc3ZTJZea+wufRw9s/++D9cv34hGvaNDObgIo0yE3N4lNCzQo8Z68Xk0gKy9bQbaDYKtfLc6tLCxpriP2PYKOIxl04OmzUW5fUO0tbC4oJJV4flJaqJnRFTlII3CRGrxqJuvZSh5+amkeIRSVh1fWZczMxrTp3GfMtx1OOa0ujBCMo+O8CKhbfXKgIyp8UQd9GObZ4gq2d7bTds7qdShA1XlOSsvjMIEgVtnIbnKm5UWQanixAXLFdTRaz9tjGzFbqoxYnqks27sw1zfrS0gHbQPCfB4ZIgy0Z1u4nswJnnXxmePLC6sv7666//h9/9vSOHDz3/ykemjz528vEngcJVlG4nFakgeCQuh8+rUo5KBcD59uzcO+9fuXRl7sEChPBGueVteAP0frCZ6WpCaV6z4TPobQZJZNJPHxtPRZNNT5py6YcL4v9Bia43fLPz5b0aLORsKNrfDibrVNJwBZvmAfJtNLsuHUMhhm82KeSEUGSm0+crNoO3V5r/8cLKv/3K5a+9e69YKE1muqdHQ9NZb4TSJmpSyJooMNltVEotHA9CbZ1G03Dw5cJ+OoNNT03R3mV2dvab33zz1q3buWziJ37s+3/4+z892Jex82KOgotDJDN6MDMUAntFJRe7ndFQvrBmDpvKdKkwia1Vv/dYnsqlSDfJQVF1uzrrWbBnDoeIIPqBAFVrA2zSaUlyDWA2zbEPYpjw2IHSGu0j46Q2bBK7ATK27i55Y46V2oZplqWzRfrDqtlcY33XRsPqPuwJeVWHTh+qK+ZfRAeK2Ekr6kMv4UjBcNd9P9Jf7gt6E9VoAcGTG6fAqQUhwPu28duKwrwqF2D1CJCSeUkbf+KRI+doGYOYfQBclAVQR8LcNOAumkYP0QI3Bxqu/bGmWIQv9sAu22SZvDzdDQcHEukUyiocjHz/F77wsVdf5Q22NldRbZwuOjYKQ4NnJT+6g762jdb2joyPi2JrgIrDkf7ChzbaJQucvnYl9+bKSoNSMQWUxW9t7Wx5cZaiEc4ARRKgVLsaILLH+nIWnbFxKwUlTiiO0bF4Zy6Iv6HCNlnHffKqoB7r+WLehYGpFq7YFvaoXLZJJooOEeqBp48eoQdsK/TYj10kTe5h9g0JE1Hw/rQaahdv1kXyYk6pi7AtdSuqpOOs7Rsha8UsJW9VaUZm7kHMZvXbW5vbkHJcKwfqIejnf/jgURNCPU1PYrWxJgx6VIcw6p89PpiBF6x4o7ZXLq7O3rzwB7/z7+7fuUmTS6rKgQdZnIX5+eVl+BYbNC9x5ZSPZJIrUaozv7m+QkGvzJGL2Ry+ah+WIXmEE7ojI3UsG8C5UeTrHDbnuItuRcZF5fMiaZoraFQHORamPZz15/VK0ssNVW7IsCqDh2wAvHPhpJhsNFtvIpuRP6VhbBPFSpV50ol1usRpmx50Ir/HEil8o1fnay+xh+ndiPl2MgS6bTvQhkZYGsQl/L5N3dGjqLDcCYyQN3uZC12NSdhNDAyeev7l9ODUwsLSW2+89tYbb3GePO3SnXd+f/3OVzqVNYA3OYtt0GMwXupC9irQo0q71Azenl14+xx9fu+urBXVACgQC0STcIfpE2psLlalhQxSZoIspuHXRBmqDdEucfbQQKdZevODB+9+sHHv/k61Cj24dPM2k3tWq+VCvaKjR++ScjNQqPl3y/gu5oxR9oB/U+9iFergHDxdq0tkXKR0kgDa5692gvc2Gl+9sPjH795f3d7LRxsnRiKnZxLDQLwUDvBrRSRXvK4KbjbqAsyH9ZNHjo4K0qd+cnxiKN+/srT0xmuvX750hUP/X/zw9/z4D3/vcF+fKRKDSeWrCKhS8IjLy3cVEcqcG4Bl8IRrfGAz3bWhLh2tknbbauXO3H/qlW4/c6rZeZjOdvSUtVPpj2yXhM4siXWe0U+s4YodU1f6KFGEom79U5W+cRUGhp6ZU2M5QI0mUSBiSkGmiznjRBcKjVxppJJ6gKxIDQ601l5vqO6arj4B917dCizeRT18tyHxdyPNqhrx2hr1cvG9YyRn0sTUGRX3NCbdlr01BFpaQz+j4BTECWa7HVaWrUXD52QmWdgFGPXAAU4mIsODA1ga5yzagDurrrCwy+Wg6eg5NTN1+MgRSOtMJKCuCQOESp67P4tngbGJxxOsCmQwR8oS/VTWVXHn+OQkQNN+O/BHXvK+ytdpsjPc0z7y/AzAUfthFU1wkmARGmxVKtOiEaa+ZrWTsRlKpYdyWWqcVXJvzOx9/d6B40pBANoIsEZurQYrKWutt3c5JxejuvSc3ZSFGgIXzJuw7zmtqLtzGKwyumYPTZ3Ydfafx+lLZxn0pylSSQxf02WZLwnjzf03P1e2Q0Jgs3KBqgR9SjnqcZn3qpBf1k84e5MKQ3Wm4DX2MkmfLs0qtVaWVxiUbMUKmMlwIpcbGB5xmTW7MYeu9HLCljnrUccsPWMipHIDmHE7e7vLly68+bv//ku0jyWvnk3Gjh49QH89AiHmF83O3iHe3NehZlZdfG957509XJ79DL6r0nQZdieUPdtlfo69yqZOSIg5fqhyjruGqbsUtJbaLIw2QxgE72OggJszzXdQ6y0VDah40gyyGUXbC+VjXRMVe36LI2QxVP1rp8Q23chV0twq2HMCoJI3jS7pXcvAcDfRlXBBGIqj/MjXMj9Bts8t374Y2Dr37IwYfFbRbKJj4aMb92C1n653usEH7vBKDvyp/Pip5z4c7xt4OD//1ptvXb10iQF0E5PTS4sP7l18d+7CNx/eOM9QKXo+19rEIXWqQ+pwocpVpoWe++DmB5fIiVSr3WgnlAyn0nHqH6m3V+zgUtDWa0QV9YAg5GTh9Ae4Fs3H1gtlv69eK24QKlTr1eJO4erl2zeu36rtrjWKq7XiZrVYoAiezma7FfhYLQYwgAmIWVOn1Vs74Wv2R7z9cQ+fqXBbjZNpOUhO3st6emsd38JGY2G5iGDn4qGxrO/kpPfESDDdbZV3K4Vyg+mkTHFAn1DzoqOASVVzDcBqHx0KhoE+RkZ3tnff+da5D85dRqS+/3s/9iM/+OkhtYBzTDjn95mYOwqGHQ0aeEgd+fnUXn179K4OuXw2swimjPcPK7rCGmuZU/5tf8tCE2dPzM9w3rne0lyMfTPjzkIPHmLLe7PN+RW+28PdZM0NLTfury6AkgRNqVPuJJhWhg3RpWe21e2Z3jeg1SJ0jFFb0JZ4GKS3NH9adc8WTCmcdXCL2rrvK8He32FKWzn4tRb9g8Q2laYVZOUEWufOUFUHUAj/QMWIDoHAkheR2tILiEi4PoaO8F20N/pI1qA6MUYikYrjb46NjnBKGZQYCSbcUBlLCcpQas1l8GXvMCrEHOlsbmR4+CMvv7yNtF27cvToYZaDXnHzc3fbDXULrquve427tIIH9lIPNTY2RkdXynSthaqxlF3oYcrYOaPyRVzjJ5kRcZPUUUpJU2kRy5Or/7Eqv0jfBPkC1i/iGxvLofFieMpUT8QTCbd2CAenBRYRZQqcuH0/0r2nuY2aR9wzAs4GCxORbpcVtGoT5yNbP1P0mcypJbpJDVFV7VrX2Vo5CEp17NaczEXpBojomVw6MRqPa8Mc0qWIDajK4sTexFzkScl2lxHxtquwM9TfQbGIdk+OABiKCSfSZAIgKiFFAitrG+ggOKCQ7/BrRscnIjHSSNbX1BwqXusQNEMzLKJ+ZG+l4mhrSW3z1sryva9++fd+77f/bXl3KxOLpKJ0lp1+9umz42NDPAydBahqtlZLyusqqnJAjVA/KUUGJfXqnXhmY/0pbW0b0YtL+FpnTci+Vth5ezKzovebVylisqVrxI9SpMLhFUVXcmghvvEdLWrR2/JdbsIUgrPYzmpJQRvT0wJNeX+2U+ZAmFtuv4ZoSaE/KipwNo8n0fK6YYzQG9UFVxvdsyDaUaepesiKmX1nqqxqwdDOnkw7Ie/BWc7YOGDP3AXzztwhsEZcgfTg5OkXPhZM9M3NPXjrza/funWDkVOHDk0PDw9SnEVMQJO4ufurwnlbdWhykKHK5dr6xt6VGw/e+eD27P2NUgmRCvtjuUjfiCeZ64Y1sABCPzwuUTnUsxRnVY3CkRbuFsYlcwXm19e+ceGa11M5eTCaitUi/rKnAWt3i7S9v1Hy1Iq0jaJxKw5io1qhdqyKh0jzQCbjtXzUHebjvp/4/BN/+TPHvvjJ6e//+NQXXz3wvR+e/MyL4x9/burl04PPH8w8NRV7diY1QUfC4enI+CiTZfuD3aN5z5NToYFou7C1ub65Y2EJla8lbhYF5hJcwok0MCnCJK2xkYlyuf72W+fef/9iq9P4vu979Ye/+JmhfNpcf501MwpWl2GZD+2/5bJtS3VMndg78TB6uFSwm6Bs3qp+LGgIyTU0xhIVPSvvfI8enmKAsEUgZnHsJ7IMzrwYaKW7Eqxg+IYxAtxe6wQYhKt4Xm/CF1BHwAtp1sMx0C3raKqq0jIrcmVNchyOrkSn+aIKaqzQT+9mwLgicF1c/VKtiOXPfZiitfy5OW/Oues9npZC9+9ys/YTF6C4VIkLkno6WpQtQ6ksE66KwtXVjdnZB3SLT6UzjFjnlxkkQLSrtXaOEyInDJWgRA1zTAGagbH4nbE4g6Ma8D49feDwwYM04rh/587C/XuBTntnbXn+3s3t9fm93XW6nTtlRo1039CojyEZyu71aJePnsVWzGIDeyDtKf+wjts0kOSGBUZpwrnWgT69oMHOGrEfpP6gvmFpUGO0eu1xNuzSCAKtyNlrMWZ1+k3vOb6Gw7t7YJJ4X6ZGbJn13m49zdA4QXFgog69xRuCto2/uP/hNIIBUi4O6P2+C1FQGhTs2aXUh8dqRKzluLUOshBEaLs9sj02Lc34VAUJtFrLcFlAQpmPISKWk1UlQ2NjY2N7e1cdPej/oU4fMTg9wAJmAvdvw5lql19z9y8tjK4UO6uyt7W59vDyxXd+/Vf/9ZuvfZP1yqRiuVzi9KlDzzx5ZnpiJEUDO2PCfNvZVjSlxeCmLFOi8Ih+0jYmwJSAaWWHFmo9DNDdX+F9AXbIl0tRiFJsyT/Dq83JM/K8eIPG2XbRsY8sL86aCqSNXeQSlNZB3MmOId/W7pXbkiICH7MWfwYFcPYlN5R+2SQRgRwB4RuW6GX8O7WdNltRF+5l2vUWNsnCgigVlVjFi57aZNZVu/WIV87xdzUC2mkh2I9suXNHtIzOeJjmc5kfVFm6f+TUcy/4Y9H5+3PvvvHWw7mHg4MDEzPT6WxKvd8DkbsLhUt3VosMw4QSjlWHSVuuzj1Yf+/irct3FrZKTZqDdSLJSHYwkRsKRunrRQUx7ZBLtSb9J2vAYCqBcZCMVtBPKdjqyhqFHpVmcXFzfq+ymkl28olONlgPMLG5tNvqVGitLUqJ2GeaZi37iiZptyF5d32xte3qdqFG482nTvU9czrzzOnEM6dSz53Jf/ipwc985PBP/siHfvKLz/2lV2e++Or4x5+H19sf7+sDiWbKSyLOmADvYKpzeiI0FKkvP1iYe7C8sUMvxxoRFl0siHRcsC7/HJckEskN5EfHB1ve2nsfnHv/3AW8zM99zyt/6Qc+15/NWadGJ3LyN2RODKi1GaLSzOLsyNQbuKV9U2ZRnqEKAB2BWMpabiAAkmIhl8O3rJklRbT3Drwy+LSX93PuiwTd0E0RBnQYDPpwDrhzb9Tf1rmU9g9HArM+HBJSWQ4ARvOilDMxFSNjZ2dMQQtgpGMGy7OXYykiv3sSvYFyIgqncbBN8Mw8PVJM7oudwlaFsK9aNRfQlen2rI252HZ87EDaeTaNZ+a3F6rbCsrRbTQgl/HGNeYaYbhoAt9q3759e3FxhTk01JTyO6k4U7tzOgYKcABXaAUoFoUlGXo37hxtbmV3rwLXU8kddZRgpFVUCZBOd3xk6InHTo4N5arFlbm719dXV11yAdri4WPHfCHqb3FUHQfmuz8sWjQN7qy/kDk1buTuARjUK0VWkOm/zQrdWRFpRNsUIhrImloEVHJixubRBzeGESJ4s9Zh2mcHc+n6Jly2aJbJccLWcxycxf62Ndm3DUY3NAfYUWrdcvf+7Jn5Rwbf8nU98WagJA32eQ8bMyFxsIgEChYRiVkRcwh60Y31h7GsO4bU+s5RsMk29nhcQtgcJtbGIaBbntpIUQ7oDyRSmYGhIWexnBfmMi3GULXclEwXcxXpngJvZmN7a/H61fO/8+9/7Uv/1y8tPrhLZJdORMfGB5999olnnnlyfJRZk/SUitDPV1JlbjScN8udqRTcfKzeOlXhWQg437ejvQSJvVQkZfbOWaLehxHpDf0l3JWlkj/l2lao3JvrWLMHjImI/Tp3vZBFkw5cHymYLDq/eNeGVBktE1+OQylbZvkUO7YyURpKYcecy6FGg10ynAC5Ku9XlGHippHvLgNi+U15lrpp6zgiDeB4oiyi0UBYWSNaKJ1HyZsgglbH74BT/qXG82pVa79lo6+Foon2q29a9CTODgLRivflTzz5fCCUIBb51ptvLC4uDg3Co4QxkbaW2N5UKh3r64um83SQgGyBfaAm4+bth2+dvz6/ChiFFxXpJoZ8fRMB/YqvS2uDne16YatVY34ogBFsZGOhabCGAnpIonxBv2V8FVgxtb3SvfmHOBRJby3uq+3t7LbKFT818Gpn1wxoEiXRmTXjMdib2J8uW7ul+m61TVXZ5uqiXCEsscWOaoMIFXln2VvbTCa8/elwOk6zsLp3+b5vd01dpYCmATeioYn+6LNH+tLB9q07c1dvLWPXKDYhJVODh6Q2RiZDUqWqucvlkqMjw+wE0+Yvnb/Cun72c69+/vOfzFPqtF9h7saDWYTnchwO4CcfLcDIDq42BePfi24tRyI30VWTy2cxSqc4GObUyAFTlsLa9ElSNe9WXQus8woeicO7BFXayyTqlphDKVkcbbxCdU2x+EUyLYRR0QMVDryG2WkKutXiSZPSkFnN7jHUS91UYTD2FKLrrKAkNC6BqXybwav3MScpRO6LldWE4L/Q/TfGpHJEjb4jeKhmQXhgya/cHbN5ztmU02CiKjsjhawxxTyGtlfVULy3oEB6adG3gq4/oRA1pwsLi6iYza2Ncx9c2ins8fuHDk9D6LIaKzFOVT9lLrpLPugAma/OQaD/Ac3u6OndSyeJu0p5c21lbe3Nt771e7/7O3du3SAQvnt79tb12d3NHbp9HZiaZlA8zifLjGdntr6XxdKBNzKMgBxz1ywFLmTRKj/Ja5C9Aw0u8UoOA0eDAjjo1IY46kLoO5tkpmfXKslSKDKlAFjdcNsYRYdvUEcgIbAmIepjo3XsMTOswbGOWy+f6hwOCZldTorZ9Q00s6ORIGIVO/eyF8LYS1EXtI9Tb0Gj5OhN+SClKV1stB59U7tmpkgvsgQZeyMqpAoSNELXSkYwNioQdVULUH4xLW0S24LXuCwc6JWlNVwvTd9STBLM9jH0NC/ykN2SKTsVOhtJuQnk2KrSBGljr7C6vjJ38/rF3/mtX/+NX/8/r1+5GAv7+3PxvnT0+NEDH3r+ubOPnaITOXQMuNJHjhwfHRkFTeRJYPnwINiVfZTAxb86s6BewB+q0nPUWPJbKhPp0b1NpysSMvdOH7L/QhHMjLBjSrS6GboyVxbKa6/tGEsMdUyl6XUFa4ZhbGjnURoDTYF5Dz/Yt+WOfGIG3VkVxMM19lPLZKVn5aUqjnGYtWER7tzaLxpb3yW01LvFwhUhegZ49lwQQzgFwVs8ZahjLxqRsbeKEuOU9dRB7+lFGdfLup54uv/Eky9Gktl79+6/9cYbq6uro2PAk+M0MhZJSALPOQvmBwcZFcqeUvu9ulF4/4Mb127cq1eYBgYZl0k62WgKYmS4ulcobsyXt5ZquzvdelMGDndX4Do+MJ1KqSDEjngTkQhHnM4UNB3GiWlVvNtbpbnFeQoAWUxG1SGRst1KQ9cBUH2M/GlUPa2yp1PzNCvN8i6zkKNq/+qt0F27i0nWGCYvvY3VXJnUS8egqgr0XhLpBKvUbjEuD5vFXBywdbJcsXg8m0oMpBDeJvmXhwvLV6/eefBgDQ5/paTeeow+sHDWYUEIeSiXybE4KOkPMCUXLuK8/uDnv+d7P/sxYmgbsSATLfDTNdjW+pqKEC5vyQsTLWeezMOzOEUBhAwMIg3zl+Jbw6KkSSwvIsfBCkBkBPazIpZEMZ/XZEVxqcm1/lB+QaJi7V+N5GLcdQPZ7GGcb6kKFzN2cIDk7jiX03mpCm2sA3Gv1Yf0uxx8YR5qYGpuuBSSVkaZB1UfOU4jPUqxR9/tp8cj8BT8MCEUWUpyXZhlgbVuupdedHCHeyrzrIWyOR607lj5Whw4nybvtejJ6KdvPEUr1lnBv7m9+X/96r//n//hP/vSb/zuhfOXpS3ltoohhIC5Qhz+12RWK42x1gKSZjVrCkJqExytpvsqnZOmgQYGAfEbr33r937vj3/nd37z8oXziUgwl4ycOoYpmSBHjhNoqIADkXof5j64J7CbNrzZIUpaWFO4NKzmpwQ39BsksNprNvcoL9RxxyEQ1iHFud/Bwm1qPBojNKbnKfdvNRwoaMS4DvHe+L8OMdJiPvKWnWJ0itgMZ+/WzNgZDm67aFWeNrLGtM6+H+5+wYUydqX9bAQjYUQlsXJa3afDsyxpIgaABRxKhyj+sBSVEQPEwcCaiLbWpCoER4Dx7JpkRdl2u7W3zUeRVIR8ELMlwyNj9LA1MbBcr0URBstgpfaqxeXG3qK3ubm+NPuHv/ObX/qVXz7/ztvBTnt0IA+l8vDM+EvPPfXyC88+duLYSP8A1bKJZGyIprJnTx08dAA/DfwJzVirV+iy56qOnDjbYzL9UEksHUm3i4YcSsWyHk52HS3q0aa7AhcdL6VUXMa0V0bU80S196r5sqJBo2U5nWJTzgVgqKuVjKXVIRr+K19Tu6a91grYQKOe7uDH6stqgIY10XMln4av2zu4GMSskKEUvTSYpMaQDxzttvrpKvXeUx4KZORhypd0mXbFJfsooCXwHQStU+m0nOHy1tu04wnFMsfPPBfPDj5cWHz7nW+tr6wwrmp4ZDAYNU6n8AG1qrVCedxJatari8sr75+/8mBxjZbAWPT+XHJqfJiGmV3oErub9KCrFtabtT3KgQxgkW8d8nXAlNEkGt3KAKUwE/milWqbFsIwzVWM3/CRoC3gCeK1djxFVLgtnxX3K/zFMwpZcq7D1NRmyYNTRzfoaoUHbLQ85HAbbbpakOXzNdScP0yL/qY/3PKH6t5Are1rekOqVNWEGE+l3i0RVLFIkUi1U7+3uDW3uK0eV94OXetv3lq6fXdJPXbI7GPoeGj5tfJheA0ynk4khoeHuZVLVy9fvXYtGvZ+4fOvfPilJ2MRqlZZMNUqiBvRw6RUauVo+s7PcOk1baeMgvZGut08Gb7C4tIw2pJxpvcMUnBIZQ8ykl/Uqy1zIJeLOowHpkBY+FRPU7uGCQ7ttFnMFhI6rWfwk3VFU/jGNVQsZfdg4WzPaYfdS9MQTe0zeEZPgBtpQqGQG0VqmLESoDpJ1vBBGVwVPP75jwTooJ+eUl71DbYyrX3N5ryqnvrqAeJ2pk2pSfPrhwansxcsIXrfPKWWkrKB4MEDBw4dnDaub3O3XLp+e/a3f/cPf+XffOnGndvlWpn4yVFT1EtEnaVEITCBlr/Mn9VKle+oEZNK43rUVSO8esO0fQnHYINogEKttrVRQMKpiT04PX7s+FGYw9YYVaPHXFTSu+d9myIz5SIK+3AamusShdB6ju/kchn6omICeaytYmlzl2C4qS7z1tmlB085KM7jwafmXVzXFrsSYTWeTYiktPK49PTA6RbFR+hnD7qw/ZQdNnvm8G59GvhvY4KMSalm1E576c2cD2zvbkLo8POeXddzUESin1nAJazJMCczzaaibFVlSDRJV0UJttRW5Sb2s4yJShEbDN2UKrLYtru9sV0p1eicIGYOXmsoODI8ok22UFKKFoBSjTSpAFvZ25qrF2dz8dJIf2Dx/u17t+/Aq0vTVjYVnxwZfOnZpziOTz1xZnKcJrK0MGuDt2cmRoKpOKOeciD1moIcYB4380FEXuiJu+2RffIcmlOghTLei/vQ344IzYK4dVMGlT9D4EDq8mIEEuNHKdToBXi2pHj3EFNC4Fo6+/yKggGDVwwIBxuwAmGdZnXxc0tqNXPSfxwWU//WbN4CDcVDNK+zyfPsrmAmfV/vbzbXVItpGpMVOQE6Q+a4yiSZSJkfYBise2yTNCswE4fU5bkkbK5TVu+UGkNLgaclUHWWlHL3RZJHTj2XHRibX1x4660311fWVKwzMgT/pWduZcsUoKqTM/Mfy2VGV7137urmdonEYCASCCcCyVwomgCGKXaLy97quqdexVexpJ+adWnEAPF/p56iy3A01KIMXfLfF4sMhoN9Hi/kGkyWmhLjolRrnVKlVdjlvWzqnznwCjHNQuOu2GgnlfzQTXhnfaNd2fW3waDqW6VWsdapMB+MUkfsSjtQ74QoN2h6aLVAP+VY1x/RNBcmrdFCzbqoUUDX6FT36vXLs7s7lSAdmDLxSDpGh//gxsrK8sN5uhOrzwsdrfFQrECdxQbdgdGfTsWHh4ZYywsXLly/eTWdDv3wF7/vxWefooJCGVxTH3LzrG7J+dz7iQCnxJXuEDYgB8hGjqogSF6/cCslScSsVR8Epij2TrLTCKaUXFV7L7pwI3udQTI334mEkCwFga5HnwnKowJY+1X9EgR3PZHEUpfEgDEvkfuwjhVcpuepguJKdUsMeSYmrdF9ylQNFzYHa99vM9JWr2fon7cjao0FuoUnKPyZTLJrT6zf5LHNaXCRiUFcLgVsgu6+q7+xHwaLASQHRRACGA4GCttb1MxzcYEPQe+Bg9NMSMxk+xlYsbaxduPWtVuzt+fnH1AYgPQKyrf4D/IHU2wg/LEHAEtEqXTrkiGxdijukODch2h0EIri0zQ0c62ztV4s71ZZO5yhvsE+hr2pCwGGRDXmSuO7P11dgqygmUMHJTklZTEfOrEF/ZC3YHRoX19OejMYok/Idqm8TS/gskbQJ5mQGRWab3pDHwkCL2HBVhrpqLT8YcRF5eP4Qj2NKfm0WW7OgJlA8DWRYkhdYmRj5PHrNk0OXSQJA8YIuj2T5d7PLIljS9vd91QSujOeSBmbRBRkS+U4QoMzFapNVjMYI6oZjkeAArSIUYGpjw9hk3Z5CsdaVmDUISdJXQetYgA+aDZGPMKAYzK04lRp+AwFBsWVpfmLH7x5+dw37l5968GtNw+OJw5O9t2+dunahfMRXzeXDB2cHnnm8ZMf/chzLz3/+OEDFK4zf4mOCJ7U0GBmfAz0cndr9f6tq1kMDl2q40kL7Dp0Gla9i4vGnDq1/YLBqfpZ1eJZp2r5+6rAt2cxC2rmxyyx4nbz0zDIhl4ZhK06MF1Y4YayiDZbyI6wG8sgD1AcPivTYGdcOb5ZaCpw5XwaG8duzWjr9lNZK1kYh1TIWphh034Z/KBdM7Kn7k20QQPNLSzROA+DrDQNXBwuZMXRLYVgKLeijLqZGFdY6kBx6RaLO6FkGjNMH3Lt7ZjKVjH68+Dxs4MTtGJcv3Du/dX5pTG6+A4Nw+B2rrB+RyGzvDEkv1CsXr569/K1u4wiFnbUae5V90hOc8q2t7cqlSJ0Ez9DpWT32EKpSBJO4DTWR6cTxp4ghaF0KJToSyWGMsHpofDUUOTQ1Eg2l9AZA2o0MmCpQn9Yddrn7TnallkzfpvBzWoPSUtQYx8ClvrbtY2d8huXHlxb2F0rtrdLeKWApw1S/LCUGWLAzrOG0MXUdIyttlGNerh2u1oobKyVFjZbGsFC19eA/5kzR1586tiZ41PD+XStUtzZ3tgrk4BH1YjYYvlqMfxwbVPJ+BAVCI3auQuXZu8+GBsd+OEf+Mxjx4/wyNbe15qq9dx7a8mlnuTudBvaZNtvomtFKAZe6sfKxuHuK+S1nwgr2gfhDegx9WBtEYwP7s6AdIdauplBMQan3a3FqpZEt5jXSY1knHdUblBm3n7HQV8mIpofY3AcXlaLOJD8rnm5cuUVk2jENptit2uJxJ6i1wQTpbzEG7EWLN/1EWhHKGQNwbYiyKOixA3e4mkkoq7Jj3OHBWEYk6a3PlpI2WVkUpMkQDHVR12F+0Zi7jBbdq9YQDUODQ0AVty7d7ewvU1LJaIFStrqjSozakp7zKPd3NlZZ0c3N1aXFhfv3Jm9devmw4f3V9eWNrfWMXHoN8dBMwqUACgYONBPe/B+o72zQzqmV22eIuEMaWO/OFSAmetI43Il9pe5eKaTHbYlf5YPAT5U76J++7LJQ4emoCipeUYgCB+lwJQecibtbjaXo368p9Htr3iM4XsM2iI8dHiV4dvmoSgSUHZNlsyOrkutWedmWRH8tIB+2doWPOq57kRBq/gdH44GtQ809myIXHPniGp2vZIyahZu5sFsgwZiq5kOk7ucCVE4wjRXJMVmhlt2xBLylnmXLdHkDPOxJLpUc21s7YiQpN7hojz09fXxeIWdrfW15dvXr7z2ta/+3r//tx+8/bVgp9Cpr334w49PTA2d/+Dyn/7R1zCfhw6MfOTDz3zfZz/6kQ8/e+TINNNbKV8nMoplsiMHDqf6R8FdNpZXlu/e97ebjG3nCZiVR4Ked7dpq7JsZid1JF1sjN/Ms+BS0TlYXVd7LIJHXUHsoFkZnunwoMpAtAMUMjMNQCQOAzIRKnul9aju9dEyj8KFifLMrOBQFE9XgmNsX81osUSJSxE5DBatShBizRKxJa5CnW8qg2U8ZCcPPb6dqX6x3vWFVtqaIeo95Xaa72bjKe0SZs2EM5jJsbIedtwKI639sLHyXBmjEAtZGutM4/KOoemZ4xMHj20WC+c+eP/+7fvDcCSGBoO0RTSnkN8Q311pBRJPdQZIfXDx1tXbCyXwQ3FMuiAG1P1yyXa1Vd0j+U3uRjbS4uYGrVmp5AhakxbeW41Nib2jjHmPnTyc+eSHj3z2Y8e+8KmzLz55cGwkFgqJ7MHJijAfkFZ79DmRWhP+JtqQIRsu3tIJbzQpJjCdo8XkyJQbvsv3d9+5tnh3fmdxBdnb0PwrlQjT9GuPNsSuMUOVvKamPSvW1lQ4r7+45zl3efXW6k6RhEi1Mjky9PwTJ588PfP46QPTE8OJaHSHGRVr6zSix5QSl4DAuaYzmBPOJd3GBgcH6QpDindxfuHY4ekf/sLnpiZGZdmdg/OoHESJNLdTPUtieliSZrSoXpczlVUoSWK7iCJ3hU692EMCa3wQ5xM4J9EaAEltuaaZSmGYsrcu15ZhsqjZuZV2QszxtxpD5EDGTSlC1zhKvyBpUZ5W2k6+o7V2aXYZ62oqlv/FQeDm1ZfVDcTQZZ0HbGdQMxScI/LnPgwRhvkY0kM5wrohuWYlFHGaeOvEuABk/yktCrdlY+vRGvyOKiqsSTFEcKBVOj9TwMavDY+Ofep7Pvnjf/lHn332GdTE4sLijVu35h48nJube/+9d994/ZsXLrx/986Nna0tkqx0maZtNU+9vb2xurrEWu9ub9NEzJqbKXZH+LnnaDys1up1gTL0QVhZXhdrBVQqlVIfc823U0WIbtngiF4U4nanZ0vM0veWx/H2eoaECzz+xJn+gbyUZywCZlRtd+Gf8+pcXx8dwL5zBSMkkR1XSi0xlFg1FvR+YOFiVWvCKQvWI1LLimiUHrEV4ZslfLWNPbHSvdg9myRZWLn/nf1AxPZCsIB2TK/GzaTQgzyHIGhr6CuFK+sAjUIFMGCJ1utXFgUv1LLusjQqRdTXFj1bSy/nIHATGnO6V7QMnhSbZm43au+889af/vEf/vqv/ptf/7X/6/Vv/EdGzp04PJ5Jdp984uDx04fL9dqNm7NDw+Mfe/Uj3/vZj7/ykeePHj3U19+HINO4DGkdnpoenT4ciqWoNX5w+9bywwdwSJFNSD5g2LpdympNlM3jt+2yZ3WC6wI+2yvDcEwlO9fAilhcunF/f9CatDPlmwGKpMS2UpTnAEh5RkJySQPwGsJpG3ruBli68kTj3MrDVcrdJcQNItcuKjwxH8u2jcugGRVLyAJZbgRVqXoKa1cvlo9NL7EiHzJuao0pK9mLHWSojDwutj5HHJgNz91aQFgWd58+x4UUfFjZkTAVFSAabOL43kqb8i34h1IK+bGJAycfL1SrVy5dmr1xO5PP9o/mAxERi2QJzCcjqKzW6YVZQi+/e/7GnblFCnRRE/J+1Q3KOD3+kNLaNudIaTNfOxLsZCK+JOKrFi4yBsR1lBvPTA0/e2b4hScGnj49+OxjUxMHR9OjafIejM0lYw+wyJsmo7GIFVcb9GNwivn1sqgYXFfKJOTBQiX8IeHEQI88kH9vz0cV/Mba3tZuhQ4r1QrCSEiiskWBsmZ/23DaIPDWWtul+t3V0h+8Pvsn785uEVZhA2F2R2ACaM5pri/LVCQcl4FMFvJYYZ1yyB2KWtqccZt7YNiFnKdMMjWUH8DbPX/xIjMunnn69Bc+++pwNgOe5yYNKKi0sMFSxW7iGYGZ7J9jRTjI0w6UbAaQN8CDfH+FdZqTY7l2bbMqDIx/aFCVwGWDSuRn6LsSPNkum5zKhfkmBYNWxqgkuNS1o6qaw6FAxcRYAAcgTtcXbVMyqNlnjuZrSWcW2iUVLfurJ++Blu467qTIzxVDTN+ykMIgd//P/uzPfqce/N1f+T84Ik2yVB5pZxbXDI9cEZeQMC3mgjhn8BSkG5HGzgd/+nxbuyV0UV8mDVgObkLLJ0YQCSjpdJh6dG9u7oML52lAku/PPv30kwcPH8SIFDa31H2BkQYKq8sM0dze3KQ/I7vFyObVlRW4XvSBnZyceuP11xcfztvk5iKRDetOAgZy+ubGBsWIcLQiwejo8MipkweYK0cG7fXXXy8Xdoycbq6O9dG2T1NL8go0j9OwLiPRaSKUJoAwfTsWTz7xxOMsArQhoMyllUWqcPklRs6RgcikM2cePzs5NdaLaMwq0UP73Q8uMK9tamqSJ2FDXHG76XT1l+ylZGnBsrutilJ4aOh1JWPkmXIT3KjCcRt34/wOZzkAxVhgRSpmTnp6c/8Lty/6sKOY6R987kMfTqczIE5G4RUZHNUPFY1SDn2Br2Y9tRS4KmtpWRNrpWw5a8dEFEah8gfojN3OnZs3H86vgpeKlB5UGmF7a/vOrZvLi4v1epm3pbHrE6cOf/jFM6PjmaefP7tD+78LlxikduzoCaaZjYwM0a+by29t71Tq9f6hkcmDB+M0gW63NtfW1uYftsol5SDNFtKl41vvnFvb2rF6ZmuCYgCgnTiLSOxIknzL5dLcjFxqV6BnL7CVdrkva/rg8/+Vn/rpP/qNf0PrQBqFsUebdBcnaGYIbjgAlBtFhojfGKdMYgyuHqMsqN+uMDmYdBufSCZ0CRJGquG0roni+0nHCWxUqG6YUi/WMPKh9KDcRTmPGo3Debcbctl6s9MOi7CjqSjEqJxNOfrSMiafyriKPwvSAOgJKKytx7oZJ2ffB3IZNiEXCv7VfY+AVispiB81xnz3oZNPvNAJhK/Ry+z9dxKx6OjEGGVGNkBQTAEBgqhsaiqaTQYAnb9wfXFlW2UILQ+DFXlnKSaq0z1egNxKq16sVLEEMfV6ISMCg5EiablrrmgEd2t8fGDm4GRmMJYeoKVvEGYfOcUb9+//ydfeuX1jjq2RVmnVBjMACZwSqnfB5YW9iroil0iGzWWGDDW3bXUUIcWUiGm7WEJN1HZLzY1ivbDHZ6tYau6U6puF+tp2bb3IFCzPerG7uNG4+WDzyp31D66vXpkrbtfC6DbypRpqHPAeOzRJMdvGxs633j2/ub2L1Kjex+eF5mXev7HcdRQVQ8iNtznK2AyCIFyc4ZGhA9NTSMu9uYeAYYZkmrGwbIIOrayKWRerQtKxtVHwtruiDA/3x04encymMgrh6Exo8/2EvbtCCMGexgqRvCv0s63ouVTODUavgt/UKwVxRm25zDaYV6N8iQGz+tsyr15vudld3PFFhqaSB6bxXmFMOM1jPxQPVaiu4kybalRtFed3F+a2UGF2BeV02GVJje7EiAAKjgPfbUh+65f/d/aTbARSE2EIGq3pZVkd20d2z3bZUQ8EjOpUKYS31JFtNvy+rQJ5jm4mmWZQGf4VtEIONmV96UyG39vd28H3YSj6vbu3rl27uL21RVQFvM5Bk4/ZaUU53L5QtVpGw+JzoveENrXaZF+PHzsxd//+8tLC9tbm1pZKVDfW1hjhyUIN9A+cOnsmmcryrPm+HI2gI5EQcDDkYEAzVAuxsvpGSSmpp5rpZ4koekBjUG2CmmYfaSMFzhKbM8338SceJ0wg8Bzq72ejmLTFumFhJsfHn3vuuRMnj2Emnf42k+/dLu698c47VDBOT00w64ermlq2bmJqQKbOymJkQGkqFvgpnbjQT/TA02JaOlzlDqY/JI1WXuDstXoD0drSoC9nupwq0WHrHTjB8wbN+vqGR55+4aVkLEnYIGBd5Fj3wWHBkNiMY51dOpVosLbcYlUsCt9QslXHmOWCXd5mcoWC02b98qVrG1tFYmMo+X3gfckMKww8BdwYDXgGMonJ0dwrrzz5/IuPTR0YpRvT3C2y6750IjvUP5BOJVn8tU2GpK70DQ0cPnE6PzaN3O6Q6Jyf293eEAwkFFa5DVHTOp633rmwtLZplDKDVx0a60JfHSytAGw6+iM5Q+LqOEwQWStlpaS21d1Vre9+8qf+2v/6D/7+8vbO+u7epvr3Ud2jY6OJdzQt8Pvhf1EfsVWsbGp0axU/d3u3SiX2drHBZ6FUL1Ubu5UaHTuK+qw7XB4aUqkOO62xV2vxT/nz5G1qnnK5U+I7FOhVgFFalPNpaF8dXQ3VlVQ29hzspW2fTDanhE9fKy3J7mDnW9CNek1qpF69bSa4aw6O0DYHJcggmWaznItERbCtfBHXrauHgZMKSB8/83wiN3jvwdw7b30LnwCmbySelJ4UYV/UMFwUysgRwpW1zXPnry+TfFAIJS2E3hRNVZO6mW6nVs+QTDiXpB3DIIUwP0OhXtsIHS05oLFUZGJmrJuMbHf3lssrhb0C7UgeLC3fuHn/tW/gY5EVpqqMepFaLuXFXCuVq6dyRHSJgbFsLLTWLls/QcMLRHJgNwNeKh5RMvWWt1TzbO61V3abK4XO4lZ7fqs1t9m9u9Za2AksF/1z28357cbscmFpo1JtBprdAJwxi9bqSVLBmhtUzvfn78+vX7wyV2B0Xqc9kIkP51Kg5XgP4rfK1jq8yeEDJNK8OH9IF4UHrPrkxOj4+OjSytrC0ppwCPMOTMPK9lkcgGjabEs7mSplNWNgsww8wwOpE0em0qksxgOH1cYbqB7bUAlhQ9pYp6x6joMxsyyGdvAE/mBhe7NWLhg2uM8JVjDqvC5Ji06KwVK8+N5y+dpy3Z8ZHBrMBz2VTpcWzfafPDO9r97PtWcjWq23dh4WFua2caHYCCTBDJULW4xCYKR6dU/5rojkt3/5H/NatE8un0lmE0i+6yXTg3B7sIHhvpY2kZaUIMvBMsDIW2t3t3bKhMCgE+QYuLNYNEFlOE9FxRPzUB8uLBBeMFuQ9eKQrcsS7CpicBXWng7cbcD3rc2NHqZmMYSKRT2eUydPEnzMP3hoWWiBaJxUuspjS4BJ8bUPHTpIlHPo4MTU5IgKdH3+b7z2GgttbUIFA1hJgEEZzvBZuEfsIq6YdlbpEzf9TfOwQ+HHzjxGOCJ+hT8wOTE+TLfJbN+BA9NPP/3U2TOnGPj6KBxx+8Fo0TfeepuKTrq/0ZsIcdChsCZB4kH1Et1KP1RK9D3Em4vwHPUqQ9wsUpVxlxekiF/BqxE2LCbZj0iM3fEIrnkUTloOxsWePNXA6MRTz71AYV/PYFieHQWgUSvy8GUrzP/rYEa4T4snZWWNxmC92IT8U8HkBnh4MNg3b94mCQmtLw3FAEKnDG6HHgWHpwZfeOr4s08c/cirzz79wuM017h/e3blwbLhHD5IgEjC5tbm/PIiw8hOPXl2YuZ4KJJHWa7M31mdn2vVqqrQ4L6t850cfFFBfO+8e2FhZc36v+xzY0zce2bb/mKn8CghW9hB0+mVtw8dA20M5mlpKKpv2dOf/Kmf+f/+0/8D2gY0UAw6VsZINmqEiz/OUGgMCXV0jGet1IFuUP1ofFhhvJL2HgF6Bu6UGiVm0jRkIcr1doUX8Mp6m39iVNBqexgVUr61TrHSwq7sQe2rtIoViEkN6K27sj3NYrm9U6nt0D9Kn03+LFRbO1CSqjUGvOyWaqVyY69U2y3XQWMIhjgCNbpOt5vQ8jF4FoqKfdHD+Jy9MO1kHSyc56ycqki4MjXBicMnxg8cW1xdY9ZGuVQcHxtPptI6+UpjE0+BT4JAwJaorm0WLl2+uY5ihjirQk8L5Qzt1TgjZZYAkJVZwrlWsCpDAkNWsyOQFxFdgDi8vkRfvBn1LxY3NhqbG9U1WmKnIwlwqXu3Fm9dWwxG+yzsbyVjnUS4w0wL1YyplwQUFeSy111fPqWSO1IzppT16IrU5dH7afMNZxIbRmjc87vR/SEGr+Z8sYwnHO/6whUsZBDSmJeZeGUS+tUmORNIldh5NErY5+/PpuED3Zmdo+n91i5BejseDx+fGeunV49No6PBowJzG49nrS8N4pd7gmrwcXCQakYQzcxM4SLfvz+3tbNjatYa67oWCJYqsZyuVJjV9JrP6bAyv3d0MHvi8BRjd1zsQ8yJEbF+fVpwOQYu72K+g5SWQUlKTvXcYNVxF3c2GtVdXmPZWGdxVHVk62ajIdU3S/qak7Va6C7sCX4Yi/hSkYYHDrM5JQ4z48msfamlMLiLtn9rrjA3t2ENhPi0Bt6ullf3ZDRleTUcsj//4cwXCndicuK5555HBzh30DI8dohdrPlIk9kaaeFsfQQOWbWWjLbKJdoDuSxODT+F9MR7Kv8vqwkPs7W6vLyxtlHdI3xRLpUra3VVuUXCPxyPMwE9ihJPJRPMiwKFwHmhtfsTZ88SCvTn+zkK4qspS6LWDOBD8w/v/ckf/u6//MVf+I3f+Le/9Iu//Id/9tX7DxfEc1KyTlrNri5bYqQwsaHtblyXkZ6f2/PuFWyhcut04+lpLsWKvpPHj33so6+89MLzjH0202ZxyHd8yJtgdUCM6nUrVLAIzvBa5UuEtPghGACN8T9ghSoy1G8ErmsIniufogPK99NAxZ4Hbtd3FssiVodhfec3LYlir9GHt8sCch0NWbG4wxkJZdRtKKzlEKRIZSBtCIxlYayRitkSGTyrSbSn06spSUeX0c9uanxyYnhisK9/fCT3xImZH/3CJ/7Kj332M599/hOfffHIsam7t65/8K33VuaJ2+gFEsC93thcv3FnttYJPP7sq899+FO5geluJ0x54uwVXnaPsjG2W26EOmoJEFdJPSOrWk14B7CMjWEnL9vu49Fzm1dknBO0jwmkbvLbHxrrqABOjThtWhe/SSqYAJvGwqi+cJjiBmOhIkZqdO+JRkPpeCyTjGVTEJRjfVR2Z2LZvviBaZjKJyD25LNJ9kxc4p7XYcJu3ZP09kY65l6wRvUOkziazDaAQk9gUWl19+qtUrMLmlZqNov1Bpaj4GxJuQnvaLvY2dxrbZaaW3utte3G2k5zebu6tFXeIthh2AmcggaJRqvyMZqkLKuoW+arusykjt8jbpBooHZo/X1DE9OHTu8UKxcvXNpcXRsZHEqlsuKIKvfM/vqaLR/59Ua9vLW1d+7SnZX1XdBWIgTl1U3aQANkoql4wEaQRaJGxAEwdtpVsq0gkkyPG+yjERWBSKhId0cy3crB+Zolb3WnvfBga3Z2IxIfCEQjtIzRsD5ogBhwyxyYPVQ1huE4Tmcq6+DKYyTChh4iDfzUUmYwqQwJ1FQvORRB9iYSYW8VvxFlGp4QCEfUqqHZhhpAXiQUT1aY494CnAHwoIVL69DhQ9Mz03ROYMhuOhbOAMLDNCK92O2maSHmo3Bqg/5iStSJuGRGQfEtQXkEZB61dfHq9cWlpTOnj37+sx/NZzNuI8yXk9KH3OL8S1MFrvrUBFn9x9SlQEgIXqO93mSaKNE+bbKATrSLAEwt91gj7qXf5gvx2yoWNlhRfqdtg4bPWtJQ76dG+cJbjS8uVWTMmnqNjXPEJb2bltY8bMEhwkfsTQP1mkYMGWRpLe9pXehmgSv6V3tEnBUu/90RyX/45f9DCZZmm1TDsVMnMKHrW5tm5xy+YnXlRnRXOGLEBAUs2m89nmatV5uF3TKtZ3GpidGffuopREtqMx5NpvvCsSQlQsQlPKQl8PwGtVCCj1skzNkZJQbxlkslx6CXxmWACYMxNeoqlMpk6Ao8MzPNOJqV5WXDY6xLjdWwqF7E6wcue/jwwbWbN94/9/7u1jZLpuQEpBlx3aR+TCsr4y0zrHl2VB4p+WDMB+cFKC5hPuPRo8dhuLqcitlR9QlF6+8XLuh7vaDTXBZGzb/9znukpckJWIBlrdRcn0QIZl56lGqneF/40CixKNUeqgts6maAw80ZEUypw2RpdntrvsBc8i8xvizKeWRa7IEsA6SHMtzH552Ynn7ymeeEEoh95erVhWtZvl1FiMIkVXVmcYq+42IRh33pn2RTMELoXIhe7HsqEZscm5yeOjhNUmh4YHAgNTOVfeVFWAhHaUlEnmF+cenKB5c2ltbJ4pMX4WTTI3Z3r5QZGjrzzIuHTjwZ7xsBuKC5xb3rl1cfzDYqBQcB4AKxHg78Q1vqRnFGWt3ZW3MPl9dUsNXLaTnM2c5lrx5QTwpRmJk1snxmBRWSIHZ0T3Iypm2U4P+V//Jvfe23fyMZZ4ZSIpeioj6RSMTSSb5O0IETiSIhmM9iReJZvpmMUmRAT/tENjqYywz0ZYb606gYcEuQynyaFrGhZCQA+g/UHgszJC5McUQs5GekZ5jJwMA7kThd/OnvFKc7SEh9EEjig9giZuoBqvJ5EagjzH0DKoEUJF6QDw2myWjqDwoOA3zkyyWiSo5CK4/hZDhsz/lsdk566QNrqCEYVD3B9MRSdoFQPHXi7DPeYOLa1etMuO7ry+dpns2MQeOlaeYykVkN/hUNSornzt9aWFonBlcdseTRjfOyiUvWodYsupU6OY3nYSCQcsNGYJOnZGvfjTHYMhktEg7UsTEieQSAJ8rB1ZXK6kbTG0zS/7frFcVclerBEFuOopd/Z/JoB9PElvoTZdaVE1SQLXTNspj6EA7JS60bnksig78SYckhwxMDdqPECRefdUOggM3FRfT7q03G2MgB97abHKNAoJXNxI4fOZBNp9dW1w9Pjp46NJVJ0XsJnr0HxiAj4nkEiIGoNRVo2CwDU+GqWtJJ9fi3d/AK6nRSmZoaX93emZtfwAtzxr2X07OOAtpC5w2pMFDHXy5swDs10nf8yCSiiJI0cMu4oTItli8VMGKJF+exukDUom/3J9cBJ93dWKVLpsPqRdAwzEuq016hWzatLZ5Gi77LzUrbO5hNTo8kktCYwmICWEMn1/vAGq9YOx5k01vqLN6gymZHjgseMv3iLJzslawIu9PkPu3NIx+v94XRE1myjbXN9987ZynlPhUbOuhBTGLXi9QB/4qpTaB7+SURyhBBKFvkLqXW8fh84+PDMwcmQIHIpD/9/Et/62//d1/84R8/feaJWDyLq6XOs+ZjIMT8SX4e+h3OTCyeYBxJOp2jho+3IALHB1ldW/vma6998/XXvvrVr964fgMTQ+E6sKJh6GrtZT2GRFAnToFiRMYehMLIBXLEnS00X8HVbboMswu6FEtbhwnOpA1pNq+dyqxHS+SSQM5T++5121d2nDZ0Ca8CHuQ1xpOzGlMpexuYSlmcJUMJ1Ig/cO8ijIjTECr+xb85CoiTG/DlAHD3hi4gUT7Z4gYXPfTCCAOjXHClQ40lQF1Ewvh08glJGcB+EvCOrSa8B58HZwMXN3NBGKDMppFrlcYRKiQgjhOo6FL+vqpEuT06TFC3z8Y2m9sB7y49TaaPDPvi/pt37n7r6+/d+OAWnVk5cvRr6sv3cVCzQwPPf+xTz736udzYIRzItZUHVy5868r7726vL+OsC1bSPhgJn26RhA/OxFn4j444efxoIhpHqNHMEWITAxa0j2ZD3fqrEZDNAbVftcnBYjBzLbknAkttWpfrPhALEXUgmDivZKbCBLxpGp+nYkO59HA60QcCS9bdz6dI2JxtIrCBdHZkYDgcoVxmMN+fgNDel46P9GeH06mhdHIknxvry47lMqN96ZH+zGh/djCXxCDFQ6G+eGwgEcknQtm4P5XwZ5OBgXgkH4tkE5FcAoK9PxEOZeLBTCyUjoaS8VAmFs5GqY+LYKSSiXACk2IlKq6AXlbfmqfI9Bs11rU9NpBcTrLgll6DV8mxdYAMjs8ciaZyCwvzWJFYLNrXn6cTgeHuGr/GMpIKrTfLjJS+dPX2g8VV1yEfWeGyrLl5MoydoA8pZ1kMOt7d1t8deauXsaYy1rVcN4GZZLwCI0haZZ+nCgs+6u1EyuXW8tL26kpBVYHNqppx1UthL/VdKaNWSJ/Y+AfjtkppyqRYL0HXDKZXpWiQnrV2Ml+L9fG2aOhn0wWlKc0tUl0zbr4rrRHkot0mOGHrVQisRvEYHN4AIO3JU0fTkdjszdt7hT1kMZuLZ3NAS1ICaJT1rTJXnBhMh7oN9AipRDWnENwGZVRHmIrcTIrJGKnl+aXr166T2f3c97x6/PC0oVeyBFY4aL3PLDViFtL12XHtE8SjsVS+GWu3hQKzzQKYtXKjNa0Zoes7oNy7EbRMJ/DZS8FaUZIGnuoqxuTa18qKj6y5lRZMvc5Zbt4yGPJGQqL59Tis2j5NXHZUTQ0osVEUcu4onZQ4qV2pecC8k6oCuKLAfznU8jj+Yo7kn4jMrV4KAfIYfekMc3FXN9a0BnKrWRmJoPnIrt5fTGB5ii7v4AswcqZUqWXS8HPkJh+Ynj5y7AhI5sbmTiyZjiYyYM65vvzR48dJeIyNj1nPSdGtoIcwIokNQLXztggFrZ5LxT0WE9cQHcszch4IYKGw0raEYkBen81k4/EUYS0bp3Yxsr9G1jSKnFgpAnIsbFFSSKbW9b9QbOE2B6scCGtD3W9ro+QNKFURCB88cHhictx5FPvGw7kE5hJ++6MHn6Kk3//gwvbO7uDAoMgTOoEYQTI04omr06NVsXJ9dDo11DizfANF2JOcR62alRkzNWjJZdYSHS8yZi+B1ouEZF+M+Gp32KtUw6E7fvLk088+zXBT8VIFU5l5EIuOfi1ARyLVyoV3Mx5ILsktVHDYUG0hKoNAqoWUUNZLRbMY7uq8Ran/dqOxdeBg/rOffeXw0UOLiwvn3r+wML9er3TQuzQyQt9C6QRDmDx0bPLI6URmEOx5bWnlzrXL8/eu7e2sEd/o5KgjQK+dmvbHmByuxBRIijabBw4dSqVyX/v6GySpD0xNIs94IcLtnT11p0h/e5NJTEJIWkOoj8wplGACEiVblD1Uqx1266/+tb/taRef+dDTjz312GNPPnHq8afPnH0S0t1jTz51+vHHT588kkmHo6n41MFDTIGeOXj4wMHj9BCbOXjguReeyg8N5gZzpNzu312Ar/nMM6cPH5uhIH+KYeajI+PDoHwDA5SrZdL5TJS0NRJE3eVgJplPJ4f6MyPD2cE8M2wyQ1kim0Q2HatXmsweH+5PJ7Ei5JwSEZpXJrFk9BKJBOJacU+5CjMKvIWWCoAKQX6EJpTUOQGXsrHIxDmq+k+T3xWVmMXtG5o8eOLxrd3ie+fe3dndHRkbp/2MgBvrDYO8NYhF6jSGr1y8Njd7b1VWCQKv8A8Uhs1fVaodqhdWh00TKKrXCJ3WTDkdB2GK1pOzFw9jqv3pVK7hIYriseLMiPDg5mG3mr49Uj6dbklZhGaGcDASo1qo04ayVTHL5OA563Bq5tEdElcQpOoreetWVcyQc86L2PwdAAp1u7FCPX5igu4SzsJG1PRQh6NTKaoHlxwNG0UnKwQ/PuA7NJkfGcyWK+17CyuF0t4YrcXSFBdztdDqVvn67YcjA7nh/hTMwJ3ibo2QBuq4ohDjY5kxVSgUCNCFmql91CocnpkmGLp56y4EAjuQaEarNjU90+t/YJGFIVzKpB+e6j96cAIuHI201QHKCqat0K1XMS1P0mVyLRJ0YY4LTOwitCCp7WyvN+GvCtMznq7eyxVGudt0OJskBl9tZReelncgE5seASPC5VdLS+O4W0yrLTZVB+uHyHivtXhzfX2zZDFLD5aSmhe3y7WtBuuiPNn33Ybk3/3CPxK+xB0QTXg80yOj48NDxH11koz7Jax2ls3+9U6zRtw7r5keJkUqQ2sNnFeRT2DRebpHjh5Efa6ubqWzA/Fs39LK+uy9uzuFApxKVBQckpHR0YnJmb6+gT4q0fP5BEhDJsO8ca6DNYIiXtqDLQx6q4iQRSY3hdfPAwhPb7TxL+nlxVjWoeFhRrWHooTnXrmprIW4fCwK6QoJkGlpXUXUCKGT1oNBc+Xlo2rrrJG9RZXG6PH7JybRLQfNbHznh/bGPr7zB1oWUqPvvv/B5nahL9+PRKiBhTn1srrG2mCxWFr2DicaTZ2IUZ8V5GCY6dJtWfBkjQJdYyxLfqiXs1XbGnzsVKkRmJwB0dYIZ+wxvHyBs088ceTIMWq0ZEU11l4GBHumHnb8wdwxIC3xhUhBkmuH51oi0aRAR8690ZTbDaRbvFj0CJweSI5721NT+e///k+88NyTa6urb7/57ty9JXhk6MApBGW4H5+Dtqv9pNcOnYwk+8l+LS88uHn96sN7s7T20+ysR0lGCy4kPgr7ZNAUE1k6CYV66Mihzc2dL//x1+/fX4Dn3Z/HV4jC9azQE8MoijpF9vAcjkQ0iEcvJN9K3wWStDwQCNTu1GAIm/Xrw5CUl2/TTvPIoYkzj506eOTgSD5FP6ihfLwvlxrsT4/1R8+Sf3vyiaeefeLMSy+eeOLpJ545e+joofxI39jU9NjEeD4Xv/T++VQ08yM//oUjxyZOnzryxBOnn3jy9MljBw8eGD925OCpwwCuwzwIjXIff+wQ5J/RwYHDB8YOTI4QxAzm8+Njw6OjfZMTg7i6+WyWOriRoRwNxx47eYSLjI8OchTooj8zjlXq2wIgLldziZiVj3UTCep2hSFYO1j9L9fI3FbzVOVpKwtr03QIoQ6fedoXSly5ev3O7M3+gYFUFl6Qj5o7lp0gG1GA4AGd7MbNhRu3FrAd/NQgJddZXNxztRQCFgRllAdJS1YblYWoOWSWDl+q9hNKat21lb6nQWMoma354r5wEgfEF1fFAso06o/A9QJpoElwXz4zNTkBUYE+XmBMdHI3zW9qytq98HSPJs9aEN4DtDAVUrVKKCg0UqdE4dg64NbNRwwRZdkQM1Il1Bt4uioohqhQb4LdiZxNll6UbN0v0rFVKJR3UavQKOBSNPKJKGeisFe7fW/p/JXZvv704QNDMaq7aBrlD2xsF8CGhFD25h0aWGDMBySSAiu03ujgIE4nHvO9BwK4DJJzqR+j4jr4xzxYOausWMB3ZGbo8PRoPEw7DBxXx9jS0wtot/5ushX74YUlR/lXr1OsZaTJCFR3NtdbtZI6+Whv+M9qnHrQmk6BCYtMCeHmKhOq2558MjI5GIthSIBccbXEFnfJGOuPrf3lRAXau4356ytb2xoCa9Gv/jNU33U0F4WOGxUw9l2srd/8uX8knowRAKh5PXv06NOPn6K6gxZvyuToDhVUW0GVs2DcNt6lmnHoXQLBInPrao1kIqnGGTT79BIzptnmtdViJj985OQp4hLcHIj6G+vrNBSdm7sP4QqVQJtnWsmOjtC7ybNbKHKX8HuZD21xLhAZfX8hj+/tbG8xBAd/DR+JOgkcf/QXa4EjTa15Ip2ePHBg6iBhxAy9SxEDdU6pl226klUbu4jQ4g82DkA1YnCH9Sp3de9iAJtbIKCZGCuRTGsAjU6X4ZZuvXtu8SND4hxlqp/qFEBs7RSBpAEScON5LboZHa7xA4KJwA18UXB9Rcc+/ESsmMr1RX1w/YTlo2M+FEiI/WqpVTWx0rm19+91UuL9ZGYM8egFu/pVmcljx08MjQxbWkWsSmq1qBLlHiwcoWhXdSRqJqnv0auOHaYLEdGUIDPu1RJx7TTOfoj+3Hvddm18NPOZz3z4Qy89S+nvm6+9fef6XQQ6n88ePXFkcmaScox0bqBvZHpw6gRtU0qF6tzNO/dvXVmcv1cvQ842O2rCaECzcnlSHKb5RQRQaV2LBObE9GT/0OBbb737m7/+28tLOumFws7AQJbGM4tLaxClzML3PHBXJ5KMBfHoDTewdcPjhbYsv0fNstnCIGkHn++nfuZv++o7A/kcjVfEjWuXGUBN1o30eQg4JqFqU1VNCFiviullLWq7Tbw3shVcNoqvcf7cuVbDc/rx04Kcah0yHPSUIMnAzogGDWDVnyOwXl3a/MiHnpucHmUMeEYpHMbaR1OJJAwIir0B0/AiCduOHZka7MsODuZGBvoYrUB7sYGB3OBANp9LMRTkITVUG9t9SbQYGL0HQ0LvUCNRaQUs1u215DPn3VSWzTnx+CLjB48NTx+eW1h479z79OQfGBoUpcMmPMtt0NR1+hPWZ2cXL1+ZA7CxZIfEV3+bjRcbXuMwsRaAoE3L49KrxmZuWNIYfYoLrSFgaqGAUIuzznIG4vmaJyr+KOhVhInIDdJd6HQEsbSz22108n1ZIony7h7pdhavUoGebtGH+opI7M1wAKZJTeqfggyExwm6l7pTHKQaS9ruWc0TnhJf8GprGGG6mpwOvdkdu7HZ2djYhA1nXh2tUww3swmOgDynjkyfPT4xQB1HJlEq721t0ed4l8koU1NDZ07MZJB+g+2SqRhfbGzvCDgRnKP0vmVUdTrtzHq2trfZhcnJifxA/s6de5ubBUtg9TxNo3JJl7vEhQWROJS+YwdGDs2Mga+IN6ohIGop7rpaaEFdjx5Hc5Ku1a73it17qXS6kFV2N1dbjYpo0sKZ+M+h987umMtrrRG4a5Tkyna13OiM5TPTI8lICktvzp1YDA79tzuUx06UQoeK+sPryzu7DeuMLSKZXcxa4et/01dK5vn/QkTyz/6+Zdb14NGA/9UXGRPxGGfh+q1bRdiOOqnWzlr8P2qIHjnCKqNTwN31b+3s8ZJEMoGs4tgSmtD2Yn5+KQgOHM8GI7FMrn9weAg9Oz05eezoEVh0jLSlPVxxbxfh5l4PzBwYGxkDziLHrg6kKqDmP1kKSQl5lBqFSHvQgVbWVjbW1/gBFU9ENnSFpBUbDeB2i5QN+rMwiyYPZbPZ+7M31RoE3L9Xc2cdFxzK7CRCvoYCSpkIeXdmTwRt0QPOBzdw9t7Cg4dQKLewcLR1w2WXmCrv7QyJ6E+mJ30M//n6N98okmROp0icWYcLmRFrew8y6wOphWVIIKI69oA/RT9IqAQC5JXY5nwqfnFVJ72+IKIfKcACsrEWEeZ37IuoIV2GfvXCXlFufd6t7U1iPoUIwah6oGjxNAYbYyuDAYKFn8Z9EYawtowbY7NUrqhS8hZfU17ebcXoz90pjw1lP/qRFx5//Ah1T69/4427d+YioejhI0cPzMwMjPQzXTWa6puYOZUdnPL5E+tLG/du3rp95eLO5iK9ua3Hh812tBjLGWFrfSSeiQAaJAbPNZ0YmZzIDfTfnb3/7/7tb12/coN+9bs75R1CqtIeO7G+tb2xtasJOT07bjQEM56sI4kHrYEyRNahl63WdDKpRbmxFmpiSOjHFgFTSQ354wM0OPeHE6HkiC8KW5TXZDwg6bmhSCoXjGY9vqxcTT4jeU8gQSd7f2SIY/rOm98I+ZM/+Jd/LDM0kugbC8RTAL2BeC6WGSSrFUmlE5MHCEnnbj/82Cc/kRvpz/X1p3LpMMF1IptKJREwmlPSQYzRGmCNB6enaYsAts4eElorTQ8EjKtBEUOrde7q7Y3NXUgBanXg9SciYXpaW9cDebNGULBaAxWt8XPlz6WCud3s4NHHnilUahcufsCwjZGhUXX05vZCYQWnuFVgnPXG8urW+Ys3qbyk1NFa9pgnaimXXl8jFLQSTiZfBt6LCNFuipkC1VbMdc1yQVuYftGMPYylL5ytKvtepzSl3ip3ylUf7r7K7j2eMlNo6Scfg+xeK5Y1pJJmrJCCLIHADagHHAiwVJPNjmL4S2+GsaoreEfUHdpVrodoZ1b+rfNL1lpzDawTrRKdrJCG9DInG0+s1kCI6EIp38Co5Ebb0xwaRHFiOHfs8BiLPJCOjw1mRofy4xMDh2cGJ4YH4mp+b1aJpIivncvmKV6haJFYxwo9xNC3fJEsA+AGR6xQ2KUlF0gsrYVu3bpH5ZBr9u6oEU6XW1ZQLdhZUfb72MHRA1Mj5HAsFFF2VOiWFIHUuVAUZY1cTsRBWq620F1S32zCK91aUY9k89N67K0e/Ga2RxbCDdnt4kUub0FQ900M5icH0Tv4ThqtpuZPjiDHRTRD3qqUKPfZqTy8sbhLEaPFvhqdYniJZXjMnwO6EkbwFyKSX/vn/0C0Bs0tJTMXGBnIzozmcxlaK248WFpx3QrM87P5mWZIjLKr+liekm9uF/aQ7VgsRuU5eiIaj6K36F6TyQww33BkfJwRODeuX19aWiru7FTKpYHhgeGh4empKaay0645Tn61602l05F4YnRsYmpqmhY3+fwAWleNgHD4GftpfRBUVgyHDY+6Wl1aXp69e5v+j2A19KEj+zI5MQZ3GDRobXVlfXW+1QChdf0TXabavlA7qV5PQ2W7tHpykg0EM78PMo2WgsxNGDHCPGxtFyi2J1QiOKDYxdrKOoDPOJnmQonDTxwTizZrVVSa4CzVIuuCBMbYDQim9CTkFMUjgRRWJeiPg5UnYnCdKfRDxxMj0IeUaVpoeWAInXzLJjtb5TAye1fL35lGtU8DfAwtovqNFZ5/uLC1sSWXwe+XjaBewLjSIFX8QyZOYSMlzbJalq3EftXQaqJ3NMvZTOjTH3/5ybOn6U5z/twHc/fniP/OnDk7MT2VxbHsH8wxkHTyeCY3USs37924dfvqpYf3rxV3lqjWMG4B5GM+dYvyn9SM3TKM4Ark68DOQwFmu45NjSezmTuzd//w9//k3DvnhwfGkvHU3dl7xKxog8IejmypWGKymNKyCscUYhtQaAY0FvTlOYcuxBEHVjxnKkUcT1Oq1zILf/Wv/7fN0ppUYDjtDaRt3BktIlJeX8iaxtO4EJ+Bcn1mTMe83pTNLIzwArUZUg4v1G1X333tG9Vi4+VPfMgbifrDA55IyhuJe2MDfmwPiiyUwPBUy4Ubly8/+aHnYwMjBLN4DbH+geQARd6ZDB3EBvqT2VyppN66hw7NiGkqtSF8xMoqLbeOO1KtXbhyhw4AfWnCEEUeRCQxerEbVE6cLPKPVTe4znHiaqm5tRqIHDl5JpzMz96bYzQ1Bwp2ms2VYkaOJcGokm3Udwrl987fXtvcEdncXHXLADqHRHxcgnsEDskxao0mfiIuvEb0GSMXyauxLn7CvphD0mLgB4FXjMbYpLUovPR00d1tus4xgwF7E/QEU/6wKmQ9Hqq+OFiJaIABIJU6sYqhdFoCVYIrPScKV68oQk8ljFm6Va6Wph64Dp0Sd3nISl2bN0f/GZdPFGdEPEmEHadT7pLInUrog2yRKjpzdJr8K03EoPydOjRB3QhbjA6WsHCrGoDGQmuslHJ2mAVKzUKBbDpZKDLzpA5TH0uqlXKxgghd4loVd1WuMjw2OD0+trS4PPdwQUbDtL+BW4YGicjjepz4MSQnj4zN0GWA1JX4pi5F0mutoYSv+EM95pWFCSJNmRvJ4quPgZ6oVN3dXCIMN/9yP/CXRREiZmOi9GhaYcx7vbm4A80mOJZLMjogklbHf1kOupGqe7MhpvJlFfkJM1yvPbi1Wiw3DUVUIbRo2WberQkITyZgU7n474K2fvWf/0NecOj40fzwAK3A6T/Xl4wNZrNUp9+cvU/BFPdjdYguJd+rtTHcVOsK5XJze0+AUTBIhgsZx+HChoMz5voG8Hhvz85y06Nj43jk8w8fLC8tUpzIFEUaVfTlyE4HGG5Byfr65vry6urc4uJeqbS8tMwKDw4Pzxw8OD4xRdcucuDiU4nrRXeTEDXt2C1EeWVlEUT49s1rN69fuXX7Fq7u2Pjo6NjgvdtXi4Ut1YtI7oWliqekSc0uUNO3nHIWpOeSPQoTBQZCfcWJ1PAcK8nh3JuF6RJJDA3173cxUzzADVy8dPGrX/0GjV0wM0hJtUTlD0RDde21kLGDIQFxzWWjM9OMdhyBGBoJB0nw9DHjKREnVzR9YJpDubK6jBtF6MOcHjxc1o2DzYI7UouuZRkCbsjxkRyM+ohKZhwWJSQ3N7cezj+8c/sW7QDIjtgvYkebrLA4ElDsQIEUrCiNr25PjrMpE93IpkL06KXn2vn3zu8VSn257NknHxuZGAnFYoNDk8MTB3P5QbKxi/PLl899cPmDd7fWFmqVHY0dN6jbZhBYJytnZKHDqRMr8H04mYnn+nPDIyNkxPBVL1y89Bu//u8+eOcDRHMwPzz/cOnChYt4vulsbrtQKlDIJ1UDJ1VGXvkt5Sr1/Ga6u6mQ/8UTR+jjpiSQ+k473paYh4R6kOE0Etgf/Imf+VsL9276I+qQAW2tBjQuDhszViEK18k7b6wshEHyQhkNbVeM6jIRAiCxIurL3K1+/ct/Vtgpfvx7Ph6IpTxeWg4KUPF6STwEfaGYL5yiaWejVLj0wYWnX/pQMEk0Q049ps9w3BdP+FPZYDYT7svvrKxT3PL4i8+mGe4BLyWd4c8oQsxHJMaZpQj+4rXZ7e1yjqnDTt6SYUqD5Dtat1huT3MsVCioFTFTJFcoPzw+c+z08vrm+x98wL7Gk9DepMFUcGOD0QA2qXm8ePnOg4VVfkPV1FZAZ8UF0t3IOWZDjAu1ydTsNTV/tfgRg4QVQTogWPKfEmqmWcQHbHUgCgAS7tLTVICiN0hyhx7A3QCU65GBfDqao0U3tYybFMs0GolYIBkNgiKpPFbFTCKROoheHf7ksFrAYQ0nBFFxlxq5J49EJQhq5+zcJkrN5b2rTMJhncYn5bTwY26LKNy6NGCAdJS5MvWzT586cO3GLC+BxPPYsWnodvA/VXLoRNWSGy5Rqn9Y70RJmijiodXVNawRfq2cSK28qWtsCfa4293e3cEyz0xNAdRfuXETnN+BY/s5QV3PwDrpEq6BIWG4C9CLiqZEJ7Box3UsthDettWhwr3sqPubKxqby1snP7O9KokXyqefGPpl0ZlRjjkQ8jqxFt1Otdpc2kUqIxOD9KGIhlKBLsTmAM6TWtQ4tEptHTEp+C8UMK1VFu4CKbN+vZZN6sEjqpxVSlgbbaNAaGscuN/7+OhUHHr8oZPHOO10i04HuiO55CdffolKrd/5yjf+49sXuabNPQLVls4xrUshhLot88jlWmf2wVpMwE0EbUU03d+XpclonPZsyf5gLBvPDexVSXWU0Wt5srNZzq0f35vEB3BEFMpvHxO7o/39/YxgvXHn3urK6tri/PrKIq4kcUkmkx3IQ62MDo2M0Gvn0sULOMtIm+KSMn05t2vVMu4SLUx4PlGcqV/tz3lx8fd2xDPVqrpmqFLHkLZtlLF2LZGA3wrqK54XdFMcVwivchKS6WByIBQbgNlFWgOIIBqLpqKRmcmRs2eO8RpHcQBS5z3eeff9t9+5SG0w+l9J30aDUoP+fJ/Vs5Md6ZIQySbCR4+MPvbEE7g4W8sPyWDnB8ehfBYLO4lEFsfk/bfe/tM//r379x7Qq6NQKFVR8zbREMGwUyXNrFU36oGrMxEPxdx0sy0SIyOuWVQrD0eSh6Az22OUhO/wMMdA9XmCFmjOQc2WhrWjVWlVQ/dX+EGAmYdmRpIJQUPpZG54aCQ/mAslwul8NpHJNcqt+QfLK7AmVpcLO9uK2UQoNABfnp1zki0dZaaXyD0O6pFNQ25GyIm3Nre3lxZX79+7M3vnHtMheD4cd9T+0sIyoRhNzPL9/ZVy/e695fnFdc4IbYhQVWX1VNYpdDEYphDdMBIP/+zP/NjYyOAHV29+7b13y/QwUGkCIUcccm86EVdNQTj8W1/56ve/+hw1Zhg/MUaNUaeKOnwx8enU3HZodJoEBQ8BOVidMOgy5ffHIimBOaFgYWPlP375D6vl5kk68eSSTAlUcUXIR/s4zoFmrqmSwbfy4NbN85dPnD0dTdAwFJqdeXwWM+AbCpAL+W5duDbc1/+pz39aCXKpUfNcjRuqYpp64+Hi8r/60u+urhYOjmRwBfF+hwZYP5JrUjPWU1ydoBQ7iwOH1gMU84Qi8dPPf9gfz73/7nvXbl0fHxshslebLgpOeULQTNpa1Vs3Zx++d/4GUiVlpQ5/Sv6J+612YdbUwKjleBbSF2FaWFrvRtdOBqWD1mE0idq7m0fc6uL0I3/9falwPLlRRQlhepv+KA/TSPtpfDdAEmhxaXN+o7i9VWOsbdBbzSW7mURodX2LttTILXkH8it8Ad4AJVnmAldanehMSflVTiDvX4g0b8/oTfXXtYb+HfXxs/jDALIA4kxEo0ovrxcKoiyhUiOu7wP2oPnE8akXzhz+zT/4JuWeyVTgBz721Kdffg53CkgXmIVBXjUaO0F+sXw+K6F0sc6Rj/pomuxdufXw/vpebmAQrJLsqigJMmOKoFjczZ0tKsM+/MIL2Vz+X/7rf/cHf/R1uC16BJ3Z3sgrta+zcemZZOiHPvPcC08/lgCRgJSnTuiaXaQ0DOuMkrK80D5+bqrWct09NpbwoNbe0tLi3atAEFZXbX4bsJ+VYRjurhJfA5BpQ9Ha2q5eWKz6wrHnjg0+cZLKqUCLPBBrqwbYdd2lN8ZmMBJaYGnbW7y8+d5Xr24WMPYiDrjqCrWTlMiphFz0Dy+ZRbPq32lIXjkQ53wNjo5kcomhXOrVl59dX5zrC4SOHzly/cHCb//R11ZojWb2HrOsse5Wb0F/LU0K83SLleb9xU2GIdKlCncY3Obw9PQTT5xClGrN4JvnrlBdeurs04+dOcWDXbt+lVoQqCkUZj125uyLH3oO1Oudt9+9fuUqov/kc88dP3P63uz9YKe1sbq4Te5lr0T5z25hG8fq4MGDcDexCtVSOZPNoAYvXvjg/t1bNFaplikcsflD5qlRToHIMrLNElVSyTLmCuLFp7ZEmRiESbjEBAiGFuM3hwJsK06KL50fiucnOv7MgZkjpMU4jNgXRaedOlydVAInFBHCgas+mH94/sKNm3fmt7ZpagdoxwCs3UQ0dvToYYE8auPVTUR8Y8O5J59+7OCxpzztaKe102xXwrE8Bp8WvLQARuM8vH7xS7/yS9dvXKex1fYO06Tp7mKdo2T9HC3dAnl7YwGphO36rvnovQ6aGhNuSXqdfwO9xCJmp/FAkVjs8fDQGAg+eX60Hxz7RmVnanx0Y2WNT7LBwwN9E2P9/YP9+cHhiZlDufwA6hhm125h8/692dXFFbL3GG/cWZWasrpImUYYMMZZjWKt6ZyXfgTqgtNolasleuQsrdH5bG13cxtTgWyU99TqH6YPnhCAJKw0DmSCrHo8zjPR9RK4aXOzeu/+IkqWgYowOFc2tug6a23XJbQa5+3x5MO+v/rZjz599nTbF/7tL//JCg06gWUD0U985vMvvvxRfOgL5y8+89yzJ54+/ZmnTzGXiWOj1LBEhIUkjUzbD9S5EkQ7hQqcVjGBqAuWsVJ/OokN5HtBluhRgbcUGzKeg63Soaa+2lAYITz8H/SqTylF7daZSjkyDQJROGVRmrQzj2mDRhDFBlRBoVFhnR3V+5HE5r09PuD1zUIVhXFgGKEk3gkODoACEpIY+mKGxNIjUjJqqsj0W69vbObQ9Kmnbt9beOeN1xPxyPDooLIX6vfoJwdTbYMB1zfWd7/5xrnNQoX6CpsPK/9V1YnOO7TUnBkrKyoh7mEOoFwiZR6MsESKW9IWCfvwz3EWrNujYJjBkVzdE9liEhAnj0bxgRqBxGCqD4IDabSlla1rd5dRHqxgLFQfypBWbi+tb3XbQTQ98UA4ysRD0nPiYUpdKutD41QVfnADZL2xJfKbiDVDfpFCpNfEZZSBBjVQI1GRsoBDxWex0eZWJaFSHAX1eL4yS96D4wOnDk/+2dffRXhIDTx/9uAXP/kyPao580+fPcGWKZcIOdpx5IXx2kAqFXeFKV3dLjffu3p3t97uHxpAWsXjkmY3LdCul0q1wvYOQ/xeeO65+w+W/sk/+9dcGSk33FmGzCqiWXdcb19fJvyXPvfCc4+fgu1BsswZEqshU/M3UXKtT5JFPD2+saHZ8qaME6xpIUWGbdzDkDDc0IIpvQAVL52vmhCNmFRqWULfaa1uVi4t1QLR+IvHB88cDQYHA+10TDaG8afsotKrsQ6eFsG2DIl/98Laua/fKKDyVVqCIyG8Qiwta2dkTGxLnWBPvgvaOv+tP9rapGmVyvfhozz9zJmZA5Pn330v5A3RSI5kc5X2i2LlOt2l6h9LNPc4BGpsV6qhmBACetok44mzp06eOH6QPWfy5bmLV+4+nF9Z3bx09era+jrl0dlsznJMoZ3t3Tt3HwJW5QiCQcPUWtm3sr55996d3a01vB+QkJc+/PLHP/5RICC8B9pzXbp86fLFyysrq8CWiO7ExMTRY0eOHDpGqiWZwIsMOvSflSRJCTZhBV0W+u1DQw5wF8iDBrQSDznvsj5iWPKVUdiDz7z40ROPPbGwtHjhwnn8tdHREZRdri9D5bPcEWVK63A2Vpa3VlYKaxtkUkgvAswijU2gAKrzeGv4LJr2E/aMj/VNHZiJp0boaOQNNjT+ywN73fL2Nqd5e22BacGrq8u0LgZzBcEDs7HMO2eM8ES8XftweXF+KJlHXxs1i1I8gX58G3oC3+T3dS5AcfRitbMt0rVwfeuBfWCYSbWnkhFvfS8TC3iapYNTg6dPHDh+fOb0mVNnn3lu/NBxTuyN2buvvf7mr33p13//d3+fKGIdhmOhgF1B86hVc5UhX4QZmvFAq+b5peWbs3eu3Lh+/vzFy1dvnvvgwvvvfnDlyo07t+bm7s0tLa1ubBRorIvw4Ojj0+CB4oH1s21Dw6hV+HhcKxpj4HyY1htMxjwwPfPU2ccziUShsF2mvNT5aMYW5QPzPDaYw40miTU8Of74i8/9yI/+F6dOnXr6uecfe/b5geHhRqU5MjqWyCbe/OM/yFDETI1SBnJfDMibL/pzfKT68knrE9MdG4EFmOuji14mTmUlwXE6yVz61FAuNzoMqBzmzY8emIRe1c9ctlwGfyubiOXTuP7Rvlx8IJdOMhouFB4ZGxrIpWD9KupOxsjz9WXTuYz+zOdhLaqQZmyYccOk0nB1VIcqqmAA3DxoPR9CqG5C/WxCPaRUSpUI4baq2glFbTl3JZyU83WEdW8kmT508nHk/eLFCzQTon4LGAAvV4275ZUKwdyr1K9em11e3nLcORXGWkqXaI80mTrjKJWlfIBR4CWN1pLFhcI2LkPMLZkNxy6RZuen8tb98AlKVarHLRPsb9CJKxmLk4kFrWv6ootrTCFQoQeAUzoehI1WBvumW6iRnwia1K3L0GpAPzmB1gBbmyI3G16Q8Xx1fOGqKmCxaASYlpSJ3ALUOSKB8KviHXcAxWcRk9wA7khFdZZN0eys5vLaJg04jK/A/C1i6M7l63fXNnYOTI3S6QADK1CURgIWAJqfrQyn9aGg6CfB5RaX13D4NTPC/CYuBCDHeuBNsY4wRFLJFD0gqFugQx1cdCW1BBAYWtBjbeGRBM+emCKYthy7iPbqPeNyYg43EyvXChJ7cJZuxBAHy/ELVenUCrulwprlI51y6yFhPYxOcZBNqsLtoWVyubG4S2Nj/0Q+Mtzv9ScD3jhD7zGeRAM258k6Urvr+1re8nxhdb6AJRKZQrl/0GlljQX+WusP12haxUnfFZH8L3/7c7ev3d3dK8fSsVpp+/SRiaceO772YGVvowDUO8fEqfLeDnkqldYintRAioRHAs2ySZ21ncrK5h4ZY+4JUu9wf//3f+5TZ84cfbg0v1P21r3ReodC6Adcv1orb+9s42uMoZiHKdUaGB47RMfDGzcvFTaXMDDJZG5iZnpre5UU49b6Nhk8io3pQz42Nj4wMIB5WF1bpRfb+sr6yurqXqkcS4T7Obd9/ZMjk2glHJDNdT425ububm8sdJtFaEhG17PKDGsfJu6FUflAYpO0AyVvK4RQPSwgicBzoT4mGEt+4Uf/6vEnnpp7OH/r5u3ttQ1atVDWgBc+PgTxbCSeiDEtjmq5UDBFv9j1rR2ICeua3knX+SVs+Dijb9psVJPIeLA/MT3e9/TTz2QHjyAFzfaWGn/7+wUxdKuGZncvvP36b//6bxKrbe4U6UGrZrGaI61A1TEFRCO2EAPJsdawdkZs4qsVyRC/21ySfbtpTFGTMCMDytE0B4c1kELydr7nUx+ezEdPnZg6enSSsWOUi0bimWK5c39u5f0PLt6fo/vJSmFryyakq/ZcbLIW/Ry7NM3jnzpjaEC/n5osdFZht2jd+9QXJB5NUVog8o9gNJxeelMyvE6rS2kxnrKCWrLecdoIE3kCrhDTcFrjCwvLszfn+gcGQfVPHDn21OnHIIt/8803rt1fkCoRF9J6FHc9Ub/3xTMHRmFI9Q29+MlXZx47Njk5CZ2ILlKRaF9hq7KzsYWGnjl95Ke+5xVv1E+uxu+j3zMRtKoyaK2k8j+fZ4f5f+U98dw0jIfegQAkAawvih1PNh6MItLz1OQ32yeOHlJqXeNAGh1f06eVUAdhLoIHs7a+XN5tTB2egINsrWz8Zt/FZIrRxABtEQteuXw1Fkm+8OLzcapg4LWrws01HmIQS5T9paXpH/3pN2/duHpwJIF/iNM+PAj/K078KCfHiIWq8xJPlFOt0UiTh09OHn3s5s3Zd995e2bmYCYNoaBNlVtlD3CUnDO9rxq3ZhdohYLXzxNbJYPaL8IIpNSzSkRoxHFrZC7X0zp6M0xFji3ZGHEZaBqv3vLWZUR2zGAWzXHwMhA5ks6vbdPtETGrB+OdaDKYj6fCHl8smZ9boz9KoVXm9MEmLuajvoFEcH19bacKu7JrhAMARhv+SLMk2gXJxHWV0oYkIvDLixIAzLeJz7Je4jFS2CzGltYN0Bgby34SzGhTRKYyJAybJ1NgLWGtHxDxieWGBWGrm2cgQhuUz3z0qVaje/PO7EefP/XsY4dt3CNHCc3GG5FBk4FDbaCL0REE8RA337t67976TnZwIJPKwO0Gj1LsYj3qgMZo5kgZw4deeBmW1z/83//FhWt3LeVi8yBZHt2BWiMO52M/9gMvP37qKJ0FRQwPSemAJQqnVDK716JS1sPSMA51sNpCqw7h62ZrZ+7B6vz1Nh2nhT84a6IO/C7vYLkvtf5E4Lm5h+vlC/MlMnEfe3zi5BG/byDk6cvK3MK0I1AgEJcYYytCahdc9Wy8t3T53HyJSege9XASQU4dVWjro0QqEaMmVqvE9S8Ykr/zMx+7ce3u/PI61YEhbzPu75w8eAisee72bRztcsdb09RblAG3rWCR9mfWshOzJw7i0sbuxnY139/Ho2NIhvKZV156bngsv7i63A1mdqveQCQxNDKFt7y8vEQueQ3+7sYajWKyucFQFL8uR4PdTDK6TWn4TpEGRiDvODHxOAnJNHvKFBIcGXzWZCwxc+hQXy5PfxH6uKBu7z+4u7a2DNGHfvWsFD0tZqZnhgaGYRFfufTuN7/6hwGaR7lMnAMjZPvl0Mmg+EmF0hwdHijfFiTOgaL1kfgV0fhTL39i5MAxmif1D/Slw2EaKmxsYU+LvlYjEaXSiurxOvPZaDlOPwCiccGdEVhYiVV4bvBXanvkb0hGUBibSQWGBqLHjx05dPQUHWG21udRZbn8IY5lYWuORo8ox2985Wtvf/Pc3bsPlSOBvkNcJYLVd3ywrSLMWNtFY7LLfTC+j/vYb3ZnBkY/7cFhrpTDvinWvmVbJJ2f/94P/9gPfuzQoQlimwcLK3fvP7x5+97mCqU8cNXgatK3mHiffL/yoqLM6Api4tN3z+iFytbgWdMFDWSEcjzlc+RVW9jrh7FBrK2I3jpJA5KQNaHBqtrtYDuwHuQwKO5NxpNkXre39+7cebC9vQupZmZ6FEk9efgo1ejra6tvnXv38q05HFYj1fcMSdjvOTSWoc0JjIUf/5v/ZR8mJZMlbQ51d2lpE7Zvt0lWMzJz8uiX/re/k5scaGtwtWUqOvUABFOdA055c2tz9dzb7xw7TR37EIePvnwQUgTfh+myrtntgA0bawu3zl//9Oe/v298Qp2IeDrL+tDnRvCedFn7+vvfmLt+//t+9POcRAYOqBMts8Tre43ajqOwVSubf/ibv7u7237plefQHiJjgZYGoJBxOIkfpREYkPDv//2fwPyZ6ldnD5xByuD7MkmRitR/nLs3Sr8ynvjDwWgie+a5D5Wbnte+8Xplr0wvCYSYxBd6UwwmqAW16sb27ltvX9uiVWSzSYcMrIU4V+RoSSlh6sUEsY4Xpq/k2QuIwZsVIqPcvsUk6qdDCxXUhzX+UqouGIgGA/lstBvLrhZImTSgwoRSglKmswM06NmqeLb2fHoLcg+NSru+N5KiD017fXOz3IBZK9aA3oNWxPoIqqwIkBeCi0hLfkqaeD91JLPqCmRblAEjKeHBO2aMOfJqQonBdk6U6gHNd3LUJcOBkUNR/i24YvVYVUSJDriBH/nsS/8/uv47StI0ve7EMsNleJcZ6W35rmpTbcfPwAwGAEmAWNCLpAARJHhWe4640h+SVlxKkM7Z5ZEoaaklSIkeIMgFSIAEQAwwwGAMevz0tKs25auyKr3PDJ8uIvS7943s7umRcnKq00RGfPF+7/uY+9znPrPjpd//8neeffrCj754WVMsg3WEIsLkN0fJ4qur6V/FcIRY1ndr337z/v5RZ2xykoowG4znk5adG+ir1QNwgueff+nSpUu/9Z+++C9/7T/WW21SZ7WyiXXHVGEyCzi46b/2F3/oqWuX0MShSEJdB5xM4rZYfXEoRK0wiclH2ryv0GSmQNLDSVC52Xv0YPvRHZDL0IJgmpBVz5RxAZNiVNrS1OCye0eLq/tvPWpgYD/3wrnzFxKRSbD7nDQZj+HXaQcosyMHEs86HkU89JXH77y5RPMCvxQPTBPWTPdQVKFw3Hw1AfIfhrY+/1v/fHmFsRF4raQqKr0YetqcalBukT7wbvgNe7pA8NBX6qJQdMN/qgypPOqg18tNhGnI1WNg7zy8D+5GxRRFM1h3WxvbkELGxisZqFyF3Plz85WREZC8Fgj8/s7Du3eYW0XoUFJXVmF2eoqXuXnr5v0H96G3TE9P0Z9RKOSpeD969Pjdd2+SdLRbLdKjuXOzL770ItFouVyBmEsUePMm1ZZ3GFlSh2i8s0E1ycm4FQN8S8yj698qThEgqQT0DBRop4Vq9kCcMkmhPNKotfb3DrhE3jlM5cmJCQrCxRLNYwXaBIA1mbTzeHnp/sN7TBF++OD++urag/v3mZtSqx1wiw1/esguwuCHbVpr00MD68uMqd9JSa2v8+D2u0wNre4j5f0W4w1I/UB7rWPZr+ioBCo7HhAdDbVz1d2W3KFIIJD00w17jDO2eUhH/JN+9uvcx0eNOAvyAmHXl7/88r/7t//xV//d5//oy6/fuft4axu5S6ZYVzXAGnU/zcNyJ0t4HYmzCt84E2JgK2EOBmkfIOojoiTlkJAY1M/+RrH4hpATKfTYUbtzOoYRLMSHMs3Gyerq9js3H9y5vwzZV5FKb6BUpH2CfsMMnX1ECIuPV2gKC0PjDGyE5p0BUj1uXaPdfLi6hpwJZQgKjXBbv/vK9yB6sCAV5gdl84P7S/n80IW58RdefPLqcy9ceerc1GSZ7tVLV+bP8Z9zE+uPHv7IZ3746qVzT169/NRHPnLl2eeuPE23zOxVcqInL1+6dnFicuTdN9757Gd/bHKiAmdvdHZheHSmPFrKFaLpQiRbzGQLACMnm0uL1z/5Q6mR2WRxJpkbT+UqmeJIfmS0UJkqjE6NTOR3VpeJJX/ipz83sTBTmb5SnrhSqsyUhxm1V7r9+itf/oM/ev17rx8wqul0sMh7swGFDEIaTBFW/BCrewaVBpX7oUHOXxwZn75378G92/dYK9UflElQyBQFi4wWzu+7N++vb+zxLXtElN/AbAUqBRUhQFaOE/TPFXsYE9Laishjaq5lUBQvEp0Ljerr2opNRDtUqZiHaFOtHxLOJvNDPJjKO/I/jWZ3p4ptS2APIswqOgWTZ7QKtQ0x+RWCeHQAttGikOr1sxizBXGpGLsfCIqWgD8LF6GdxX6UCkLoelEsdcrW4xtAXoTkQsuEK6KyX5oe5Q5xDp6jfOFbPDiMJ3AIFkVG4eHDVdQoRkdGCAHpbMGIqf0fnymRS1xAqHsrh/UHuTjzI6KrGzu4MxyAGlksBxAAHp4fSBY0cWJ6gtlId27f29zcCywZWf/QlDgwWMrHn3vm/Cidy0qLeSU1r0k8kZex7JgdSQByrXYYKiaBNWUnSd7R2t1pHuxKiy0QuM2DdyeOeV9uSlMdWHzm02atSXQ1kh68MpsqlvGiqV6cN4JIsTgfoAF6RZFnUNSMdhtMeTsGeR0eEfaL8GGxki0MIzsCZZVGQUWD9PrR0A3i+2FH8tU//HUg1O3tGkkWQTq1o/29GiPt1PwYj0HH1lxsbzKPCvV7k8MXC4HtgNAWEuB0a8N9AIyEVw44X28eZXIVxl6ugPbQB6URy1vbmxvEKCTgzWadGsn8HEO8h/PZLPV5Nsfy+srjx4/XV9YatWahRPt65eknn6R740/+5E/4K/Q5UG+cHJu4fv0ZAv/t3a2NrVVkV+7du4sAyKVLT1w4dwHBx6tXn7xw4SIbdnNjrba/w9h41d3MwDe6E1o4dcPYcuxURBONuYCDK8VXGCaDGQN8rwL0dCK5THpibBSTqkRqR+ORKD+onsnpGWBUX2X+3ML8wvxYZZSZcRpByMwZBprv7oLC4fB2qR2jDGElQUTEiDe21rZxTmjAUO6A9rq9xSzU04ePyEUOGsiOC4EO/aoyJQHLEpWDgqDNaNiX7LOg6q0rAfF1Oa5PoThLQfqpyof+4+SY7bhB1eqN24KoT3pbO00otIRuQCHUt0kvKEEhj6JR3mIKW3xeB59gDSliMd+5OOni0VpBhV+VcLYKBfw4uw3Exye3R7yFei1wP03kuSx67TlRpyJJvM7yygb85MePN1ZXdynh8JYdA8qOQX4lBqYVAFoLvaD3Hzxi5JR9PJCaYmYFaoMDCCVSreSNb+7u3bl/n+Fmewe15ZX1ubkFHGS1WZ2Zm0qnC62DzemL8xTwuIreIPuzptyE14ueDMZolc3dfOvNuQtXqJzoiIrJAnunQfEFZNJ6cLyd6Cvf/O6TL308XxnuDR7pgDLgugvrTMLMGkw8gN5jZvHWrYvPfHJgqCjpIBNWhdu4xsDZ4V03kJA7qD37iR9JFSbkaVLUBUFNGBQWoyhCkbxWa61tMjP0mOZq85YieRqsNCbDQkxuGQl2l9tOt+P5a88c1NtvvvYG7qOMI1EPppcIA0M+dXy8srJx++4jTi/3UPbuFF+LdhpwVhcnzKZ3ICgDF5rFbbxEPdX2UkOcC7huZbAxU+QS2pf4EZEQJ30PffzOYCqThCzNA4kCIUIyUeq0lxVRtAPQB7mcNKLHFCZuHZmun5AAX5MdRM9wkE3V0OVJmXoOiyoHQ+wzXu8U6h+qC8RXooIHzokKRUy8SbL8AMAB6DWaBRWIDnZZZgwrC+W8k1hGfSqyyybgOpTqUbNbZWQmgRttztt7q5vrb7975/7q+hE742SgkMqIJ0hArz8RqsSfsCzkEJQbt/frcaSExF5SOsEHoRkrCQOG30J2pz8RqvnNW/eZYKYs772YrtcbKSWfe+oCVTr+ylpiogGqN9Dom8aTWcvRTseMKp9XNYQEvXdWAA26vb12fd8kjuDF3MUYmn0VEygN0gaSliNTdA7r1frUcOLiLOqhUXpqutGkBqGxfGylIRzhCSMN4VsbK+iks4nhicLwTH5kvjR8rlI+VxyZLw9PFocncsPjeYT0h4cLw8PF4XLuw47kla//HvE9k21ZbgJ/LgzzAjrDbWRRBDXKgzgiDgPdfa3qZRFqHzmooRCvjIT4ETwXvim1cWwHuoqEoAQ/pNge83EEowmQdPnxI8wEDHRQZDgLlcowVJ9yuTQ/NzM+Ogp8xBxEDM7S0tL29jYNasx2JWq7eP5CMZcjcaGuuLe3S9R57vy50VHa20vVWv2V73zvjdffoNSPswRxuPLEFXRkb7z5vcN21eVC82KDdptuiht8wAYlMWtJb9c8w4hNE6O6hVJpdBzhlsjK8qObN99ZX1+3aSDQO9re2bbEIdPdD99886133mWc6CIwF+F5qTg8PTVN3IoK/WilQvGN3JX7RZYBOlevoY0T3d+tb27SMkiiA5GptrEBzWEAsI+Sz+mRRYgVCJmh4cqqQjV3oLkJP3zncNHsM7s0NxOFqolsQciBtelsJUI2Fv5/VjdxgkN88dILz8FuhAxBzGondbbloRh5uIeaoq3VRSwJlsjXHjbrA6zqhiIoDxpXj46p8agTAltSDoNJRwcDvc4ntWoT4tDW5t7jR+u371J4wiVDcjOy7bnjjrp0TwiPy4U0tndnZw+5ENq7thlVKEhSF9/XEvCD0+m4hn+LJBHDHtx4863bt+6+8dbbr7/+Ol2ZuPC3337705/+0W5zPz9RiqUL0eSU5msIfKvQ4YEpjQ+NsBy3X3v1hU/+aGZsNp5BXCer2DaaiyfKaiSK52OJcaqBr73yyqd/7GfTxcloIh+J5IDlBnuZSLREdIeURiSa4zCT2Zy7+lIknjqTsxCS4V4fV4IHC7XqLgHEtZc+NxAtqAAhj4iNI9Ls5nLJydmFydnSvfuL6+t75Zz1RHsoICQhYgUBeu0E33xTQyKTs5cKoxN3AUMXH5WGS5DvRUOUoIBG+xBe077+zrt36OuEAeiJD7IbwJggQiQNgT8uLrhhX4MM4HgKj7XrFHUJulDHo4FQHL20Cby3tAkjg6mUoC4QzQGB0fxdhy5P5r+lBocYtQJZCtsQo6bEJaEs06oPdg7xdBwfD+gIZVoieu1lDiw3X0ww1ZW4tEgCaE+FIZX0k0Ppg2qdBDkUDbQMLtCFXhaNgxWWinVFVNwjCF0rV+1HdDNIyfJVYrYC9csT681pqhHIJjBDKfUzP/HxF567PD87OjEGYbE8xlCaeCQrmdzQRRbktYMT0o1kwZbWtvlzgnO5dxcLdK0idQ+0moSgp7NTkxRu8UxMnww6cT6K2uGVcvaFp5HeKHBUZHM0Y0BtmbTMaC6ZHILHuQcIwGCD0xoLogV9+dNOEyWsBo4E9DUcWBkLd/3bNptR7sopIcARdUjewuRoenymFCkODaSG3DAyJIqXslIKYBpErAIT7HDSFM16A7GH3BhKk2rSHKR5Nz0QzcaiGVqpY/Esujg/MGr3tW//Phxxcj0ar6DfO9YWJRkTgp3lEkUe1iXLuikmUVt7f8Aj17B3wAhTOndysF+Hi+Wnnnwqg4kaiubzWeyiyD3Q1NQCoS3IB9ulVquur6F0skHsvrezmc6kR0bKIPMs1wJFjrFRIgvyj3v37pGH8Lf0ZTMMnFs2Ozvz/HPP8njUukCTENFA4C+byT157clLly7sH+zdvXv7/kM6pu+srixurT2mud1sfZtQV736yYhSXbTLIMyIyWcahnYZYFSY2MdQjc2tHVgtjK+YnZ3ivTCrAOHbTQFQewzfJc2q7lehclFhA6aDTLW/u0+bhazY5oa12U/IuuZm5z/58U99/OOfuHzlyWK+TLsDYkoHqHjTVHPU29zcgVYPCguutcuMSca34pTV9aKmdKgmjgT73iEkIjYn7puUW/G5oXvGu8knTf9omqpjNCy7IxrlIAGf6m9PH2SkI8+dm+NSl5ZXPWPVhiJAG0qMXGkxmMnXnhnCJ/1Nh3C2Wo12nfba/SoQ6O4OVXmyGCSqBpuNNm/kYLeKZ4XKvF/TmO29vdr2Tn0XtVVGrKr2qr4XAXY+IsHp6SDa7kKC4rKpWCKuRuuRtJD1O3dSuNAhszc4gHZqJoP8s7AerAxDY1k4ikt0M916910cGWbxp37qv2htLQ8VeNjQYHyEgiHDG/ETqNS7YZitfvLuq98+d/lKIoe8OST4tNQfBmjoywge0blFcKn13a+9/OyLH4OM4PkMoKCs6pBVvjlhGtjE2IuHt965+NSzbp5X/7NJgPwKDMpfMMRiF9zz4ZXrH1OXnWunOqesWHXp1a//McyyWKwDs+PBvWVIRJJ+75HlJ/h00CDZ8TAmhHuTSufnLj1N4/+bb77BZi3SByN2upezR4OwiH5w5R4srhEQ1xsI92J8NO+L4T5QHDB8Et+nPGH0Phg5C9CqSNA/Kk5R+hbSVUYLaYe7pJyYtj4qTyc9WaVO7DiWGSB6HM4M726Ss4tETV+vRvVp83B/GoxyGUSviHgjInFVRXUDuDQVREGKqMRJc1MuTf3JHEphRuQ9ySRHhVzZXEulei5vusGf5zlSQ4obhBXoUqlUtGHlRLUKKofQ2L/+oVA5i4+OCwJC7aTBMjDYQLegc6qBNKXs1OjwGLw9yQSpaONedIG5YA+yeOBFYg/Htg4ICprIkAcIQ6QZ6moafaAUmWfOpdNT0xO1Rg0eMBff7xr07R4fziHcWSoyqDFoGyvhVC+siu0OzJRanYHRZ3GdUxFtBB1RBLl3t48aoIduozEpWO9U3jMwa5XWOeDoxgeOkwMd6iDT8/ni/FgvW4CrSkBl0o4EHPTHx10mCRnToHF3oFOtDxw0UEwbOGJk2xHjRRkmqgdLwoYSIDxrCqkw0Ac+nJF87xu/B3ABpAFJFzCK+2ktki69mmTCVEiMOZod67CX/BNXp04qCjYngwdAQL0BklrgkJmJqR/+zA+XS4VqdXt8auLwpNNs01N8qnkb+ChYHoBttPslEpofwYzDZu2gur+6urz0+DHbgpIpUQZLC8eS+jnWaKxSuXD+Ape3urqGHX/48OEDNWzTzwHXcQHEhCO3s739+muv3793N5fPXHviysLCHAwrKCvbm6snh01FIz4tAXr0rdCas9DQJaDUeFiN0kKyLNpKuL0ERrFkGlrhfQofdwHP7i6tLPFr4FSaveE3y4bbyLYOW0v06a2tgnhSqvnc5z73p37iczSR0OaCRWMNGSFMoyXIA/JHM7MLNDjC0AV3wBySscFj44wkkul9KLmIwaB77REiRIkWSVGhW7QTx/smnoXYPwgfhjheNtajGFW3kvVzrMfZogpSKpR4d5on7oeGN26MQncyPjQ4MzVOg9Cjx6uBWhIsewhQHT+FzM3FPHfbqifCAweClp9KnZ4Er8CwN0CbGHsYa66EhHvPyksEAmqGRS60VQUR+Crey5Q0X1h4rp0cMC0JLY/cr7aCnKDVZ2V01Enhbm2/AUFbMF2Nsg5qromU8bsg1yp50SgIZlQs/fRP/+z9t18rjQ9bKRlS+GHoWrbPVK4HOfZrX/7yxWtPZktlOWzZKY3gs3EIyg29ZmPjS1/4g4uXL+UKGRL101Oqx43T44Pj4yrl9JPDOk+y8ujWH3z+dwGLTo8aBzvrzerWYXP/5BDuQBOJQiwpYP5br35zc2X5xU/9kK1gOE1cTeu7f/K7X/n879b2d++8e+fhg1VSsSKKOpTze6fZDI6E5ESm0lwt85IGopXx2ZHJufsOpiC5QPMI7SUsKqACuwv3/e7tR7XaSR0gFkygiykZlICklLtUu+ZtqNzqpMNcRiU7ThSkY8X6WLDE5tYtPKF6aHqQVhDojaFnR91YSwnqCcq/sRyjrbKVZGkfVJHuQur9lGhaEoPqnh4Odts4klarHvRIhTW50iXlYGnr0dRMEUT7Tr3eODQHrfRWsKS0K3IFCmLYRrp39NjLEOl7hv3JxSrYVdQvljKZk+4bDyS6DckWR8p1RnsGC5DwNaabUhyXQ3vDw8WtBw/W7z1e4bIofyqaZCXe47QIHnDUrxxSg9dhw6xsHJDgIqIQsAI2k7h6tDIDQgyl0OYYZV5ANvv22/d2d6subOkA8edTlezzZCRFMhLq7MpJPDCR/FPpiD/7ogWhUqKykCL7cD7YlCg5txs7W8eNqkdIhixR/9og+Bz7rsnb0nswcBwfOIXhVqxkEmPD9K+SfMh/WMlCnHIWlMOroptcBWTqXovRkifMVoJLx+8oPZGTsEk6+BVCBJWqJK0kWYGAq7338U/++/9Fo3H84MHD73773SZ81AQx4yGVu08+e72+tQFMAT+MV7LKuWhbajgZYDYnuPpgqz3weG2PH0xMVrY2Np6+cu2v/IW/zG549cYrsVR686B52InTT4jBJehgN2bo50lRpo7BTqQiTaW90ax5zmu/g7JQgF83zjPgeOZn51kTWuJZUHoBeDT+Zu9gDzI6f8IWHJsYcym+zGgIHPzt23fWVlch1U1OTsJovXnje5srD9yw6RTV29ABinUQIfYNJegawNY5FxEFMgMNPpNHZ+YYeT9GFo2MQ49ZXlliMjNQDfsSbLmEPHepNDc7d+XqE6inszvbjUPIsiCt+XxhuFQC2KZ8R7TC+6P6YjEdoVtcs2QqG3uN2jaGg4oWGQxbIJ3JobvOm0Ki8/iwoSYQhIvcWsHp4pMTw3FV1VO3T3bB0Ki7yOURILmFOXNyMOpJEs2fbnyMaZ6ThHpm8BBhKxq10BepdOzFZ59q1ZpvvXVX4ibGXEOiwAPVL3cG7yog6m8XI7B2ST5b4Tr0LaZqRAS3eL3dprxC/OGqiVqtyGbAotV0prUPtsj/Bh0nj2VIJxk2k60wQyqdXFrefLy2lclm2WLobgEWcFjJHXmP6qVx7D05mqN5VnF4VFxb2rc5gVnG1aTjhGMdFWbSL3/11T/10lOpcjoeRRoc6DGBTibJtvuEpb9Jl83m2mqpXE5m0mBdTm9AaIjUFPUStROmbO1tr65salByWmVJLQskVMuphDeBRab1Ehk9Mjw63qE7q/BLMUlcC0ErvDD7obazVR4u//Rf/suJbF6NbkSG8YFaY/srn/+91QePTPiI7hrtPD/OmD4p2UyMFicmkIOBiBtI26LeIhT/5LMfP40OffXrmsc+MT6qhlDFtKLt4k+JG27feXDr7ipRM8ac2AQbReOLW0U1uZbkrX7IwFtvHhFzhKw4jAiiF7LAAE2AHUgVirtE4Oipb/xPfpxjwtEbKW3WKc12oTenx5KggMNDxfnC6IMlGBtwwjRwUTKMA6cnrVpi4LSUT+7vg+Jqcoy0fzoatijHFo+1GictzBb5YBK9FVbYfRODHQJPNdgi4iaVF3l36xPLmrIaFPfwL7BnaW80C4PRv8H5qwdUe8tKs6yyhvo4AorTwQnEJX3KKN0QNIUBkPK6cAWB5emRKudjz1w79+y188wPIGC0fRadRLbZw9cVAnUHHq5tffEbN+m0n5ybRNTHE7TZNbhMNkacFIq25BevX2O66L/81d/5rf/8x/TrOGjAAPZevDr9c3/xx6enJuF8S7KTNGaInmhYW9J1l/SYohj9E1rZHX4pzaIS2ufUUCC4fbO+tUrLKG9QB1Z5n+oOTknU9Mr9k0LHwGmy00hpDPRJcbacPj/dYc/Rt4lMnRIl0Ei4/BqaxygZ0FaRKY+6g83TbqPda0MOP6Zb0RoLuDpeirbAKLOxXObwCN4POZJf/u9//rANzLL96qs3Hi81TqM9+AtoSecjg6NMu2WmKbBPCmfigqtsGXeIchmlmQhNZo9WdrmBY+NjiI2Pjwz/2T/zk6BMSF/toZg0mIJSTgxeb9aIw8Udpuw4lEJwHuFbVgCMZHNT3YXHLekGSugasTUFQRQwYmBWE5MzNBaIynRCSzBCrhxUAi6AoTa1irX1dZi/6VSuXB6hj2Th/Lm52RlwMN5Ltba3sfywtbfGCijr01uXXw2Qp+p1Efj7ceyWZjhJU0joMN4LESyolY2jbusEI1Kl0EeqMTszR/QAR0CV9ghRkgQKSbF4WSQmJ8bGQdt4a1RooJPTkaTdrML7ycrqSnV//8UXX1BGKFUlMccbjd3NtWX8AA19fAKT7gD91GiLp/AOEQmxFQkf80YofSPABTaIiEawwCp7h7FCRuvU6KoMRjGIfYnMAfcJm4FpBhihsr3m6peLkn1/YESDyH2gkMuw5AgBy5Ebzg/EYq9QH+Q6s5jBkyjRty+xprT+KHwt55RBGyA1hOliyI/ItkjLwHSVxsegV64jPVd+SH1MLb08OA5mCKoQ1JVIWzlIvJXFBxv3HixdffJKojd05wHDd9cI4TXlDCkUDXrUK+JIJkYKCqgiUVTz1OYGhEu1AdUN/E0X0CH+6vdu/MRLVzOIHEA+RrJA2aaqAm7NRasW3CyiCY+9AWRVgDCE/YvSHib6aBIA54eB31vbTXi1gDA04YMOWRUXgEFdBCy6hs13OgzeCG3vQXAbLJDrkWSoKHhitYEowXxG7UsuTTNrNdCA04sTCPMqMR90E2N+rzCLEeRsEBWywthYBp6xcGpdHJlZvEQ55erzDx48QlkLQUgWkNUI5TOj0Z3d3YMb79xmbhOEF6rMuAF8BfV77oU8ToSA+hg6sIaMKBfXwGPerenxLkNhY7xbpFbikom693VedEyUDDN6i07JTHZtHwOJEI6oA93Y8bnxmWx36Ob9FVrOaD5hlTVPgXfcrNH3Q78yUA/pkVJTCWmLyCP/BAXiiOCXtnkACzAC7b+4iKc074JbqDjOPXdiKsov7l8KURBbNRTSVGb1sfNfwuegEaTsFccapt0TfisBUilFvGLL+ZDEqJKPGBjNp4pnotFGi+G8gPDtYi72wpMLH7/+xMxoQRPizecM89jOTtfg8vb+b/7B17FBM3Pjo9Nz6iHAlyBxj5YA1dDjIxzJVKXyyY997ObtR//g//WvF1c3NWDcipAfffrcz/2Fz+H+RXwizsKLcA45AJIMEH1NMa6EKRyuecA2x8x8FikmC5Y72Nu89U59d5WcIhCIRFXhqd3ZZwFTWDFq+I31TrID7Qwck+5pbraUYCgOR4x8iy2smFHTURQ2cHMzaa6BeyPBAwlh4TXoe2RRRbnG8/dgxBwhuuquNTk83dEfyEj+/t8CjGaK1J07d998a4lmJhVvux126ATjpGIR8hw0jNy2IPhE+rnS1OQSovD/cCSEOWPjo7s7uwQ915+6OjU9RRZySrCC1Ha+hO+iF0SjX9V3fcI5Qh4Aowruwa2mwZBzRhZMITuInKtxmpYqJv0pU2FNuvligeo6eBHZqLIZCwCzqJhvzOoS2kybOzw3fw6+OjUxde7CxcnJsYd3335w83U2gnq3QjjhDzO35P6x6ahzuMwu4DVwHuG1pXPDUcbOpAqJtLrlNza3V5bXxCPKZiYmxqUEH4uhXjU9M4dLhRGwsbEOyYmnx0Sy24gQSVngI/MFXd9q3xsY2N5jzuAx7+LyxQXyjm9/4xs4DMwNgTyJkdgABnZDYxFxmtwIg4HAQ5negBiLmJMsCVNEPEqEAB8+SF/ROCjtaQNxmyndG6Bg+lO6XC42mi2a0kEHyGxUig2ZhLXZJcwhCxbkc+0TnC/o5PTr9P5aP3Ju7yrL+x/ORlg2cXaIxKiA9qU8qMLikaPQLQpZxv3Rz0X7jYYQq/0BUZ8geCqA2j5JrYtyu2AwwKjs7s5J4rvfu/GRjzx/ZfbCjbfe+eYbN5pHJzCvsAdtHKyusjc5ygipsmxrJEa+ix4LeQSTgbmX0mhg2Fa68Mo3vv7X/tQn6cUAE05EO0wi5LhjIQGFhdx3TijBkGuOwJEoFZBrICUB/lW7lCZb0AvXAcNhnuD9+6uzU1PwEjFjgJ9o3vhi9f41misSrR3W799aHBkeUWOXXLrmCMsdCWTX0STexFugEAORnefGrCBbQ8cYKxNhwhlFzkHyrYGbDx6trO+cG0Omn9XpMnprfDwrgSt1Ooeaburck88niqPf+sa3EDmdmJrQEHU1ZOgmQYVFhPfu/SWqIxu7VU04FAgpmifPR3VEIn4DgxLqVYwu2yjpMUeYgoVCTiuzZFVYew7nve9vGxcjelSMe/HsZrU3yGIU46kylafjy5OzB5vN1c093pLoGHK0R5GjVvS4mc9QxjtFtQHXjRQWx4FzLChZQJwa0EkY8XH4eaHoGmvC6xMPE55rkzJahwhD5saX1L8q1860uPI2qh/jM5hgIC0LsfIGT/QbckMZP016JRfpIjZBfmdOb3SwRF2dVlBFhIyApPuL6e7sw2YpE/nos088eYGpFsK9WeEhRGMIzENWH4ksrm3/T7/7JxzBMcYpLiwURMEiu6LjfVBCEsdHQFtojXzkhecQNvhH//Tf/9FXvuUcSy3iH3v+/M/9+c9BSZXjVEZCL6ybSCh347ZFBTNBK6DLQlJCGm/aszOuzt7u5q23mvvrOv0Cs7gocn1nWkIOlcXRdyMGUe80H2nlIhpxnZkrRacrZCSCtvAf4FKUUXCVR22aS5kbqBhRll0sXa8xjBKXWzgIPBifIAQZ8swxx0d+9QcbEv/J3/9FzE37ECmwtdfeuL+2VScC4ZRnOgMzpZLmAR3S9I6+IRwx3gtSX6IJCakZiGAMH6/ugnSOTlQO9vcRPJuaHEctgC6BmbkLqdJoulQhAcE1+D1Lq4BzIwAaC60WqRj+iNvJfhfv/RiFPgV0xOmPlxbRRGE9JYUtmRBIt4JBULHAhg9XKlhY8B8Wj+HM6VSGoj7CXE1kMZEuOTjAxBRzQ8kIMzbEggqmMGCphhQVMOF1aJs3tVIdN4oBrG2ZTONCCqhnNVrsvyhjHKcmZ/F8FH+5pNZhg82nndcZgJ41P38O/hhZy8He7p3bt+D7bu3QGlJV4wjpMzzmCuxhklDa97L8HbdytFKq71XprWmgFVzlD9bNWEG67lDDfEClEoAH8Bu12SQTFYaoAR6bg4hdcI+fyJ6mlhBc42nY2ET9SKeAJOEyVIdkrmaVTp3G/lELYliNODTwJ4O30JhrVTxCJmKcrE9LcGIiFD889My7nP2hnYo+sBcYux/7zPOEzexKQW50uWnCgPAAjQWB+6ScifNJnz9BpGrtdnkqrhAzakDUcRcgH64xETQ9XCAwVy5cfvX1Gz/ymc88f+nK6vLqb3/1a6vbO6w/O64lR6JCy3glNzdVUQFwEN1c7lQLZUaSDqMmA0QwoIzf/eqX/tIPfzQ3kq9UyIGTjGYnKsImA5SYMYRzbS4+WiY+RblAlT+q8IRC4hBhbaztHRlg9PPGeg3Rk2whhUWZGmeU4SgxEHsPvMtv5PjBowe33ro7XhkRI58hs6eDvBElCsK5tRRwSdCUoXZ0+fJ5MakxB7Jm3UIyRVLO/7TM0dibN+8tr23PDOdyqaFo73h8rDA6SrXd8hSihVIrHb/49EvrO9Vvfv1r2UIOTcczCoYAChJ6dOnoy2FO6n6tqeMmp0oAGmUgLumIy0zM7aD+5gHOvjYMipoQFcyL3O8qFKfAsL5eVubalGJBrMIYEzTYluq9/Gad2e6ZZDk2VI4xvnS+NLm5vFOtMZBGQJD66lsNGvYyg51ylrytVQN/RPn5iIFg6uxUUzM97V3Fc0inUnQXbiSFRu6NzmgLi8bGZ8ccQ8qVfogKCCLLEubQcy5TYfli3AaOxOQozcmSFJjIa57FR4joYEl+n7dbzGVo04FUingQd5xJ38AGst6E4CeaGalrwP/1Ts7PTUyNlokFYSdkUrrAdAqIUkKiN+8//ubrD+ElojZbHB+ZmJ4iMCYpgW5APKdRCAgd1Rqg3zCDvv6tN//R/+ff1KsNhQKx7g999OJf/Zkfhx6mgfIsJeQmYkkkHnAkLpaEYrsW3WGdEC7nGfqJwrrBLiSlm28z2Up3zQ1nXLGMgunqtrKqSYo40T0txY7yg5ojlpobjc6MQEjQU+OwJbEv/Pb0sMlUhmg+5xgCeSI86YmKyop3TNkLg3DCLSFsY16MRLmFTX04I/mn/+AXscCalbK799bNB/cebCGShvVKH3fnikXOxk51P5UbKpQy6h6V71NWRBTMyteancere4B9I6NlmidoxwBiOqhWWfa5hUup0kihMsGMEPeX9vXmgqwtAYuZh+YdIEwBuwwJtyApCf+82d7aWsdus9LcAPYxhpJOFKwz51btLIyPyOfm5+ckz+umJXIU0RqYHJ3LEQ+j0bS6dO+0SS9b4MbJxYejgaPVVHthKTEKYlLVdq5mshtUFJqu04lkvn0yABdJQ2o1pVThZ6lQnGOQBuCp25yy6Txq+RQ2ScUEf01Py48TX+C/T04YzcKakpEsLy0xxMvkY9pW4levXXryyUsMYUUHEKzs3r2b3/zGy8sra6g9o1rI4dLQRxT+yPysTOJdJSU7ommxXFS+lvQuQS5StJqwQbE1BfrreWdENeD6qkbqJItNzo9jvUbt5Mtfe3WvTthu16CgTsGCip5+BWtVOAQK8IarI6Ha94EcxK7GbsWuRD7oySfmPvrsZeZRWq97kEli4pQGY0RLajyBLavVcJHWWtUceSlAcWjhb4l1IOFbdBNUyRPq2AMfG7z+xLnl5dWPvfTRpxYW3n7n3W+9c3vroMa7ZN+oRdvw2vhw5vzcuPmDUtyj/slIGLJ0norwLTs8nssNv/LyV/7R3/07H/3sp1LZSLaAZGCRZgrOjglI9N4ymGj71//lv6Uqd+HaVcpM3FR09Fgxa0grwYLWdbC1+oXf/v3nPvbJc09c5Vhk6EQlqiKJROoRiJmTddy6++53f/1Xf/PS5YtXn7lKxMs8ZW7+8SFjQ9ty0XL+nY2VtXI+97N//s9qnlqq2IsVOLiddh0BaQl3Sh1g7z/91m9/5ztvTA9DFoHZBbkjPz6W1+30WF04qJMLV8enL33vtTcXF+8xKQ4RRldxZUKJRDgc+MWVlR303yiOGLTHW59CssczScpOyN4AbXM4Ne0qbRP1fbtrVMmgzqIEgMWQl2HmhtuuSR5JLprwi8wmOT5Z2Wznt1vxUwqSFZpnYuVkbixe3FimBY9mSN44rv0AHmYuiSZ+t5Q6rVb3jkQmx2up+QJ9OGnuINhMc58mPDGHOH+I+LP0a8V0IIc+ohosKEdWS2C6BLs9LVuqHRhK8BmchAMdgVwqHIoPqPiGW6AtbFoJd4C8sY8LIb5ayqaQQTM/QxO7SYM5WioNndA8YImKoQSFYRwfymmkIwp9pHYM0haBjQ1US0MfMl2M7B0byefL2cnZWZqUOZj4BsBrpkPTg8XxR0L/4y99BFDt//YP/+mNN+8oQoyffu4Tl//ST/0kXQvUAnk5imVk6GLfqhlFzFFQ6bMD5rPqyoicpby+wyCEUG/daNcoKCib1BEGvxRCFMpYCvNwJCqa9Tql6CGO5BhVoYXx+NwYktr2De4h8USs08PDaC41iGgMXv30aKCOjikqWCquo4oXUKiAXMvvkJgBmKkNPsDD319s/xf/9/+K2S3waDFkdx/ef+fmRvtYEUn2uDsJ9ygTZyQPW2NsctQQiAITZ8JIIcT268ePVvcy1HVzWYpp5UKBJhJi4xylhtHJ0tj08MQUnQoqEQcswEZM3BolbyTj9P0xJvGAJgv0B7HmCLDTxs7218j2JsNwpLHMLHR8FYUEugL39yhCSJFeM2UJkWKowYPhVGi+BFBiCCVUbjZnEU2AxOCN736Tyw3tnqakqFQnG6o0lZQ2SpFA7dbuunCU7uIo8rTR1EA8RZ9es4VFUGVSJUiqUkJ+YYawaVKU1vPM6ywWZ2eZ0D3F9QBzAT+xQ3mneBGej4cxv4u2EhokV5ZWEGAHLKToh5GCVcXq7u5s3nr35sr6FmQnPJYwdTiTSglF8pUX44ecOEyvuFN8ST1DHhh8lDupUgBFZCIa5RRChDkK4O5ETzyUBlz6VQnfqJw9Wt6CSdV/8yYtkVULfqCjLJTsAhWBrhRxXUwGcc1PG/MDziRkdP2mExrIhxEjSBuFlrCRFCPUdMQkuEGwFPhHzFOC9c6SKIhxEvPBJ3Ql01mVshj9jsj0yUsz1YPdy+cvP/vEVRqEXnn3FgcFShhnxRmJrMVoOX1xHsFHkcHYCy2NYY4QZEohqRcpjE7n86Pf/uoffeFf/D8uPnUhk0tUxidipWFMa6u2iflMxPLUuZC8+k+/+u+efOr6JJODqfaXJtE0oI0K8hXRmQcFIW9S/R/+L//dz/zMX6KxkbaOSHp0YKCEoesMbCMZpfVimsDByj/4P//9v/Dn/tzlZy+jrxKJjQ5GUmDMnU6Txn8XqY/X7t965Y9e+dlf/JvRNDNdkj3hN5gMED9sObm+eJf/8Vf/yX/49/95OD+Y45edHn0NE2PFGGOaE8zUovA1ePHaxw9PBl/+ky+RpxaHi6IXa8cqZGX3ENDQeLO0sk1w0+/C05aBOKLSnAq6sINo/Kq3+JRgl+WTPJhQaufiUslgadqEq7YmBCrkUre8SEtEjl2C+vQILSw7sXYkN5AdikMFSqP4W8q2oyurDPpuD51WT9p0sVeHYj0cSaRzOBRpAxLIsA8gA5xiQcjCcPgGNXueZKSVDqz2Ibxdp0vZLkR+vihdlnasUnNzpyV1wr4RB0BJpiJb1lGBDBgZm43JrnaUxvQB0Cw4pGeH/sttI9qjtScPtyZNhQZsRBuYARDIajmxSCdjNdoaSHNlLiKwKyGvi3SOLSrl2WnoGOHRCswbyCW4STMzM6QktHlm8hlelCop1pRo+OrlJy5dvPwbv/37v/5bv0+79tDQ6Z/+9NN//k99FktFq6n7ZIF6CQr5FJHaylcKpmWN3NnaJ+qGbgu3iR6tb27eeuOoXlURTvC2eNwKBa2taSyacyT6b6zTKQ+2MlH4KZ3UubH4zCgDlsX/0pETJCT5S3hZBZp/4pRDNBoEGJ4Ny+3uAGloLI0ajIjXUAwSxUojIvUnbCama/zSL/3SB8PMG698mcgXEF7NZ532/j5pmThGmhFoBB3vXmu0s9kiEJIsmIlmsluRaOOoQ+OxdcXJCY7PL2hiLneaMVboscB9BddSFqA2V7y6jCWWXsVqGVsV0DxiSmo1oUggiETIJObROpywVNSMH09jtotlDDcFTxJJRllAvedVKeipaXG/StF+hY182IbfNTI8PDU1hU+6e+umJUNdFvF7di05QP9adOHGHOegJmrna0ctE6L6JpZGxQdx8DSyV/QVGVLTkNowl+nWX19dfvfdt7/3vVcgd0EPhpaM9C9RHHUg7Coyjkg+7+8jnd1hmDeqEpBDUC/epud9e3uND77e3gUJabZPjlC5oiCCHdNYdc+1ciDFwWbfU23W3ALjgfyLOxZJkjB8EH+DPPMRiD9DTCkbqh/9tLuzW4V6uLV9AI0GMStzOkJVNjQ0M4ED2QrzeX1cwrL0S+d9dxuKSvqdo1M/LniVvm8ZRM11d7+xx6D1artWP2RCJ3ggn2xLuq64VAA8seC6GoOOPwiRlZmGfXlWP52e262YEsZAmpc9rK7RSGSJEZi7AJUuj6p12REYDYmaFZb2BABgPEH+hNumG8jNJNNlJqb/ws/91dbu3pUXr6cLeeIrFBfJOeND6FxlGZiYSI7HUqV7774xPjldmpzhBSTlLT/KkAY2LMtLcplF4++1b3znylMvlcZnBP5IvZjXh9RrzsMgBo9uq9Qr3/7utSdfHJ55ohctDWBhNR2ADczNUitXFOwnEXvwzq2Lz30CIVT02Vwk1ehyYdAKAsSx3Vph4OSNoUgX7hJ7jewnl6XrTTPSqWkPj47n8hOPl5bW1lYYvUiuLvBNQ2px4dA1T9iNjJhjSrQauT1HFZtUKeUAeaRzYs1HThghC1reqn5o37tp1WxkCyGpuqBtQAoiiVZOp8XvnWNyGjkuGeVI2e0mGQLzhAF+E2O5+MJI/qR5unkgCZYoi8N0+5PDTBxTSzmXE1+jyOdYRxdl9FHlY2e4zoi17A57WXrL4Fh8S5zaQP8w1RL4x3GwWOAaoyKCsps41Eni/i9BEvrCVjgIuqioHLT2REnRi5IyO8FKMT56iLFGx9gbMYco+CcweIijdSiloPNNP8M6JNEqgzJ4SnfxYHwHob1RlY7S7+IZLroOUBDKt+xjfmAGHWJCauvmUsfHKsA7zNSC+AmgcPXC1JOXz1FMlUCKBZQs1Aj9V6C2DU9g2oeI13Use5U+t4Vki9Fg25uibJntr7Mo9MuKjf5JXyRJuUMnG6UmDdsqkhgp0NPuTCLI0SsAUVWVBI9uM126dqQDbdpkNZMdl0a7Ah0SkRTBDDk8sk60x8ZBHrlgsJsPO5K3X/myStzthngsJ6c0lNXqUkJDYQ9SG6HcTutwZ1/7YGyUzjs4AKaZ6sUj9aMTOtuRq8DE4R4QKHruueuW1MXhZcE/gaJUR6VZUsE1E3jVKY2Xcr1CfoJnCU6Vd0cfkpuRQIykDGH2i1JUfJeEzYjMlHmi48+AT4YkVvAW0H9zRAWJJMrgw8NlGLf3795/tPhweenR6vIKZHadCYcVLuOZjRSsoiMWvY6FFAIlVA3A+rUaTvhdmCqqxN+63N6OIX7vq5Xo9wKjREmDqnH79u3vfec7b735+vLK8s7ODkpiTMEh8+AkqUP+3Rt37t5aWwHwd8MeLBZkMZrIKncB0zRaHHlLzb1QuZirVB6iOanSphe+hrvAPBNU2+9Z6sFkHUP5zlc0fFU0k2gE+qUaqJAKDdPlrAXutyxXoLPpxkbxhp1chCyt7yDeA7ScpNnsn/lgf/FehmJ/bA/0fT+WCSPIHB0dARJEeIyqyJm36NdoQh2xf1b8u/e+xrXPz02SWOJAHtM8tAW5XOCkxisRJkn2XGaDYG5kGEahrpX11xCmfm+m2oWTmQKksF/4+b+2v3RveKaC9ncsMUzYEBlIDkZIKZLgu6SLIMGLt9+ZO//08NTVaBKfkaKSJap7BGpJUvIRTMWKRN7+zlee/ehnsqMXIvFMJ4rUikAFirXyARrIUoLP8eo3vvrsS5/IDp/Tnyv2xqIR+8KpJLlQqyOy3dWtxzPnL0kOQ2IR7ExALSAm7g+9nEhhnlZ3HxOXVBCfpy2LqWBIjuQh9qjZgMl6KJ+edhJ37t6kcsxvTZ9x04QjRwgqGxvoYu/XG4eqKOBWNYc2whxOUHusFn3ywG7EaFYccaO4KjWy5TqDHOgAAjs5N3wg/6HdbrOPuVTwMRRjdA3OFYmSC+fGnn1m7JknS5cmE5cnyuvrzcX1Q2gzp80t4EaKIFfmRqcn8pQVaY6RlLU8tTr7fMTktyxCqcOEkxJb1ZpRqoQrzgiVO7sL+T+3ggXZrFDJN3dOCIFEfoHjvKHkigRSY+tCK5DSLCkO2SJbCF34lzKs7vz06PRoEdIrlX+LW3MMY+rkOtX0xixjgeE2WEGXKV70mbLamB/COg2PdP3As4mFQEMogbzunllsFiRgMSD4BUVLZiwi/Pp4cf3Ro3VM2rVLU09cmJd9s9SW4DoJ80hITVvJrr4f6PZ59Q7elLlLo0NPC2y6vUbNSg7D7S46O/Ku/YPsAyqXyYiIbPRQcmfEn5XCYD4Dj8cho6hhzvNwi3a+EIKUmxKPIKRjzrXKZWQh7APpW4RAREpNhLAA6dTwwCw/lJG89b0vSXOaQAVFi9MOGQkMdMg/LP74KJ1P83BAoFdK2BQtbmjIZpv6XUToxa7Vj1DCBPjlSahDnju/QIMaNbdkqjA2OYc+K2nEyMjIxMTY7NwMVQ36wAmpm0c0rNLHL6qG6CjOovvqOCb/qBgAP1KhYULtzYoDlbJQg4aBzWtpenvniFYJFk5Kh50OFCyStWYN9fieEK5Ww8OWrG6gjCSYr7MSsooEqt67MTyYSs2i166V9YwPj89TG5TjlB3U72lXN0Lnil74kZjKqktw5zQCXX2wSKfUD/YO6KpBmXhvF07XRrW2z42huEJJRtRx6p4wOpWJcf6bgHvQAyiTim6AdBxxloZHDcGw1BAqK2OQjUiNnMRIYICGlJDFKZlTROS4yIJCulA5FfE5tLU+YBh42G8AAP/0SURBVKtF+TizE1pKxz2hyfGDdvwDJr0fEYWl+ZDRD9+HZQ1ZizMMpRTh8TY6CfIV7Jpfw/bpzOX0/c/Zt+H5Q8pIawFkBOQDalUaSDqgcZKswpFIgoA6NtCZ7iOOBFRNM2zUFElaoB1DuCSLxBC7oSyn/m/+/F97/OZ3py/PR5DzJbeghO4puepFVyihAYOP7rw+PDJRqMxa0kS96J4TIw+h9ZJh7d145eWLV69nilPqYXU1zWvJtF12SmhxP/ne1//4iSeeyo9Mh+7iAA6qOccEBg5z93ClwtjZ49pJa6fX2u62tnrt9cHjvU5ru9NY67a3O62t08buWCm7MD01OzsyPoFCZJ7RCsUSB6iQzZeSmWESDvTlaHVydUR9hLbInATm9B0sb+yubu7iU6XaK5645hxXSml2LXsOojCGi5+DPNBgEmSDgq214dAlO8BwS6uR4P5909kzOOxBbdQFKM9cujR39dLY5FhkeARXeZQdTL19a39p7aC9uxhp76aiiUIq8fQVRj80Fhc3a802vUJsaQ62yKbUqcTiA3zV8DfsgEY6yksIqxJNVzxeCF3YHAtwSSCWVNURHyLzjr3lM7T9rNIoJEcglsg7iunV8CCXI5NIHkNJUQxFWRo3X7mzt3dhbvLqxenRkRIjaghM7WkUIBJDkyiwe7H2FFSQ/8b+1BHpNrEYwUKpRtnU6uI1KIHC2wBzNMRf7+dY8oNcZ0syxrHJienj9uk7N+9S4HjmyszlC7MU/NzZLpEubahQGnFZoy900t9jZ2dJFkkYtWRwqnvtnTViqkBfUrdwH06Q/fEp7Asew13HkWgcO6lQpTiYxZFIsk8WQrda8mAisQkoV2ChChOFkmP9WHUocEwL83gYDuOW1aRGaQnIVktOKvMD0NaXJIWlngbqYSeINm7t1Sl68VpIgFC9gwFJQJTPwHHidgej4tlQZCTtk6ocCSxqIp02ZbNCqcB0PPTnC6XK//Lv/K8+8emPPvfi9RdfuP4S/33h+kdeePojH33+6aefunrtyszMtES0m22NCMNOgAPIhhPEaWFMnSY3SceHqH/yD5KoJEhq/ycFECyq5tnG4yXSj0cHBwT3+A9mIlGxY/yi2g4AhgnmdJB1LCQZYN8egmFn9JgNzcDWDbKbUYk7hEvgEpPzTwxlihIDOYSn6xqeUzH/Xk9C6MJ+osUSuXv1Lhwf4f+INHBm3CkRAGiES6UQ9EZkDEeBR9nZ3KXyo241q+wAk0InorjDsKR8Lqe2Q2mSwQeRNH744CfGUsxLOVNckkiRgUDVHv0R9pLjFm1i+T5vleD09cb9COXBTlD6ahvKbVxW77PZvDbv5QrB54Z/3kO3nFT0v3X/Vz+/85rKGbjuwQfhGJ5RiGAfULTX0f/8mmEf9f+rL0JMyemlf6JRFcUHcqTW2DcEaAgT5/qTHoYG93A5j8dlH2o8E29IWKhzMuzGUJZ04W/9/F//nd/49SIdTuSAqNqsowv6cGt9iagfMYK1lccP77z+J3/8hcnJ2crUOGo66HJDtO4wFYtzT+/C6SH3o7q39bU//ML42DjCjnTydWhrP2pRo0RYGofOStORctTa+coXv/Dkk9eLYxNhArLrvN5Rsoy8gcPB4y1GoW1vrFdRe97Zqe5soQoycHIICaZ3ery++HhrbRVQW8IJ5KXAuRB60lG2RqlYpu6YzJaPB+L3Fx9BSqQ0J4fou66oAcLC8RGlkaW1XXpE+DERiti8XZnOc3MIDqlITiavetKJBBAbqiHYNQhScYxl1Mg3zye8D2eGTEVRhwN9GnIHJ+C8zswy/ZrGe0ZNDtGBgweOlL79xubWdj3S2klGmdYSL2YjF+YKyAXef7RJlC1FqQCuYjTd1ex9IyYTN1S2XrOS7AzgaicYqadgyO1e5M2q06jK7k78AErrz4V8MdhF78McM+VoEmGRcZZ4F/EWj3akqmwG5hoBANU6853Uk4/8GavHEILKSIHSeiGbCmxoaN8ku1gYrruQZy/1qrU2zorDE7Il1xPthuUxpPEAog4NQ68k/xscs66BasHY2DizzN5+93azXb1+Zf7iwoz0c2XxnIVI50qUXAs8uEhrpeVwSAJmE26HsAFw3P2D9s4mdz2EbAFBsQvUZA/X0RUiSFaHPpIo0yghtidi5RzdEpYj0vOGREDgMXga9gpUEFNItcxQEU+s1gsaRzRTCX19uk+otMcHU9RyNDqFleAWfrjY/mu//L+D2EodmGo5vYEUft+4+Wi/Lp0cKbvSWZaMzE6NFNIgpGIuwkMQRik0Jb6yW3+8VqcvigbDRq2KPPIzTz81MlFB17Y4Nvs//PIvowIZ3i3rShCiJII6RruF3BSdeqtLa2+9eQOhvUwmN1aZpPHFYjYxph7BjimWRiiMoDHLjWIECNjOCY4CL1Xf32Qe9NZG65CpffuUt/HjcMYIc0Bth0sjk1OTFCpI+x/fu7m/tU5sadPnVtcQZ/sMsXGzaXQauPve5tqL4iRopWOZi9c/mymVd/fWVldW6YOh8xFPqdq0KHdM92xxsyYQGa+MUNaAqbG7vwsDCfiAQfKiiQx0Z+emrj/z9He+9R2K8Iqp5M8IF8SIsLlWd5hJWDoDqmvJc8o9cL0U4iE/NA7qqpkoFRLPUY/RSlpu1wdeDw67zQCwKoomRKi9QSUo7pMCTs05c/YbpqqrVxlstj8J5z1j3if16n55pQKyZRjdVt65gI6QfmuH3F9LfS1fd/Y3jm5NIefBHrajFlOp1Ojvgsf2C/S3ot6N61gcwmw68dLzV9aXNnZ269Tx9/fre40WbhOogetvojAFuVGtDOkL5yfow8DekH0SKlGRZu84L0/FMhV6HL738h995MJMsoSCr86gNTAFp4gTZ1wZG6oNN5QulksqCPCNmuRk5XgAjonTSYsozBYRxRIocUVAu5QvIjSkdmZqGYIo2q3q5soag5krNHbQLc2WEvAiOFZailzK0OC5yWymc8L0KsTTidkIDUn3acEDp2VTLz5co6oxOVbAg5y0I+3j9s4usggDMzMTbAnQ4KFkpX4y+M1vf5vso1wsuKnEZKUTsrTuxtbmW+8+XF7bIZ8VJ82rzLvJJON/6rMv3Xu4AhchkY6dIDhwdLJLa/RBQ85FRFvdJQPLivEdaAsY6dsuKltqUqdGy7QqCZBQsnnumSvnrz2XzhYTdEMPA9UfoBqT6Iz85y8+eufdR93aCgYJZsT1a+PPXB67+faD195+BBJtTUEXHVUQVQ4t7qUyYyD7DpwRxFbleiEH6SDG6sireHy6IiHlm3AppaqqM2R7CsVd2aLW2Yq5ZmPqdDjQ4Es4zkpHAuLhEEs8PTUzHGqKMCMuNH65kx2KXH9ijtQExRIukvjhAOpR/YCnjicyYFrkfpR2meqxQ63P8T+X5/mH8o8ChU5PINDOn5u9eHkhkxaPLoicYARUjjo6Zl7s1Pjkv/q13+L2MQfls596QfoeOHa2L9Y5Qcd3nGotSYkzNjee9j/6B0uZQkimqM4uLu7dffuEaCbUmAU5aj3wjPiSkFPJMtBE3muNRY/kELPx5IWJwWIRxFkZm5NQhRrOr5GxEuc4jaycK24W4GJf0Ys7qFo5gs0mtAp2A4sDHAaUUhH+w47k3/7j/4bwFzABWwx3q9pov3rj3vp2U2UQuhwVJA4y469coA6qNiu0CbQRMCyn0VUcyXodl07aWq9WJ0fGc1lUIntDdFWXp37sZ/4cikgoEcJhoCSgljqYsJBea/WNtbXtzc1mDXoM6RV9XulPfuIzP/Ozf4E8BmdQHi4BA3Fmm80TBO2ZLLK7t0kUufJocX3tMTgcfRM8jZpPaB+pgpL1YEAh2VsZhkExT7c5gen25tqrX//K2uOH+GSnEQFODLZMYTtZFHgvs6NJ2fUzORL1lyrBjKYmL31qbGYWuBhaWYsGFaZuITG5t0O3CmxWymtTUzNkEk5NRBeqtWqNg/3WQe2oyZQnQSyg4RDD6K0U88Tab8K+pAJn0XTrzTi58Xe0y/RbiAenZyj85B8/XrbIlYol1kaRcIVrjMpRRJ/2h/MjnUZTrkxIk66rm5bN9fau5mVNg9Grs4UALiUnisNRLn3mSs4qP+9tYzsf1/9kc4OMrHoghA6EDMiBEk8aOiaUWut4OyZzhNt/e9rabq2yDwmtPYEGYf+qmxPcEBJh0RefvbyxtMmtH58a5eY+XFnHsFPO5LkaghgIYnqM5zt/bhyMkDeAISYtSVDEjkgupTeYT2ZHqYq/8vIX/+IPvzg5MzqEK+HFMeEJNPsSFBxoRiT8paP89oNHhAcLU2OJKPUkQg7wgWPGWbM8OudmM+zUqgRBeaRNtEnIOuOqSwMe0xFl9i0pMuLZcfg+yEC4yY7EkgA7zLXU3R4c+OFPPwfNjFiIJeI+YoXK5RT1M4YYohF7eNhjH44NMykyRYAIFx8aBigf4zgjQwhAIEe9sLaz99r3XiV/Bdr1GFpFEPTVU0SjlvvuncetpmhQ3Fd1RivSiKBH8SOfeBbB6XoL4FX0P8w4eg071aba+4TKiU5jgMu3E3RJO+lEMY5a6AR2qLyBj3EuMJxLPffC071ssUlX2tBJO7V/0mtkY8m59LmNrfwXv/rWYX1bzKBu7eolwJ7E/TtLe9sQnGJJyLNxKKWYINF+hKbB/eU5JWQlCA7QiIuIIyGA+TomDuZu0Suupn82BjxZNIesZ69+e2p/wMKChBgJqVKPtpmGhOmCtUldpZeVBQPUZmPP8YZjPBiO35EbicI7FHdttJi8dmm6RI8J+BtzTjqNXnObhHMwM3ISSRN1VQ8OFldQcwKP0zR373IJ+mN/1bpAzDHYLZYLTz15iczGabELGuqAOaFFb3xi8vrT11/+5mv/8Xd++89+9sUf/fjzohEDsVDlpkQPiwTSFLwhoQtgs6aXWhTM0KIslWA0nWqSuePDhw/27t3kic0rYXc5JxNCo1nzti3SkOcj1a1PKDvsdItJuL/USOCGIVOi6NBewNcJGaJJvR0pUHhUyM8BjOJ+rQLpoMKSS+wCt5bhYDjsbBQit9MPQ1u33vwKiIEbp/HWTVw4PhkqjhAPm14MMZJU+bQY3CpHm98p6zQ4WG0cHzSOETxhEwBlcDDAf0huSCO4kV/86stf+uM/+sbLf/Kdb3/vjddeffetG3dv31588BB9XKwt2R3kBQI7XpFgf2d7c3723E/85OemZ8qsY71RZZDiw/t3X33lW1/7kz9+5TtfX7x/F/pTo7q/tblJRYHeF7o8CCunpueepDXj0iUK75Mz08xf2dnfQ91x8R5TctfoVlDbGqtihVsDDn06B9aVVJ0Qwsm81DYUjAVRwl702jPPZnLIJGiqBkqfpDtMrNra3mKjMPRifv48WVQo7igvIPYcjEo2nWV3bkp4gcmHCQ31AYKA7oGTQeumG35Sx5RulYkfQU0DuFsFfl6PJaK3UU3+CAXzEfSJZG0JG0A9JA0A4d0Il9p/NSJHFUbZbiNhUo9w1ecMaeKtS+xKR0rIm8oZoYgXoIx+INpPMsQVE8snPKN3qloOLBeLNzKH0G5C63n29VkCHk6CSwzvu6TgRPxXVku1i9Hf9iNMfac0Hus1Plzm/sLHhaLHoCymxbOqRP88Aa21oiRRI0nEigUhCYKiRaohmYhTcwedhSUVT+Y56dRI/uDf/zrzthtHTWBQetkxpZZXxvnLnh13DtEnTqcYQEWPoaZnQ6ah9ApiDmkH7Sy62QEhmFOLiuhwmcnOwKUCTMm/06kYc3Arw7mRMsc0htgAk2kmx8vTI8WpyRGmwE9OjIxVhkfLJSTFpyeGx0bKwLMsHL4im8rAS2RcEPEShgzFKm5fMtItosCSg20Rk/hspJct9fLlFAJhzE3pDGYePHxEb7wnqhnHieCoRF5ifOjd+4vqQHQbhYkirqSrPbRTUQPeECqNvvuCBBhbB69PIbU5G95T1upSWmuaqfdPAFUsB6qbxf+B8WGR1Y+bt1bw83ubh7t7kV04eqloZiw3FU+MPV5RI4j6ZnvtITDdI5iNiLaKJaVjgtqKKtNqk+SV6d7QFoGLJTxL7CEBAeSL3S6Xx/6TKzQM40io34WmINxFAG1zs2QFcekxzi+FQL/fZmButKQKeFPCs5z6S/DDXAIugiyFmw4AC9aHXWWOwzEakcet5CD6nngh5C1o0xrihG7sHOwhHKjIapAeGENtUqOX5H8szjjB0+4h1q9cKHr1tc1DjES+SO8UzCBkOB4uPpidKC3MTYWB7YCx7vtzEyJfqIanTFOnUwfSubufxBizjxT+d2f7cG/bdIjQOByKWWHsivoMPcpLlTyUZnJxORVC9XgureQPEyTQQtgFejGAhrD9pB5PRwKLQ2d/vT1IqnN4OkALlLS2VG9lX1iAmkp739YJB+OcfKhGcvvNrwYRDnVktlogYMSpmzsHQQWMu4R7QrxTHRcGKO1ItP9Ysf3GMb6E6VmqWECkY1rpEGU9dCDEKESzEZycvwENRFcmjbxEJqcG7a4aL6kK4EYITzgYh0ymrdVu3HiHWVDbWztvv/PWq698+/d/73f/+A//4M6td+vV3frBwerK8uPHS0BiwEGcwfEJRl5OnkMJfXYO5QmsMn1AS4+Wbt+8eevdG48f3t3ZXAGh1K52JG1m3BmuqL0p205UgQuwDTPXxiGNmYKD9+/fRz0M3B1in6C25BCBCQQAOOPFQkllcMu5mwM/UG01YCsAfTL2JYMCaIJ+N40C5Ngj1QdtWv0lcmkB+VQcGGhglijVYQ1W1+WQQbp6eHwon0vrWnZPeq36l9492L1q79OHFU5knUUpUUWefygSSgxPH9Yft8CgNgNv3sMatO842C75GF81IqsT63wiwM0CpAUKO40LbO/wCDuJIGweRifo2PQXNmAifp4AIb7nZFR59jfm9Z/5F/9XYIGb4/Q+9ISoR5Nw8g6KuTxA8sb2LngiwlwizMqR6JnZxsx9UvpFoqa+TVYwpooM3MV4hhHOvFPov3/8279x9ep5zpeGwmu+GyJRGpmeycMgZ9RbhNkHtd2qZhMpTGP8KGUL0BfpLyBKA+udmhbdggxGMAKeQasZ4QG1dw+hC4LeuGi+CAvUd1pj4+MT0xUkPTPF4QyQLBR1WhIQc6OfhvwcoLaE10lRXchLuzQtRWy6CBKpkfLo9FQFmfVkKgYjg4WFFJMoDiTzp7kiIQMSs8X9A2RV76uXApqBhkeYUa9Wzg56oXcfAF5JJzHgd0oQQwJ+SudmLl9M16lE6o7TYHEMZYsJZq5xKiAPwUxoYLch1pEPt0kWyvuDL0xmGKQLCvGNFhFGDt4OTbk0DMXOVc5N5qeiA5k797booiJsTsQPS8WExOtrVG8jSp4dVuiKseNuKFZARzgvuqQwIm0A8yOp0zKv0Hq3aj1ll/KXtGjI18nhqXlCugBSCVPkDtLCadDedL6slUGbRu7GKK66vjUzyqRiHS5JLcDZMNlZUZ/m9A5CLqU5gZBMBJbjNqxZzk7teICWennrky6SM5v1ljc1XGEpfnLRyejAXIEIJ0K+R3iCa0EYCQOoPEvOQKVzMlw2EhYA2B8RC4YkTE+SSYs8w4oG1q84YHEyJ5erLFbuA6S3Ek6QkWCHdOSf21tHB/vB2+sznN5A4CJXD6fPP4n3utkEhvl0Z4d5SEeHeEJG2O01Tvh3p316cHQCW/+g1q1LKB61uN7B0eBBa7B+OFA/6dVOBqonAwdHvb1296DVqx4NVI96tUNQV0Q0AUlsLr//JP+Hf/5/AHFiZPrO9tbe3h5X0Wh3Xrtxf239wNXEXjo2OD6SnBolc8db4tUkhhYkNhe34PzVJspFdghaOqV8bo5GkukpWsQ42HdXdhrwQ3RPNcBHk2piQzSdclJFH5BoWJxiBtpceBe1PsZzRDTAa+hXSWrqEEyshp3QoiQIDjJoAxdLBYRJ8rmy9h2JXvuoRqEEWG6PQR8Id8vWQuRhewJDKlFEUt97UZ4izKSU7dIbAZAsoUaeSWAIPC1ZAxQkau7YfbdGGyZAQSKRyfKKhXKJC5ienaejnvxgZ2cXSAHriO/d3NuhfITuLwm4lEqZ5nZEGKah39xpGLwb6wxf2VLwJbUjkWwkY2KsWGGgHQkHys7CbEW1Yemoc6NgNYNr0yUv0+AfqfJxVoULu8iBpEvuchUe7qvoLPgncR+FmQmM1oPE0ZB6JrFS2xrhpknavRgBJGGxb5EYkkQH5FS9kxUCKYJwlU6v5SGZ2sHeUAZ2w5cUZJx6hGcNIa2u2G6jD2GFrMlOVTV6C9UpOYJEd/XCwt7ODt9df/JpXvrlb30XXZp8Mcnj66i2GxdkIO/EeBmEmdcXRYTnjybBjfAAqfxovsjg9+i3vvz5//gP/7tP/plPEM1Qa44kMsYC1EtL2dU8s/av/8q/2l7Z/Z/9wi8OFVKEcp1IRmrl3RbJDxtESV2n+va3vjQ1NX/lhWcoOPZiVCyZfyWkzBkab+p0e+XN//Svfutn/8pfmbkyg4whGgjorkklWEJ64mFr0H1rv73xCA9/3E3T5d1rHaYZp5CjHQ8VKZXBDg52GSOZzedYD0ZKHrToC65KVHSAYWip+4u7RFf4JXofWCYPWheABrT13dfuvHObKQxqIiPAlhiiqd5qNDzpPfPEzORMcWOnzr2CAwPbcbfWRP5HgwhdNrQxBc/gj6zGFqpsknGkU0BlDflqQUUaLzsylm7l4nXeNL6OFS2cjmVLc/HxucL06XHqC39y9/7yTu+0nk5WF6aGmkyg2WmTGaEZx5vCwvJU6g0koPemk3KlQ2rvWxUq2W/QGMgsxVeg6u62fa4JxheXJtImMnSBH+m/IivgTNBT4DjQVQRlIfoh589hkBiuqtlrrynWZ7GVl7E2smCobwVJYQ2NgSENgauSjV4eHswMDT7aH2gOpKjr4L2Wt2sP13fV7w3/+6TLMFDwuEK8d70irtnDvdOt9nE6m3zu+tWJsRHugl25kAf2HvTrifGxZ5986sZbbya6zaevXVIvMpR0FpQ1oRRGWyJfiKSqvE3nQKwfR0z2H6oxqMDZY5xv/dbN6uOHetP0vuhcKk6WaRBO7TYrnz2Qqezg6Shz5pqHdx4e7B2fUjA3Scc20LRf2jqBLgF8SavIxyIIdoepU+xzYF75bXUsun9Ow/8UvJDQ0HfJNGjgkA9lJO++8SUCOd4wTXaYb94//YV0te3s1gL5B5sBdVhZPnmGAxfP69K7rDYFbWGyPcTzFKhqcnyMG8agU97V+s6+5Ialmq3wGMSGZGUEnaxKeWxsbGFhfm5+gUoDV7m1vQ0W9dbbN+/ev7exuYZXQLeRZ4CgMjk1cenSxXPnFoj4GMwO+xc/tr9/sLLEQIb7D+7efby4CA9nZ2eb6FLk9EhkeHTswsVLn/rkpzm3/Mq5iGETA1hyJF5MNheBIXUvwhFn0AG15+FGhOxSADBpqWpUd1ZWHi2tLGu079378K+kODQ2CsWGlZ2ZnZ6dmQals+Fm46FABDoyxG3G2dB5CKOMwitRCTIn6qMXMqlzblaKUrcwOtsZig6tmqNcKYcvAZpCrNSvh7iUIuvsf0zMUV3DGVew5n2deXsL5zCq0tsjORFxHhZcjko1jnYc+PgfAWXKYqzu5L0cUi45pzB4wX9pPE2n2g5Lz6mIUtlvIJCZT+ZZdNbY00uacPbev0rV/WM/UgdfXsamhHJghLmXlDuZ5DsxPrXCx8YWF65iO8GdxhbrvZDyIlZk5r6U80V41GhxIOxTNAcSSaz54N/8+b9640tfoHo/FDmG4olcfA4V+eNa7LSRpcw5NJQfKSzev81Z/9SnP57JREdHy+XJ+eHKVLmCCHSqMjlOlDM6Nd6p7zNmfuGJp9PQRAnvsyNkGOBcGA563fm6WMjcfffmsx//ZHHyYmyokkiW4kMwdHnhDFo7Ca4nzZiKwb3t3Y2N43uLrUerdd7/zOXhRDl6lDytx472TimldxmLkC7nEuVsAh6kJidSbsj0joYgJD5cWqNHKpuWPI8pVNo9bBRmIL598wGD080OU3+Kh1p4h0hQHYvRod9ugJq8mJkCcNCSFv3X+YY5rKGE6HHUUqZyf6Rcv2tj2hCmhfSAY6JIjqF6wSRPJEwofAAPRerxMeYHJbP48M29g41NytQnqfhJOtZpHMCCo69DaKqRfvVnWHZDuSUHgdOgGCicTcGzhKdhb3tXMaHV+p6q3ZgNo2sS09fNjIo5yIh7FIkU0OA8tAccsuiYiFEiPoVTXZNQdPx5OZI42VntR1MwNC5QUROnjTxN865PO+U0GMzgPoF4qwOyLIaP9G6OsG/oULPuSaQJ8Grd07FML6ukrsOYbEbwFDLJfAkyod+S83OW2BNhTidRfEsTk2PT0GIWCUC5ozMtdYyL/iuegcyQilx9HmbIOHQ/Q58iNQhGe9SqrpVrToj8jaB6RfhsiVDy9N8MJgc7GVi7g739VqfaRrCBVAw9IUQHgDd78EHprDxsRxDexXDWq8dkLfXDk1qblsejA7oxm23q2gdV+ikOmVGJfOAOn/ttOsN2tpEKPPiwI7n5xpfVO4OmrJVl7a2oyw9SJoHgIKxO+0mjhFC8UGoYugf1tgb2a0f0nFAjIQDgY3Zm6uL5eTI49BuQgWyd9FCAxcJSCAFb4F/+UoDMKfpL+6tr6zB3b9x4G03sg/1qLJaanV2YmZ2RiFsmBTkYAavLFy+Nj40hNKJ+C2Zg7R0sLz/CcywvP6aTnRQKaRdAHsvxjl25cvny5UvnL18anZqBVMvtAxOj9NIPebxvdHd1f3UU2UFqHFJHmMc1icljGg/9ApCRJZYYgcQ/VmbUEKLM5BgngH/kP9tb24uL92+8+frigwf8BAF4pFkIuEr5IrIH7H4cCVMg79y5SZkH90Y9AwaB2ilF0gEMcWlTx11nxr38nCh1E0sUSFZfDgJzQRnGNRIPHvCHt6Z2ijEwHSkDQv00144wfNM3FHrTwcf4GcLODryS4F+EMigA8uENmbTBMjXVi8aha9O2dvez/lYbPlTIzMrSZ+AfB9dgTyUOozFvJ9pBFtOuQsfX4mhnXsQ9Q5an9muoZ3awMlwkRW4dHjOjlzHsbHcelM4k1DKiYax6N0Qn7ArB1MowsBqQGEEspFGYyjCMPc1r/y36SN699Ymf+ansSD6aLoEED8SOI6nsUHYYOnk0OzIYr9y7dZOo+ZM/9ReG8qDbzNRKE6NZQSZhxfH04GCusb8XGypW5p7rDWS7dCxS81UhFNCD/iFEfNGIyzy8fevqcx+Pp2e6PeZYKN91QOmhosq+6c9jaMk+BYR4KgViNzqbGT+XPYq1D6gtJuhL9HydyUoE3Iy8tlFHzCWZg8iUbNcG93baDx4t8baJKozcqKVCUcfpwOPVjQcPGU1xVupS5uc6qkMh6Iyg2QTddIZqgytZZ6pVB0q7qTmOgNWKG/rMQ4Brey26htomfFo0noW/5MYxp6PairQaXAGDJiPtajs7WJgdHsXxCaKIRDZ39rF1qcEjjCzEd65WpS2NiGGrqZlbYRzBDS2l+HdvLG1k7Q0qDuotNFtcWYjIWhxRnAGRKCGz6zeCfqRsCgalTjenGa59ygojttZP1sM5UIhhiqOxarlKV4/1PArnnI2FxjC7LTXKcWnYfcaX0aqO7a5hffEXqEHxdx0xuNi81Nqo4bP+sd5phbyCagPV0E60ecysgTgjzZnREo6BU3KdO1AKZvoBfMEm4HZo0jv2xf5D9F+hW1JVUIHEJ8hGqE8Cti/RIulkEgxsrR01azZlyrv8IsIejeCH26/TjS9KDh5nhkT3wlXU0YR3ri34KzybEx/fb0Pj2vM6hsEphZOrDF6jtMlXNAnYVU6HMTgI/vOhjOTmm1/mECKRIk4V9BFICOpySOzXW3uMGXcbJM+LMaX5WjmvLZLu2MDAfv0InA3REssQdJ68dgWNf/c/xqGr33m4tEtjGcgTGYSYumgYHtT5aDDMioArjxL79evPffKTn/qJn/jTf/pP//SnPv2Z688+Q0sjdR1lOSen1JxXSD0ePFxeXl5fXUGwfQ9veHCAuiazG8mcGEE4PT2N/i6KW/WD2vLKKsYvnc9S7MHwQ+na395SsNqnxwfTZ/Pt3MTazjKbsspqnyZjoxqUBlLgXxRNADQnR0fIxpjGmM7lcECh6ZcEDmCNWjgl8fXVNSZuPX78aOnxIm+QvaGCLcELd6Vzikq8JzlyHJSOyKQ6mWbr6+hxT6hK0e+j51V3oRISlwfZedwsCNlCtOwDvMWs6RZ2m4HmfqoR/GOoTIaTc/ahQ+LfBW6kDIa/cUiq7WNdCZ/AgFMZ3FVlRZQB9XTaN7l+IQxKNfGQHQt9djAr3MruJFxagGh9dZJ6C+wtP8LuyN7HfCenLN5d2vpOaThmleESDa17B/U9thfH2o9OMquVA+2+FC6HiI6ylfa2au2B/6VPwIt0FkeCfY/gSBZfffXCR59D7pBR7b14nuuIxkuM3QXWVO0vklq688bu2s5Hf+LPdESIxkzjJziK+A/6Dbk2jek9OFgBWahMXgHnRAwhzND1JyMa4fypp+vOW6+ev3wtni6rS1Gr6+UTxdp0Vp3tw1Q+VhrPjc1kigvJzDjDO4YGkuwqpF6Kw0xXyU9E8VvRbGSA3kkK+sWBxFhvIFfbP1xb22RWAkQfie8r7pAVZKsgCH/r3uLG2h49COLnueYsq+N/WV9wwOxQlDyKphjjPIocCJwR1HEgYk9vn656l/5OBLwQJvjy5WcIfIWYkB/EmPiS2WPOIQTrofRgDA84mE8xDC4xVmGyHIDF6fY+TZMHKYg/aq5ACs9zk4BE5Oo0B8QD1FCBU1uITqO09rG/0t3FkTgaQOUJYWY8jztCWAuJY8rLWJZf2bxHzauCLzKRGM+GbUWQc288JytseTkhRTTGZHVbzrJwrZVRG/rDQavAEhwYCYtAcpihojSl98CvuGqgBAAdsA0MKgcCshh5VpjtQ9FoFDqaer+loXIygIDKQI6u42xaI9CUWARejaJnwIWpiXGqA/xIGQmMQ5Fk7EVCRiKfK1tu+q/eh4+p1Hd9nJymoKOEWHiraVhF0JZdhkoyocBlhr6OOCSDZOQondAYdquj9qNJa1qLr6MoWgVPt/2H0oyTGTusAEZYSUAOV7uBG+Xim9itRrt/wJHceeurVKuoFYscBL7PIBEsajTGLKKNnX1J/Ds8oQkcvTaN6jSQEmLhA1Ke5gndYdrbFkoi15+YnEBECgrA9l4NiwSqA/MhV8ijxQ2qBTn3/PmL1649jQu5du3JuYU5ygAsN4PQmbX+xhuvvvn6G480kf3B0qPHaACDWanBhey9Db1RauS5XJoRiKijgHQx9ALvB/6x/GiJRAE3Bd48PzPLyBo21z5Tsw4Qt5cj4X+hAhzssa2t4mvgAzXT0iIQT5SA0nJpKj159bpGS7n8zBgSWRnJJqDWNJQeHpuYnJ4dHpssFgvIf9KEKGFrimaMycNrNWlf23r86MGjR/cR4kLJB1c0PIJ2Cw+nRYDjohzaNk+OXf5MFCw2lzi+7qqV7iELzuinkUoF/yttSlPj7XxC8N/HkELqoXfT3yQhaAnNyTpH7/Fr9TVPyjHztnYZieOsyoJ+7i3Yz3SCFYzQl45SqlgzvGbIZLxy2lj9YryjF+UZcoy2Ri7rG6rrpyf+uUFreQmVQsStDnbKXsfvKDgfaw4xZ55pLsUc8UazIaalGxzksKC8cqWSMHDNVEZJiC0UD5SFD4UOEtPp5Yna84hP89Q4kre/8ZUnPvKU0BXpo4QR25h+xfVW04Kf+tra0tonfvwnaOkhEbV7cMDVn82ubKy+t1I/aEzMPRG4ALa87/3bDxTffe275y5epW0w1JnCA95z+Cig9AbqPWabx3urvf3fbr31amf51aOtt4+3cR0T0VEyLt4jpUecmcQooqlOjD641OBJbG99B5rJ3sE2GZi5VVrN0Fy9e1B7+/bDVrtDFiMKjhAk+1PdKoesnQEsF5AqjGS5M6XeGDWmKHKOQmZrtlbYkApkTRTyTznhiv1N9MBs8yh6Rem+bZzGO9SB6DZIoiUxBMLXPD0cLVeYQ8Fklmqrtra9T52djgdZbWQ6iIsUCygjEI3UcmmgpfyWajMYk0ZvKSHQtrTN9I6WUVcUovtsdpK5S2JCetvzj0d86EX0KxWklH/4dHmLad+qGMZbskKhRgOE0r1yHnc38Y7ijAjC3ZLLeutGGOunA3IyWD08oln42pOXueKD/Yb6gdwdRpceHFeUybgcworh1MAQVdBD7dOINOE14ipfzFvYzIfV+IJq/oMRxpDk02pY1uhxXBwVIsmiqJvMuFaIPNSvYYTyLC1Qc9tZaePkpLm5Qem4D2rpTch6CcbzCdYWtWQvf52MdjU4gS/FDFbhjEfIWQUsWqiBujV9KOw3gt6SGZlCFDWNi5Om7AqEX2U5s/vEDHDn9YeL7b/3b/4ecqHVA4rcDVIHOsPFJI3GVnbqX/vODWOjCUBCLmthulzMIEMqrhEqrNzTR+v1R1utiVIOmhylvJGSOqrYjCxcrlTpwGtI5LJIfTAaBvqbUB9YnXSWqU5JCQ4ofGlpSQG3RE1IuKXqCFTlDjzNmIWkR/IDvZsiI/UpWnxhwvDX9H6DxTEUCw4K95UESqFdsTQ2MZHKZKBvQdSFhcxIvSHuifv4QiFAvCzdMcugkPgPDWQzYLUDjCjgAimUYdUDUsNYApRtJ8YnaBtZXtk6aHYb3ShKqr1kJp4pcaq/9sdffHz//kd/6IcnZuZXlhicsVRD21mzQISJKusgnIlFiVDYXSk4mCDqzCwEZ+CNA90g1NhAZlwHH1SRESYkhLgNxtxxtaOjFQ7Y5uamBO7sLQJeEVAhOSHNVw7cE2e2fkQ4hLKbTjtCHhP8ijaLDpxSj6BfpNAufJxhYzbuoeTOvpHWmSMhYjFBBI5gRZ33MEkTiMVzI940eUsGqE/rcqQbAhzD1nocP5KVM7/fBfdARXArvrZoIP/SRzKUuHxufpGi7W6d37bBEVQrGqDnleOPHg9gA08r7XGKyhgjXVQX108KSWn7NJLIFccZqcbzv/ryF/76T/4YBfBUllCGVif0iOk3IpNBfpQ7MsSu+/IXf6e5W//Lf+MXcpqYQFmVWBFOJu1xtJaqFYiY+tYrf4Ly5nMf+2GT6OQLpZbbD2G1wNX97T/4D//22rMvjk/P6C80RXwQkQ3PEJGJRLZtenqEEbWs/Y32g3+y+eV6Au8niuBfyT7z5wqfHuymaf5TibRHxZXlYc4jR/n4cG/nwdtvv/3mGwe1fSQclZE4cZM2VOf05t1H33j1XdgrgAAIsaGJzYoGbrDjCbpMTsfyQ6PlHOx/WIbil3eYr3W4V21wJOB1Bmvi+6yhahquKQONnJ+IJ6ITCOiTnYEEwfjZkbGJxd3eYTwbzw5GC4dFCI3dWL1z+OLF88PFaLu5+/DRzjvvrDGEHXqPqJvxAeYiWjrHsK2a1cNAM/Vgg/FgTPmhzJMhOdkWDW9HFuGEl8ReaAyaoCg7Bytwa9eoZCIiiOU6HesY5NF28uU6RtGYEZyYFgzcQbmWtCM0Ryy0fsciyXR0uJhfX99XA69ocLBQdJawlRQvYE5/7MUrzE28c2vZVSlsR/xocGhvfw9HEqVvIZq4kOsNUxxBAyE2cDSUHciPEoRPz09z6kNAL3IHKtDtNkfwuaefvDQ7ftpucmshkkfZjpgeeuipulNhlQsBLEWkx2jT2cGG5uDiJgvQ6TUO1l7/zs7yQ6A++guM7anRyw0E7qmV8KKOY6x3NDx0WtDAtt5RC8J3r97qNlvymaJrgqyo1i0XriKLPmWU9aKadeQxG5rDjAMDdYcrCe2KS3ISqbpkkOg6QzqCGfmjf/dLOJLaQaNaq+/s7gM8mTQcP2gfv/ydN0n2acVCNgoxk+nxLPNNoS4IreZ2dHqL6/XHW+3REoNtmAZYmxgri8hbb6I2UBwdW7h0LZuraOSRJo/KZsLCAuAS7i/p7xbRJJ3bGomptMckc9dSbXfQL0GfIA8uhCdDdY/fU3igCEQ/oBYDjDISQymnNFImBKAswRZZXVkDQUNnnugskUowwpuhE1HNTO5bOkH/EiNy8EyOOdQr5BOV4ezE6AgFVKiheBRfK+37xyOqeeS2d6vb+2jBRBpMKIGQQEd8brg4PPrtb3598d79H/vTf/bK9RcPSXePWuuri48e3KXbRL3o6qUiM/bONipklEinlrCOKi4UUIkGdSH7ttY3Vvd291EAFu2ic4K/BE0+qFeDPkr4sC+0F3E5HKiT/FGgztmmC7hWMHByAD5hjjpDdcRb05mF0lxOkiHV/g/tKAJcGT7kCc7O5HsbJiQHirWM3ai8Efa8JUFkU60v68wvlAmd6nh/su98F/rXYLaOk/BQ6JHFFfSSTQ1dvXR+afExhzOTz62DldSavGQhR2fSKWkKjoRXF8MZLSHIpprmEMnlCxBtUeFn+GuuNB5LlLis117+/RevXUacKdRr5Wi7J4Lxegnqjuq0wmW4PQXAQKiLwjECV5i9grGhiEC/kUehSfqEpEdDb9U95kYJp2ZWqhUvAqNLh54STswT9gXAQNolYDt0eyD8nM/+mZ/+3PDCFFSCm7Xl108ex9OR0wTsgNNrg+OfHn0WGTwpOTEHzO3GKD9K72tgYHdj+d7td958/W1ejJJQ6FliFxBoUTP/2rdee/fBMshPOpqgnok2GW/OfdyWvhjEwp2OZKJjCAB3CSFjkl5EuLjJXMia7LFQBG4jNXBZXA6goCzWi69FrYS5oA1qxJNgKzI6VkwXKkt7gCb5oRIay03KysSr+93a0+fHL09Xalv76MvsrB+9/dptVB6y+Sxmf39/X+woI10CSXiD0tXSeDZ1s1t1mG8ZXM4yBplS3gEDliTeygdgh/aiwg76tNhaCqKJIdSGjpyidYwVKCsC4oKFyjpe0Q0VWCQcQj2VBonYmFKMFcvffxQ7QTEeQSxYZWZsuMOE+hgKNS5lXzk/AbL98O4quhqcJ0ZiRRJZWA9E+oNDSbTwZ5KHozGOrQo4aNj0ipPQz0cmR0ZGURSkuYCdS93lhAgRrOfSuYXnrl2MdCHYQQlJSiBBn/gSzQ11RpKg8Obz5AQiVDAkAOqDgiZDq7524/WHN9+maC7tRIY1C6vyIIBwqtW6aHWpgcNKplcom+3A8E/mENCSyglheZ1sYsJDwV6OxMdYN4mw9ZTNK01/HBNUC5aDqXQ4EiWIIrurnq+BWiJAfr8j+cKv/r02XRCQDWuNbbrb9/ZkEaJRrNTL377xaLmqcAWsY3BgdiI7PVFUidftuyz64qocCW1ZvN1GvT1cyGHSsYO0BBaHh2PpPIEF/SVidGluLoJxzJTXqF7LbcKu1Q8Dw5tUSsNhINwgP5UvUJ3HSkoxGN1EZvFABEAknQxUmGk8k8uMjU/Q5kOogzLaPnNzqMaIHIrKUBde2MTMdL5UZELW8p1bTMUy6iK3bv6GRMjUOdrpZLOx8fHC/HRlkpJ6EUUcmpdx7zrh7FNm+BBww15rHDJSiYLV0R5N+RRHYunhyZnX3nrz8ePVH/nxn4LPU2WQEeoA26uML4OwgD3HQTJq6BhtyjDU+0QKlVwGb4g7pF4Pzgg1X1yddQvILqCG4GLxpuVyaWNzo0rF1R8ht3Bg7/dg0S2NuBfS/V5a0cdRDJgp4RKtx3IZbMhAB5N3cNXRKnzo37zvNuTITc11x7pdgGuRfQfsPa1oJ+Q9dhgYUxc/AuYlJ8QxZVUlMqInCBWLALG4sqftqtTEWZMeImvsyl7fTfIfuOap+DPXzm0uLc/PLNBe+vbt++/ce0RYUECiZ0CSR0qFKSDlkmhtKWL2q5NHgF/Ir6KgXGIccpF98sqXP//RJ68A/iuM1/WC78ik6R9Hq9gc7gr+CdQsdBuITKfJkdYREsatrMvayhw/dywLwBZYrm4GsWzDXykaVM+1aExCA7RgQZLWvhy3kMswwznJyWzSYQ7Vk3QFbKDTRVphOEZTCZGDunMZokPPElVuvBFNSJPz85u7u7dv3wTq9BwtqcSymAQq+9XWH3/pW5v7NXIsKqFEOnQqKYDU9fomYdpOe8X04Egxi6KLpUIgOA22DjtbOzWNqDNyZY0U33uDHrwdJSKaXEmDl1Iyjit2GBLA5NRIJ55faRA+ZxLDaDDVC8hwRI9b8ep4MfX0+HzyqFtJZ+/f3Xj5a29TtMa10ygNYZVLcQOQ95iG+mgYIKk5MBCWgddVA4Wq2fqfMiOUaZAeUZuvGi7EG8NOyuBIdEsZNt87idFwLA9lU1BtxdVgfvmPZL15d3I4+AnSWnPSCcCYtUqlbDBGFsJKX1iYfvx4p8rAb266MicXnK09Rv98MZe4MjdzsFvbZybJaTefTxHTsoXmZkYPe4MPH66NxY6m0/DP5X80qbE4Psh81XxyfGoSqWCVsOWgmW3MiIfuRGX0I9ev5tOq6+EiEaxFYhwQWXkJJGAl5s5I3NkuZqwMsY6h9zhv8mTwqLV3796dt24cbO3QXsiN16AZECR2p0y87b+SMyQ6jscKnWyZ+WvRbgzRoAKXooSQ5BSdBp09FpHnkANx2ZNtI7qoBTAp3viFHV7Iu8oTBwukyQj4Ryzah4vt/8+/91/feufm1tr6UeuIfQRg4sMppVWGZRzUcUfaaixKnv52JlaL9CkzxYOohh5QbPeMScwmVff5melrV58sFZlFEb334MHaxhYDE5GfogaDzggcJ2muw4FGVff0mPXiBOWzTBAZGRubnBiFUluhTE1b+z4hOnpDjNSAgNZsIhLESBIYwNMzM9CGJycmiTKovVPifry8vLmzA3pO3UtHvjd4/bkXL156AtFUtunG0tJxm7aAQIFVu4YNmcBJUlOy1/kJxK6Hp0ZLpZzmE5ifKKVjti/XJgqCVcplRqnew0Q5bnWOJOoHLkeX4cTEFIWyrd3NleWH1f0ddrMGcjKYOJ2h3oJMRGVsnAkpGmKFChMgIdPmXS3sq8XUSdH29klHGOJxysS5oXK5gN/hMRRX3fYYRkC6IuF0BBsjipfbUD6QQhi7s+UKManTCuFaZ0fLJjF4AEU7iuG+7899AEOMapDAT9AvzPcf2D+n9gX84xqGTFCodOv5/K02HrGCcUkhoC59utvMvRXSyzv71Ag/yU7waY1nRfcTo8P0AZ6fO8e0TWbxsoXYivSclktFpaPoxQzQYp2sDNN+DpMQrBTjqW42nkE6Amk65RQM/s2f+6v/7J/8Y1dseEFCFvtRt5iZK2lFDYV6etek7jQeSEQGp4BMqxlMfjt4HnMX3WUkzwiyJMBKWT7GjSUycC+FDkd4iuYRclGnMW+Kb7Cpx6fVNnNwWwdo2B3Uc/utIYj9W61y7fhcJ1JptVMH1Sh6EHu1Dg25jx8nm4eJvSpheX5iYmNnD2oilEe17al6IyYYTS6czVt3H/GOMbFclaUPGBkosm6gscmidHooK2rOinaCkUWNA4nUEZVxsBhCBkVy2joMjnBiahE2dSWqGqzRiWICxQYqI9lGO948TR4PHkfih8lUdHK4gqc4TtRRLZpIF188fykZSb7+5p3NjT3RatXEBbqmxigTsd6PGFhwCuzqf3DXkjlHIVrq5tNJLGIYpMQB5Azo94q49RPPSTHZxyOc3Yrg6/fh8M71fRU2rZBRb2dQPCXHMEpZmA7JCmi3UHCl+bd92DxUuC15TTVdibAqGxoef3TKNEfuOhaEieOGo4byqfSVKwtgSEtLy0MDx8NJrGqIrjw2h4EaVLcgJkEP0Ye0icBBNFh4oIcOeh4Seo8sWQ3LeFSLTZNpEsxYQE1nlzaUwEDRHguNHybgnETIDGAj15jlqyRHk6sZoy7aADfca+CQjwWkaYHJtImsq33kPcPwlLMAagwX6aWiA+mhwUyqR8EmE+/l0pFCFhlUVFKYWTJQHBooJAchaRSGetDk87EIIxQZ2IUMZyEzUEgPlNMDpWSkOPRhR/JP/6//7f7O/jYgwt6BJrUm5RJ5B4cnR8jAIRvoVdXQeLIxShG4evMEtOFqjWOa21F24GDhIWgQmZmcnJ6aQvcautGdBw9pxuFm8CtF4k5KJLwzlCjmcjPTMyhlFwt8mQOkYi+i97W5gQrJFtwnSiA8HguaL+TOzc8/cenKxNgY1hi7s76xsfR4eRMh1YMq4T+BYGV8nBL+/OycktXj0/LICFYYVIKGrfXFB8ct+kuc+nie2pBzzmRyAGL3E5dmJyrF8WHI31RzFYScHiFTprQmdHscHtG6JVEHK/SQW5Fk4AI70nvHiri+uQ8r7WAfeIR7rqFTYeai2a6iaknVPJ2lg6ZQyOZoauYLpsknpVnr9JnFaTDZCnYo1O1mHZ1g5nSJBS9vjewNEB3NzOI/hHmR2prEA4rMPZrDDsNVcbuSfkOHdpXLpw4z+07FnSAubL7nIPr18PCQUBTxZ/iT70949IOQX5x5FDmp8Omqib+W1TB55Owg2JUF/Ep/eeZx+q/oFF6GJjTvEEbOTo7W9quEF2Pjk8Qej5ZWme/O7cHbcHYAPfgDbi84pA+/1ln3SBVFxISofrjZYiCCRMo/++X/0c8sZk+fV92niPnMob4nAyK7YVlJxfJnBo+rt4aYGfsOeV39FM3FjE67Xe6SyfzGBxzUu95nLNkhfohfwEkJu11d6r4wPfq5+cl5iD3A98kEDSkNxpEdnYDfgkLUut112JKtk6WNvXRlbOTc3Dp6QseIJjAgy6Q3T5Jg6z14sLSyso21BB+mV9BiFnpFOXhjqQH4xvbhVvlFX0KdXPm0K9aWkyshdCLh+DvriHAvQpXX7CGPy5SVZx9Gh8vF3ToD9GLR5EAqzxTORCmT3jvZPhmi1Hc8nxs5V5xC9vuddx8cHDSIpFhWzfeUIo8Wg3iMGydjKVEfqQ1rYTmS2r1uh7IXYH4SmUWd0clqaBOLUtSn0GClPa1ISHfMrVJaDcliiqcuNrDiEiUHzk4sCNcPloyq2CajEOOoxbNYwNDIvQw8e++JX8cLmZQoA8ejhLwL9IQDkjo/SwN/j1kxczMzS6vbtIyV01SJQB/MANG+kAunkJeBmJSC4Oc4zvQaMc0YWVgqDpeKnl9FTUSzEf2vhgh74eVInBj1T3b/eMnDidUpr37YOcKnNeu0YfpGueRJcEZdWsNDvFkZnzJwykzwWDoB4aFLNFHMIsogRIvlwjyxqklC6QhArYQj4dvpTkA2pUFS7FWuSgk5Qax7uzTsHfvINQLZoCxmafkPO5L/9K//R212b5ikJ0CGJT7uHuNIaNAxHKInhMdDJMitNfVIlTNmKZKykLVzY0lloDyh74/kFTPRyOYWV1fQzstmMaGMdCugxT06NjbM5Hv0E+JxXAUjKQ/wBvCD93bpLCHzQE6AdSCWrwyPwOtdOL+A8ASLJJbt+hokYCYWo6KIFWYsSTFfgBE1v7CAXKNUYJtN9hGsYsJUGzIkzo42Hz86OWTiaWggxwh0IL6lE4PURC6en7ywUJkYLo7QR0TorzHCvUPky+FgiOTikSFq64MsJHkiKMXkVaRT1i6lQqP8gOwD+8bNV5FVwZ9VdKSJrTE+wK2mVRhsIEhTW2IaFY3hkVGQLZ8PoV6aYk6dLzbICjEnkawFOXxLn+F/WUjBn1gI3A/ZDnV+aQY7OOUi1UshZl6gc0koBT04o0oUc9QGEhyNszH3/xlTOnMb/Rjmg6nJWTITTKHzmeAq7KX6MNQP/MF77sRx/Fk6fvba4RnCrz704Vi//xp8ARNmrJJDMAckaHRigulkS2vr3Db15xBt4NGPTzhkqKwyGYdeBVJhoabav6oAwNdSE4n5rDiSf/GP/iFPLVUhWVU3bjlKDMCaED85gSApF5Q83VGt0XvBXyoWFzitYFVOhX9VXQmjHoXVqCLd98peAsfEBuyV+gXtKheCggtSq/PJ0vbuO3t7dxvtewftu5u1hwetB832vZ363d3ag4PG3mFvlXr4SfeJ554tjZdXV5aEBRmZEkJtX0WJ8dathwcHlHApjItNK24UhH9DRGaF+q31IsUc1kJtEx5Ja+JTp8vGskg7BQ4TM0JKEGpZVooOsXwQV3CprwuAVigNb9VFw0zl4G+hCJko5XKbrXWC5EIsO9SKgGYQMN66g6wqkjaixrGxlToo7gHOEZ1XiT6F5YDT6npUGaC2pTviJlmpFoFJHB1yOoBtVGTyDEjumqt+oqQ735BD5/oFbNl9GiHXynujWnnLcU24KS6AKQeSrINp5xSNyHg4T5p76F0oX37WiaIDI6SIDnYNdGo3Gi9cv3j92gUYwwwybVQbW/v7Q+k0PaORoybSCrw6hRZOqqqj3W5WqvLZACX4CnQiSaFQcBsbGXHXLy2doK5hzq6GkVjBzohA/6x84FRoo9lGk5cZJqMUTUQb4l3fP4VD5OpogkJVx90wPbiQodjj8iDvcSgjL9dVzZz3o11MaGWM3wYBLE9EE+vYs4QW4gPk8jQnqe64A1+kCAyP8ieuWUn/930kqTgKi1S3kFTg0HUQXGj1Vo+xZMiXKGQaZq15KjpHXm5vax0UFcgVfUdKhQw3pVCChk8TcnthYQEtrNmZ2fHxcew7B55KOASYxcVFssI1hEN2dkg+IFkBdWLj4MheuHDu2etPX750abQySmbw6P7iW2++efvWrZXl5d2dPbINcFX6euboXVxYwNAQbe3tHqwtr29v7jRaDd4GA1Eko0SfkEAMybnbSdvzuZxHnez87MTTVxYWEJvPDY3AOOOdW8+iA/sC6IQqjmYMaFC7751tFc6EmIr5x3TGnp5GmQ7dOwa3j0eOMvHBdHSAW6YZA+q9cyc47FJR5qToqXiHe+JGPuTHo/Fkky4byx1x+wHHOXXpXHZ8agpU2EiArJSkWvWyR5pNwlyUFlL/AH4M/9znSuCvFYoFCNAVFI/JBFFw0QBPWC6anKWCPG0OQ0NQ0YzmCfe0IzHs/f6H50L6zPS3bd+on1l2c8xlfs7SlIAMBgLy92UwDv7eS1CCbTUq/n7+8oNe5AfcilSM3NJMH9Lhw0ePGBmoRgRF43LT4kGElEmlCoVhkpsCBwkMsLPkPmT4fPiUqMbs+clOEYxEOX6XkVQ0KxAIcgv5h4RUA39BeyVIm/WH0DjVAFSWkCVSuHI26vAL+YuSkcAr1VPxA06JYSLH/JoAECWIQ3SKQubq8cnN485DmtIVeA6dRhPHsUGKG8fxxHE0fTqQ5PidRI7i2eT49DizlzvofpqFdQYNaSczYgCGtIgj3J84PRuK0NVMoZOL11Prmd4yHF03Aaqkbl03WSQW5wzb1AmXtwjpo0wtW8NVIK2S4iXX0xThxuN0ElMoBzokNYbwAr2AYX0n7V55cGgyhUru4Vpjd2WtftTuUv9g/9oVyyoaDrAkrbdEaHICJAjb0TdU2b9nJdDuN7hdpTpoPSuDNeJwmsGp+2eEzqbZcZOQfTMDDa2GvdnPW5ytWsZGjY08UIcZoiY9SUy+5BAaOOByqGxBvVZrDkcbZ+sCWJj3o+c97ahyOYjIf3lhqnLp/DQmkdF1lVQvfiR2ErUT2HankV4VtOKkA2EcubRuu8UB1va3XI0u10EYN06cCD1zSHfDbe3v3nCAfuCY+BB5o8q4x4GgEmhqQC8Seig1Av6K4F4oFjv9sBtpHA/sH0e2qiigR/a3o7XVbv0uAFG1ea91+ODw8GH7ePH45OFh50HrdLF98uiws3rSWz/prLROH7e6y+3B1aPBjZPI7snA/ilUisEDNuvh4P5xt3Haa54ONk8jDGdpdT6ckfzBv/nHkp3FlDMXljFqyYRU0RRqddfWd9kwc3OT0LrYDSx9Ht44JR6vAm0JKDbu1ci7ZUKJjKgIUi9h4RhFTpM9gtWbW5Tv95k7i4oXolh0B7RhOKlBWW1KVNSpq5OyMGW9ROo4RId8l3kjm+ukH4wX3G0yZguePOS6WAzBR+zm2Ogo2BB7EhyIebXU8TmtyWSGKXKkPZ4ll6fKh22mKEE9fWXxwekhQlXeXpqeGjk/NXr96rnxkRzieWVE8sj4cBkmVIpHRju+cFvT1u0xwbM0VwCegMbaQzJTcuEtLhzAKQg5o/g6YUqQR4yYS6EKBbSHENoLcdb4iiHmT7QYtXuAIn11T4QfbVqYiOKlknhZ/whmJPG3B4s6NHK1XMm9dhOXSlor3UYcDYdb1o0oD0eChIb0iwzVknugUwuB0pJ2GigEGUnBgTeuES5HykZpPuhFPugevt9VBMjDGUQAve1gwqeDdJsEUwQdVPWpXP6qnxZ90HMoqA+P67+8zks+nfroC09S6V1eXacBlYnZ0mFUM3eUt4tsA9kZjwdhpXvJRsikZdUtQBXUPqZyKBGToa1/+sv/yKNYFMf7IlxCFKbjYNWgjq/BDQwSSz9zfbpgma7wEz1CyAq9ukYqhNlrBfThN+CbHBJ7ea5+lOhfCzKCkeRxtcG9Sn5SjBURCEXDhS0viTO9nhybVAU6k5WxT330hSptUHt7VN36HArRldRutLqxfff+EjYXGEBekJmD/UlRJq6ITqY3zcYq5Yd85TZP9vOYZLJub6X+HThLoQyqaKUCZKtykNaXrd1DIYkzla6exsAYOswb6zWHBmP0o7ADn7owVUqrAWJtrfnozg5dhUOMapdAC4VAdEWl4RU4yRhuLZsimrNipbyajoBbqPVCR6e9thihClaIJ+jbQxtLa61Cu2JXszulgKIERPtN9A4H5SLs8CApGpsXHm6w94epg9qPmGJp94XeOt1fTa72luAIiz6hwD2UW3xC1EXFduKKLp+fuDyPKmDs8ePt+u7WVAblpP2Vje18hnMW441W2ycAG6p5K0ccyhZKEorXVWsX8MaNpw1UGKHFsAT1ANKdEZrbYUOpfcTK4YIQ+nHc+18pFCYkUSGdtWf2ACvr2duKD/r+2nzj8CZpiBnAnXT261HQyN3q0cFue3f3eG/3dE//wio/3t86PNhpH+wc7W8f8vX+RrvB51a7udWqbx21to/ae+2jnVM+2ztHh9uHh9vHxzvHp7unp7snJ7uoDcKg+/4PImQr2QqoMbvLTG0jhoJmYpHhQooSgs+OVJFtzFgb9akpqDZeoVZJxtHUW8urG7/7+3/42htv1qrA/eBWNRF2PceX+E5pR7E0MzN7/vyFi1cuX7pyZXpmlvIBPSiba5uMkAK8Ivmg5EAtWvLpJm2xcUje81AoktTh64yvpV+dEjpwRxEi7fCI/dAwQ65R3k2RjuBIwH8I0FPJPm7BAvvUgM4hwkrfSz49RPs65W+1LQFeHTMzWIMdUdTB8io91RgGPII8garAIW4y/KUGWtJCqDDCl7rIX9DirJxP8ZyCH1XSrFkdjm6I6ZzFR6EkgFlRCjnY34EyLEvjw8DjIDe7wj+YTijiyKazVOwt7wZXEGkVJGGVeyp88ZhSGAtsJjpSuHCagFAMwO8G9iRjc3DMdGvi4PGtJT6pzlAohC3jKdHqmBA/UsV7n5kQzr//+aFN8v/z2w9mL/KbxoP69somMwRXPo8fDrQ+wD1+/7l5OEEJ9QDW32N60UnR4Deh7cdH0NhMSFUWwELRSI0rSePGMTaezi3DqEZfh4DhUjC8DGSwCo4r7RpWqnE6IR+xWgaPJGrlVTRhzn4leAdhP4KI5BwAqA0qMYhUFfSA0ouzHwJ3c62B2olAeKCbbURCEn7Np7tteFH7X7iYTAhHKJ4qdlT9TYpLnePIt4Q6NzKOCQqHBHbcUfJTyzB7o7ggzRXs7exTpGOfNoh9FLA7hdKblBHhWykSOvdgA4s7oATbbD137QgvsiMxvOeKg9+Gn1zWNDxSFonda0tFgCJasNAy+hfgrcFIkc+ppEYGjpMnncTG5vE7N2lBRv+fwI5RsuI9h5V02GLuunu5TNzSGRFZ1R1jxhLduKSMUATTcENZHIFGor9RD7Mz1Kd55AZk9PRWv1ctWj5PHoNHs9Gp9hqZNKnV7QJSGdWkUQn4UrVywKZO8pDKqojxXlJLUGjIiAMtoeZMhvhxr9raPKht7h4Q4hweNZCBycdRhoXgA7+Czh6WCCGfOGGe+sHBEhDw9gUGhr5FSBA6O6yT32hRznoMz46Jsy9dcN/h9+OrkGmdkfNlh3R0JTmFYhXFcxeHTDPop2lBxp73ddyLHfaize5g/SRycDxQbff2mwN7zc5+43S3drJT7W5Vext7pxu7J1s7J9s7nbW97upud3n7dHnrGC7ug/X2/ZXDe8utB3w+aj581Fq833xwt37/Xu3BvfqD+7UfdCQWtBa0hW9QvBuMgYu1qusia8DgYu47G5YyHUQa5qDS0UHfSaB4iWVkH0PbQ72B+DblD7pnj1k9rCCdHvML808/9fSP/uiP/vRP/fQz16+DybBpicrpRrz/4D6eA8SG4rz+LIjiuix/9gHs2KGQsrT8ePHRw42NVdSrIFyhgjUMoEOtHuiNWejYWkL6TC4Bl5LMiEoXdl3jLC3joVgUhlwPFunEWIkIj3qSFQkwVIcNQotdSuZqU+ENHuPpJTlMrY/aNmCjjrA3q/cuuDxqs11qLRGymQLqKXF8SZc0DddCF4HB9wDqBAhBO1WHF2t1yhQZfBVUrR0maUiTLmC32HSp6yNAFEfkhxE7k+PjuDmNp4eUlErytQaQpFLGVsPI6BBm+8QLKzCtTPO7WXk8VQMfjKOCaIYUKcKFNF4V8zinoWwqhYwNynEwF5RKctuNdZ39JzS99Zlf4fybuPweXNS3+/7V+x+OhIzxyoAplA1/0U/UfyBd///nqMileGJ2VFB9dESp9XTY6PzMwrAIz9C7pM/kEHU9MURtOolmQrrcdyQaxyVxbfBrozeiW2HvnXCbqqOH2jpr+UJrVkhEBSbL6rq7QM+hIMIIqXhBthB6EUvGQP63oHTQbNNYSlZD/VZu2TlLP0QJs3qgjaEqFmpXEqzdb/MRkwjL6eS4NFzGvTGIWtxXZxNaTt91Ah1Kit1T+g1PiLZYaWe8Ds8xIhKPDl1/8o+K+rxnFXor/sOxqp3MNwsUMUTmQrCDdCavJV0X8ms7MN1CT0ljr7UhD1PEVa8JvIFIaiidj2UuVGZzsQyD8zZ3Wgg6cc/YpkOMOibZ4hAZKeoo5nTdSIx0YTxKiyTQq7xC3SWiyVqmWgic2se5bRbCVSoux2ziCGEAuuF6v+I7mB6Lp7FWsPI8qriS3ZCV9n8k4a4XxeUp6dd7qZRy1y5NPXlx4tJMZYQL1aaXZTi7cZb6YpXUouDWyO4xYyvpwMFP3Lq9/O1X3nnttbvbWzVwEHZaCr53l0Z3RQHcbajbBDfYDN0oanltBnd6hFfI3j13g35lGkIJR94L3vrggP2jaR9yvP7Uh32ltifInNggeiK5cHI17B19tqQ+qAc7hTJM7Ttm/FXgiJI/fR1MYLCEsoV6nFHdM0xQ3g67T+LFvDEKVuSQAAHH3egh7dLdwaNu/KgTpXYMw759PECuU2coy4fOMBeqYePgmsD6SvYkuUwdgNcSPR9cid6idIw1okZSY7wtNp8YGEbvIZ20Zl3T8MGUOCm6yNOOD1cKxTIs+PmF2edfuv78c8+eWzhPlRiq7ve+/a1bb92gjw/pRaaTHmxut6mcUzWSoebmicgm+FQsK8oUOpdaOZ2EDrVuXhQTWWNKbxWi1G6jtjfYOSH6QCEZi6gpIGoiIzKQ6KKEEeQv8IOKOoiB0rHo5YWZ8fGRPjQMV111TDatyOh4Qb0Fwjx1q8CUox9KeD2XgQc1S9zGDCo1JFMAlKEsGiqjhQL4GJkqVCFabXg+LDmi+rI7MltudBD6o2Vnbmu1sbtNOtVsQstUWUkVeSHFWn4GfyZjCzOT4yOF6ZkxfCHwN1wtYo9kFgVZpGvVCxo+BPT7MGkiXr+GEDAagaXS1FUQRL+EkRKKCZpJfsSpQniOfgaUM2A9oToAEMg8JRBLsUwgUljrN/gHOcFgcPz8Jsw4aBJ8EH4UNns/ZrJQg36kEMy6SAGmV8vO2Z4LGUAf0dKjfcI+8AB1/GjZulhSWqmhioRXMLxvq++zkk3Hx4aL6AQz7V6Jl8c6yIsgPQCcqAKBHbk0Hn05iq5lImQn+YTiHVPR1dZNonShPdPUIBWrTZFRV6pCBg851LUarnEtUlSjMG1CYxXDKgQGqzNWCyq6t0HiZGYL4WvsRPqEVW3swFPTv2wvcgZNGFDozImPIqkAlMfsEGy3Jx3JCoSXIWemtYmsSswRAgEwGcyuYH0RukwmNGwmOEiiCVbf0eHSb2S3AQAJe2ylFC16dI6qegZ0cH627zbBujT92qYYX6lCFQuiWeR0Z/QuTc3OT7JVzx2fjtSPRNXVmYknAF0azIoSTcTUYq2o3ny/WZK95Zxam7nPug1bAgOOCYEXJgftX/vAKVTlPcCr1s0Pjjx4dGWoMoYyjqLYemC77iMTxwWQ8UrC4eVbFMp1K4UMveXPXJi+fm58Ih9LRztAFPoFSQUxh/A5bUA6LfjkmQv55PxUiZ4MDlCtwe2IPlrdb51GGLrLcwNn9Pvj1BpA+x4NrINpmhm5D4DPhxoRE46HyRe8K/rJeyA0dJZp9cNZeL+xL2yxkHb1P3zEwiPPvpBoJ/IqskAUrIDKjYEHNx3UUexDLOAVFLowA1C1dAicZAcSgjNnz4i0EIoTOtFz7WMCfq2hYIJglX7aj5mpG3JMJfvvXWX4QtxyAY2m99g0WY5acR/Wjf1OOwfWG4oBuxDFNwJdqj2Tk2MXLy6Uynk/uxybQolOFzhmYnx8Znr8wrlZyny3b9387it8fPedt99eevSIysf+9i6FY6RNVLuWSBuJywAgFRr3Gm5qg2sUKVgYLZ+tj0WXFN6hXXJEh/zG+trDB6hz3Vx9/KiN0LbGytLNBHaAldCnOnyUUFpbVsZioJTLzE6NGreEwxbV+M8gTcfwTjV5WZsupMkypFFVTdqIjylKZa8FSX4gJtXG0+lCIccnXyh3iUURQqLkHqEgUz+gqca1wH5JWgnH4AA6/Wjj7+9uNw5q3loOaA1/sVAFTCPM1+mpC+cXmOkyXmGqAT5EDVnUkKC6gVGo6h9k5IU1G5kxiqN8Fw22WKRURvwD6oDr6nGph6npkX/cjeL+JzyW1Iv4JJJJxpnHAEM0Qj85y4/AWAFBm3SKbJ6ZTOQuKI7JuVi81ywCa8j7a1dw/BEyaXsde0yD0sYe9ObOsoOQI3gX9g9GKJz0j8jZpuQe0AuNOb2wcO7SwrkS1JfgOrz3HVzJztD2M45KMABQJos8D5eYHhKWqbZ61WPDaRlgmHYWMWYwB7UBR42GxUhg0rxrCI0E1pYUAu4TNwOwCd0OBr4OdlFxR4yPkfAIixgrlwtQW6K6SlRSExGTpEBhHcIJRKiaucin+qrtThjLyv+wHIqH+mmMymuenSaip5XP2HgCu0jA1GZAH4hl4PHp5XJROSUWh4MXIkctm84AU6qqTTXQQcBl5JpTKvmPftuvTqK4tHaJdG7C8QPK4RF2UroeDVU7e7ZAWAU5hHCFbRdrxkGTcwACYbpv2UyykQmVDumwsnk2maU7Olri1Zc3B268SymLvJBIWTU5KoAizYZit3EljL+Rc8GSXJUEwHnbysJDXoerEMmF9yejz0xc9bno5Xzr5X2tZ6gs0Uuhk+Ntr62mdAPAED0zg6i2ddYKVZuKROaDqhPPu765f/fBKhp+6xv7xME8EhwVK+FqETfT03ogFqktaZBa9tNXzo+NFMdS8flMZDQe3TSHEGwqdEGy9AQw7vDokJ2UOTmJSCbNVgTwBkfBXxxzCY7G5KW9Ky2PSy+E4SqnmvaEIbZyMBICp/Cvo41wZoKXCWdMxVYdbsuJoxQggyBfoghPz+hVk2cQlmdKlNJ7laIU1ol4LgnMgOSFONcwgg5tcCg2T3gXkzXNu9Jrh2qT/kT79sOORHxVPIYgRQV+eg5nAXyDEAX3mKlKIPvFvDYKrDzYvB/9xEvPP//kpYvz+Ww6JPQuuMrxIN06PT1WKqaHy9kaLYV4oQNaEqH2wuijBVR5u/ov+twNU1/MTSIRIFlDOdOz/TB/Qr7fJ8SFqUf2sFp5q9ZRbdjZXL938+03vv2N17/5jXtv3dhbW6Vi3kM75JhwQHKHJqXoZlDTKhcoO7B5jzmbaiUGCfVcZdA6lB9h8erRwZeQ0B2dIsWiuazuVXCSiLmJAglls8zgEn2ZTjHcp2yrFEeOU8iq1Pa21lcQrwcgU2gv0Sp10cO6opBR29+r7+8T0MnrWy/FeyxSBHVKDY2OlOfn5ra2tmCpk1lxI4g2iTipcspcmYhsY/LeHQzhihWUnCwpuLQyvj6151QI4c+zUjrTPBTQLPAyl12Ay2gZgkdOdI09hVwufSGsKkeCOjaQXSHDZ7KQQd+VdYMTJukQ7VvCV51eEdFMnDGtWFSCkMw4HzIqos+ziw2HwxvxAx/9b878iamGjAvgeCOVOj5SoXQu26O3F45TP4nh1YzuyyweIadBpk9FjOhM2g+qE4fXwBZkEtE8CrioIeBREtFMPFJIxbKwQgDH0kP02BYziXyGUaQxdORG8mn+LaYTfA6n6BJIDGeTTD8rZZJlvsilyrlMKTtEplTKJnlMPhmj2TnPaF4Gg/KZiOVhxibQfsaBUeuCfM9Og7IPFHSSiHbig6dm4asea1ldYfX8S8ck1FRh63zdPWFiRS47dHTUtISFGgzMaHCZZqC3f9Bgzjw3OgVrHeBSubwkLJTIK1rXURcMx21lj8uSADvrwPBMAnz0MEMP6u4TT0mpjPiaKmrIECsKUAo3NTn8kRefoZYs169Oizi1EbYU+4lRSCOjZTboZrXzje/de3x/uXtIIZ6qoZqsuAUSflcOI2RGT0jaJGoUMIHciZyzjasyQAtscaIVNekJTNfwVcjd2ZZpM8l0iexKNKX35+Q4dB+ZiiLNbLNS/DeCIEL2AkbtHiG7qO1a49bi2o0HKzcerW/Ujlun3VqrzYJoz0K/FylCksA8VSEZvTY/cnG2mE4OLoymX5rPzmdb5V7z8nB2ErE93ouEEPWsxJ/s/LJkkEWJFQZCu5AG2okOE2JsF8vcMEBACaOf0p/cYN9mn8VJxp3ePwr9s2GX309evaldzVb2I3UAYk3wd/a/Qd332fnSTQsexDqLcicel6VCnob5alnlD842lVMQ+2afW5MdHX3rx+xSGRS7PVx7OP32Kh/84CrwbnTNqfqqrWoZSXPOYWrwpPlc8dmnn/rhT784NVlmU2Byla+Qh7YbaJjYSSkF4vETo+XpqdGx0WE1ZdMiKhkU6x6Ekt6ZDXEY3cdFHLNAcYQWdWjkCo0QAYgYJkrNhQJNF4WcsAvIgKKuGDLRMymo09fimOBRdjfWHrx94/Wvv/zK175699236tWdXucQkq5ciRisArkKBK/xKDzd0Ighmp963DTFWyfNG97hDmVMpMBwbmpvMs1HLHWMFrgPZxd7CgJEuwc8NLIrFoxqBN0q0ZNjxlkg0k3VRUpxAdaXmj01UeKYWqtWxXEJencjmGN3MLQkmjCUTZAVu3XvwaOV1ebxybu37qmZq9uhGDBcKqjP6n19Rs/EMtjsEoa6huTqmG1MZ0Gr7WqBgFXn/wK/uMOB+As9GIObQYUjk8QKEcVTUQLXIh2hxQ9ddnBeQnV1vyJnmSSQV6qeZQRsKsEnroXGY3TN+LcgCoD0qHD4OjzuVJAXEdTt2Om9hNxnw0ifdsD7J+Xs1LyXlvAFyAiUAZwWEpz5XJZ77/5rvVP+NrCVOVXLW9tv31985+HSW3fur27uAlM7adRj7Ku8g/Xhc0HkaMPiE8CBYlCoUzg5UVl21b6jiF73AJs5nzqi1ADYKprizm4ZyBBpMm06Fc3BvMwiC00LBV4nVcknx/gsJSeHM5OlzNRwbraSmxktz40Pz48XFsay/Ds7UZ4dL8+PlecnCnOThdnx7OxEbmY8Mz2WmaqkpyqpqZHkzHByaiQ9Vk7BfxrPJafG8ONssLYmwmiTWJbVYSmxMBRI+i6IDLIEBGHoJtvUWwq74eqOUQX1gEvXT5VOeQ417YOfWbbUcLwOewyPRlHQnfrut1EQTOrFlNb4tUuzT1+9gHXnIqBAgBvRqeDgV30A0NY3do+/8dri0v17iePqcXU/1j0hfYVUCXNSl0rVVOxZqWFZOCcQlHVVAmWF8/hsiY/XoyyiUE5YELGmxj2y57lz5kj4/+qUEcqszFCygoop7frIbNg4uAl1FoaU2B5Fg936NkccixB8soCx9ulg6xjoH00d2MZMHJHntU+i2BkrJlLnRzLPL+SujaPgKs81NHCqzrNsZKEUf6ISv1JJl2hG00AU4D2umTVhmogrUt57Kn2hF6vp5YLAQvu2MDzFwXFanvmNiSFK5YNveG+vfvB8nFnp93KUgITpaPFE4nzheDnSRPgaLWCeWn/DGwR0kZ60Qsm2AjqtjAZpSRFF4jF8CtOVLwkhSv+I2nWJfqDpjzKf0hay1kzIc/rI1w9mJFCqKbtiIYewqGRkrHcor1LB1mXGEzMTY+dmx87NTfISzXrz8eLKwfZuY3+fDMncDcPA4AOMUUiDkCJ2iQKWJAjl/5xMfPhV+7iV1kgZX7DfnpbNv+6ElwiwVB+ikWI+Pz0xSTdjMYe6MA1WrnHoT6Vtptk30k8Adjhu13dXF++99ep3v/bFL3z7K1+88+b3mBnC6vHkHDiK2AZ9ADcRoROXG0jWdUCPdNaO12HkKiiIN1HXUUoCdirb5/OpKhatnVhlhp5SBQfGpWLTZtwuSQ3IdOe0kEiO0rhVKOn0ai/TPIRzrIEN1usHrAnmDFTNJXbXt+Ox0ugwv6b3EApztX20dVD/0te//Xh9l8YA7OI46jGlAqgYJ9INsd6VfS0TexLvKCl+28VaYCjkKRwmbWKFvI7WjH4orSF3oCBK/kd2pTJJLpPLEk+BayVpus/noAwhmkCeFB0uxculRLkYY+zbcDFeKadHStmRYoZZX2Sow/kkjTiFdLSUJYSHJhBH6JgAlk3DhFLJ56I/pT4ajS4JnbsGvRTdyB94SfukmXCSFFYgnQMsJOIOuBVdQdq7oi31wZ1wL5a29t55tHp7aWN5a3+31to9aOxU6/RoWe5L8WCfLKPudAOdkspyAVLHJ3gu/Svisls+nK6ryKDfWOtPf+ZQVmVnLa62uirHWmZxMbGobCxxg1z3FbVId10EowSYtPrMkFHADzFglBwooTSIVUrHC9kY048qucRIAQgrWxnJjY1kJ0eyU/rMTyP+NjPJ5jhW7dpqaX1cV2ETN7FarZGvAj1SD9R4KJRc1cbQR0cM+bh67FmzeGI1pRlP1CYPJCy3eVtvXNveia7fKqZXGY0MHDj12MT0W7fuw9nH+oARED+Kj2bhd2jn7dP4rcW9w6F0aXpCL9AmbuP543R5S3nRuiO6n06iFdaor5GiE87A9VDCryP9UpHWKfkMtR/lFS5fy3eoeOj2Q/42kCBVCJcbUsHFVRzOI6iw6DAGUuw/uJRQ45PRVKig7hRRtiRDSe1bY5q6QE/qJOUpXFzTzAB4KOOV9BMz5evzI09PZc6VGCV8jPqmJqicDhzr8KkkAigTjxwPWas+ELHYJKrpHrvxTO6KDeE+JSJUlBq1bT112/AvZhJ/2VQa5DKJ0yfXs1SutxBif2eK8HEWDLkkHnpO+J9rVcTBingookpaHQUA0+AMtYayhDa7kH3HVTaVSuD0KV/rBnd3h9mDhkNpL2Qg2Rmh2CNaTVsdLbATUxHetIoEAL/0S7905uv032/81r8JlVVWo32CyKVwQ0vko/TeXdkAaTiIHLehdLVOukvLm6w7aOBYsUAKc9BsLa1VWUp62rm3QJVcG0VbSL+0gW9s0izY7OvG9C3Ie044XPl7J/r9QNVuQldtSNcZokatAegnh5nRQWM8kz1p3pYdUpeZXW+ooDitFWSsLID+vW3mXElHAUysmxuKXj43O46CKeoaTGyE16soXyOJST2gjNFNpJZXTEXI/T1PTY8wrEwMxguRipBsGckRd1bcRUo2CIcJd4JWm0gnc/FsHvyLTJP7x6hdApM2Xqlep+wpgrmKF6HPQ6koBDPUBOA9S8w2At2zjQAluh0U07idSAZcvnQBStvq+ob638HEpN8QKt8BFXOWG4hfaqVXrZBfK1QRu13ytfSv8Hs5SosS450tugwmLn0mTUAUN00MNelICpbBzcToSIEvjLskd6E3iGJQqZxDk4DxLBPjTKEdmZkcrZTzw6XMqARmSGy8nWODdMCJSqKyBLGJpywr/3aPsnaoq3reDArTdGvCLtYn236yUooPYHIGudWg5o+WVzZRETXgEvpoZP1tJxRCe8oCxgTL0wZpYPlTeZjYyo8jmkfy6//s/63Y1iEXzyFldLkyh1TaZE50jH0oZvNFGERwAwXfGFoNCHFI+S2c44AuAMrefA45fT90RI2GG/vnxWzWHEV5Z/oHPtaKbvgb1e8CSVwYlMTVhenAia9MjO/s7FLLVV1O3YXhFRHAbr1x4xbPPVVBOIfOx4iIlBBFOhrLGNAgQTt6PjFMpys5DBpgmP7eNkRGyxMyTBcIC+qkzxrAJhwK1iCGunX7wfLGDnYrQ1CQLR4cqQF7gOnpCB4eHm3vDe7sK1iID0V3Vx7HT441niTNEFqkaQ/J9dlfFK+FZGsxRKJ0PCscX0ZRmlk65c4bZOaATN1doFZA8ma9FGCr54SH0Q4G7qQ6IRNpcEV0ahlgscWUr3pvKH41FMOmw2lZW1POlUVX7V9qlapK6owQEVKcTcenKpmL0+WZSmI0283HjzLRVgrREI5puQz+sr60TX0JhhTbgepOW3IKPaIormCJZLgHpKnJAqBa3HFWh93YUv0lCmZKwOVpZP00Wf3epx3okxT4kuA9qtbKl/lMKOwLSxTinMDF8JcSh7dZdKbtgaASDkPQl/UwKGm+WSAbqjhpNMQyDd7I3q2urIdj5ymKVmXzrCbVSKRP6s3p/4TUTlG6jI3x9H71xWfJVb4POZKv/eavSlBC9VvJMsu4AEsRuiP82ekurUEN15Df2kENRwE/FsXC+cmx2dEKPKO9dnNxZY9lLeRzVKuFpEQiDx8sbazvqPXw6PQAFXwXxoKfDclXODkf9CN9j/IB/6Y3omVU8ZIdR/YNXwuyGAaQ76F2o5ZYGRkJheXQgRwMK0+l5i+iQtgpeh1B0olep5xJXru0gOGjMA6kQ7CsvkhPtGXH06NL1mxLjASbmO7CXD3eWbiCjL4MBsUkQkCOIjuenwsVAxKWxr+iJKx5Jlc+SSRPJH0dlbFWXY0GxOYRXkTzcDwyzJadReHko0u4ubWFgaeyTlKiOSVHR0OpjFXNB6enJwq53IP7i0jN0/qFYVURMOw1AR66bT5irqXRWqFeUc3MIEopFnL0jLANAhELq6FJFeqKo2kGKI7LQney1RAdmeqVuhulOCefgmeJcbw06Y0x5akMUIUbPbPFIprOxcmx4ZmpMSgBly7OXXvi3NPXLj371JWnn7zw9LXzT105d3FhDuVtSl2ZDFgZNUFIbrxrlWFMM9ekbm4BhkK3Lkjs+n0IQR7oXTo3NTc3vb65tb1DJ+vBytomOo0+aZZ40Hn1mw4n0+k7aKME7ToDKEcnkjkytGDHf/Hn//pv/st/ofZQKZ7hVLFVgpc9K0kVbN9Tpfx9fCHIymqn9suLPpbhl2HDeu3N8nIKHfby+1WF4A79f2P75h+o9xrHFpzmWS9r3xG5+unJxbb+JppgSGfm5ovl0u4eWSmeXrGBB3wroN/Zqb57+/FIIfqp66PoQu1WTyABEcv7ym1iA4qoaFJtstRyGofHddAcmRPnq542KEJVEK10AmNc10dH6yrPaseq7g4M9ZBGQWYap8jv463JyZC+jTePhjsn6ZMqzWxbADnJwW6lSP9WFHal3iyT8VptXpL4TK8ZpNADgTKULMLrAb5xlfCnNdlaEjjhvujkD/SGKFuHttwzjlaoi+kGKc3qZ6l8zV3WdTugNoonoyNDGypGEueX/ryeSlxr9bpDtWcCRRlNp+TJxUq8HCPvaDEMPG48Bz4+Es3RYrneHnj0cI2+NPTEFNXyKPUwajw717ZSI/Sm/Ma9kWD70Wm0cRxlRnq9ieruoEqLpbIm1wWnYE9GlAoqTBRG4QD1fBVvJYamfRjIN440tFahOuL+d8c9LrQImiXSFKtdZk+WT2wOOxKnP/I39tchsjEVy8N+POTaxsOguljw7jsKXZDe6DqJ/VI7tkJ/610f4iVXqB33KDxic33IkXzzP/xr+yrFi5oaSQZAWKVJkAIxN7boLDxkJjNpW83qvciiT48Oz0+U4djTN/jg8Q45HT6WIYu6lHhif48Z5kfSZYvGD2pkJO8BGsGRvJ98nEWiH3AgZ19qDfxr69T5f9JaACnC1kI+rtGGQikc2ceJqclcqUgrCSaCi3M0JpMkKEOYAI4EfkUXnPqpKwsMNzF7BwVAJcTegolm6wjBCXaz7BzhkkEhsXIA1hRP89dqiCMpQSDSC4n025Ga3lXG6MtIqByJnF26cDiYONK8OpwvTqGBLzls4kW4MNFDeUzQ+OSOgdtgFBnsCEChMJg5Tth4qo7uMyLPQAeFwZFkJGhuSY7rGBKIcy+7D/6jJhCCK2VSChaBswOgTlmcQgi3lL2jnACfr5CbHaPgQMEJreBSpUVeBOp2l9dlNHwViTR8NYn3IfgvnownQTCA1kZ6gUowAkhKKuUidKnR4eLYWJmS2NT4yOzcxMzM+Llzk5cvzD75xMUnn7z47LNPvPTS0y++8NQz1y5du7gwPVaulJkvABMMgjHlGhI7HAnMH3j34lBx2dIikNeJLMxPwHh68GB5Z6+6ur5FNKI+Am4KQbRBGLaQsweZXjxErpBVv6+pUJlsQSNgPbGRs/iLP/8//+rv/hYz2pVdpfk3qfbseAL3SIsZITnRqttPAtdHRlztjiHQCT91TiLlIKMMIRHUiXeIZ3elXyle0/eygAJa1cBhyxEqvi5GBF6bHUwfag7IhgIVgxjaqTawEHLmFs6lssm97W2V2YF4tLdCg350aWX7/v1Hz14uvXiVgmVveeOI4Tscyfc4jv1wSi8ryYNMItbg1krnKpTVhP8IC9Ziaks66AoZmk1ssDP6kPH1eyE/gC2Qqh8KV08UMWx0FGQ6vQoRS6xLPHLAIUhGusWUsic8B28Bo0uYwpNrymt/FUKHh3ICvmCnmtCl0NndNzqRnBCSfGlAONGm1YnFDRMoPKrINBguSW8lgBGey+kb1sfnzirzihFdpucFOUtwTIgGOUPqO5G2jJ5/amYiO9SrRBrjaBtasU1yharzUTbTN/HCMEXb7e0aiiQHe9VDCM3EctKHPoHyjyVZ3zuqH2mSI53AtZPB3cPeduuk0aG+W8CFM5E4UWCimqbTa7tIDkutXgyRGEO8OpfEkYCBQue1XVRG4lDAW8fhiFlbWi+FI/KKhl/UcUpzv4Z0sVweHGOeu6FLK7qFzeugxrGMUou+g1LQ6fZauwjnqf5Ulqwf2AKrdO9cRv7F/l8/VH3FW9kh7Icdydd/81fEtTNLDHdJ+z2MVwEjnv64tdvY2qszLyEN5nNC8YDyeQ8yzPmZCgDYfqt99yGORIqYTSiJ2GLBdnGo/SOVMk+4tXvgyC28jb4j+QG/obXTIfvAL97zIs6vdOHOaiyaJ9DLWoeHRxoHv7fPhePkK+VhFOZxaWoqFi9fsw28RAMIJ1+cm7y4MMV2YmKo7psFrGVamXCHrDY0XzJolU8SIoHortgGIF5JIkCiBifQKLvGJnQHGqhfEQeS/kKI9GEUWMEbz5WOY0lR96EPSFQF6aEWpDRZCXtRJwe6K5BWJ6cnl5aXWdWh+JDeErRIl4ggh5uvTwEG2y4zoOYW9bdQB3Koy3kWjVcYm9GtPn1KoQWfcKskZYxTl+p1SqpC4o5p0qyFTITE6k2Kt+Pdg+6F2qs5SWhsk0dievaoOuxWGfKyx/k5OsLYM2EMLfeRUnF8RGHc2ERpeDhXph+UPhokBUp52moyfFFMlyo5iKFjuJmJkYXpifPnZi5fOn/pwvlzzBiYGpkaJxqDOJ2kTTJjjocbf6C3dVPxyNTUKBtpdXWbbjbVnZyASPXIgvOBD+Gqvmoh/DydGcJm4WZB99I4kjh6nYrgWaRf/Pm/9oXf+JVuTEpKDujUzMlSIIbA3A9uIDoz1mIKnsTxjaMEsUEFB+v8KQzrAwSBJukgzWKMgTugp/UXtr0u+QcUwgz8YA0c5/vPPMBOG1iEhGAVTU73ITGQ34NxvXDhIjcRdRRZSblNJZx+3YHbi2t7G2s/9NzE1AiX2VnZOtxiHPOhGi65AnfZOvLve7WBYYpdEWY3Md6DOEkIqOuLstpqUfSVaz+4bfY9KyG4yVVx2Xn1LEDISrYh+EJWyTMki+71TLs5hIDhULetEWmdk1T0GGqGNDTNlERuAXoSt464VLX14EH9Gt5yKqmz5R0GKRbmXxXHUVTUexW5gF9Bw3PPlBC/YD3ChAUeI5apnXPIQxxqyx0p0w9Kz2BM/XYqPYp7pIIlcYl6U4TlgT4MkzS3q+UEfFEQCPa/nFpIZwm9yKRaJ5GdbXRqqkwzRcvVYlZ6h6xbMcvhij7aPt4l7kYcN5EdSBWyhEyoBE5OjCNVnsJxnSbzOQSpnWQJc/SdRzAwPlYZYRgb+17FNGEeCpD63UL9nCxYTesLePW8nSzdzSIg5KUu0yBjFrAtbbPQCGVzaj/icFOxivd3P8gOVbewl4m+z2IdC9N5nW2g+k8hUEzKYFxAYMwqbxeF7wccycu/9StKck3p4oo0K8SEBEwVZmn3oL22WU1FOiOZXjGbxN62ab0f7JyfGcV77zYO7z3CkVDTyx42WtxDWrKHi4Xnnnv6mWeurdI2skFUZU53/yP4Sb2Tvmf5gPN470HeNGZDOvrr5yRWFdCeCK2uanZTNAfvil53aLWteg2wBlGR8dFRVT2PTwAxlDFrgGtcivHjRZJ08eoVBskd8dTgWi3MJ4E5c4EYgZnEpjP/kaDFsaRybFcNQ6AgI6NBpyBCFIHcNyrVYLagjA7RbqEcLw4jDqVN36UNBRnfwNAwhmJkxXHHwPTsZK2Nsd4dUuzPGDXNRFIvGBmJBtXo1it88ix3zs/xKbVI+JPyjRhQBhugDIOSo7s6tB/kBSH4U5mAX065A8XGIYXjqNAzFIlUSyPjtVd80OW4dEi14QKG0d/HVi+U2YpCuEOe4KDaWN/evvdw8fbte8tL65S1iRvwh+lsrsgs+tHSUCHHXEkmg8P3AlyjshxNJqPJFKlfKhNP0+qYTzGfhvH1Zaosw4Xp8crUxNjU5Oj8zMTkGOWWyvRkBekEOguZVTU9NYGKwdbmriyLWpNldpyRkBL34aT3uiGJFxhYrBEldORFY2Qk0QRSbyq78Pi//Tf+2u/82j8n71KfG8zzk9705MxT15+m+q/e1mq1i/0NZsOmV5Fxf4OpnulQjhvl+FmBQPAPISqUvoWrCeHgGZKX7wnOJYTOPv7a6Yr9bdnMwfVXtnTBfYTDqxKfLqTbhZiNI+EdMKlG6HoohGk6oqY7vXv/Ube++5lnR5NJul5ONve6D9cbwmj7YWwfmOCZtUo9Rk5IlBryitB4HAKOhGxbcYTmmPjgOzQJZw9Ix9mY9kaI9rXDYTAj3VM+htKci0UzHcKUoV6+vX88cFI/PW7Rwt5D6D56CLsvHBIiPMbQKcugqMC6yyQa/BUHStGbZVBPNZnR64YnUf+xZYsDVssF8BsAAlxL8NVm9srMKyCzYwn19n7kzX2B7Sl1Tv/WlpCXFeJttJtX4WZzw90Uo6iKZo9CopfsHhbdbY1NJly0JjuRiqptXAJBareJGsppJjGAKDzLRL+kxDe6Eegn0JM2qt1IoTg+PVkqV5544tL1p59wZ1JnFlC6mD3Y2RrKM+eZ8ZfuTPZuIhsExBsdqdiRMJIEeXa3cQQL0TfiITaxN9CKupXWW1DuEl4Pi6oCb/Ah7i9jeby5+nUUue5QUdEz69K1UrJL2p9elBA29T2KLZzMaqARh8K8wk7dMRcKPYXHf6/1/cEaydf//a9YU0EJj4YSOvRVlideZwRNxrXV/ZHs0Gc/fu2l559sHDIpYZfsZbqSp19tp374aHWPg0zmSDsGnvaTn/gojgRhMpoVFh8/Xl7b5rJUnFaLg6Tc3KrSh5AdUPRveUhB3ktKuHDFKs4B/CicICc4MGcUI5oAHfCr8N4kx8b2bUIO2Nsl2JTursWi+Tebip6fHx8Zyak2aGheij8ijEv5WS3KwDvtFm6H2Yvqa4GQqFur+BH34DHHCl3Fz0FXTjKOCDiqMd7C3Z4sjyEWHSoXyRaRS6TDUtOtGIDIuK3gjeSbAGOE0yNgTL1heX2Va2cfialJf1MqdaIq5bEq8dThdeH95UG0BUYyhkhrolfVcuLpoSDrW/cJWhgtquHl2QxwFpVuxgYzXifH86orhwGwik9sxoLwlC1oyLv6xWVtIeMGrtBr6eSJ1YbGXj7uMuv7zv2lV95457tvvPP6mzfffPf227fu1KstCh+pbC6Gfns0NRhNoYwzEEtKuAGAXaNrlQeoVCH+Ek1UNLGoi56mFg1ShjAGnzibKZdId0qci+XltTJkpmwaGBPQxtdmfSwbX5USlEqGwDqwnGX4CGALpbJwSB1IsZP+9i/83O/9T7+ig3vSKQ+Pf+zjn3jxUy9BJd/e3156+Jian1AecchVn6TQbY6k8XifJ72a8GNeRJ5TmVwQ5XA7k7eHusqsJijfq31o7r4FT/iZFk2vYPqXYPUgdmD/Y7sfprv2w2eVA4Wm9uC8z1+4wCls1ugCxuh5Cru6jLFhR+/cWizETl64LN0O1nevenp/yRWQkOmInShlkbA2fDbbJ8j+GMHQDVBp2gVrC+oGWD1QCLVJ1S2pgbVmP1nYQtWgaA+h2V6q2GLVGXmd5a72YseJ1n4L5rSkCCF6HjYwtQhEYjLUxgt0IdctfJCivdUYjTgL9ghxDGzewGFxOsSlqoGRJ/Z6ObLmFGBPjK1pnxKWhZhT9kBSqqyQjhQnV8rdHkfDSvOcmngcWkAdwZ0Blah7azaWuh2c5/GwVKSbS5xCaudogC6gy8u+Ij6mfgdVBHNCR2o+FR0tZYfz6TLNQ/kEn2DGjLrMInQei6/uHG3UT5qH3dHhkZ/5mc8h+Le3u4PwBkgwZM7awR5as0PpnHxb4AEJVNQRg7dSKsDxTIhyHtKRPmAbomjFQqqqW704bBc5WucE4q65RiIOnzA/uV0Do1pHbbUuWZKDYP+BfEiwsn3OL7vOQgl9lyxPZbjKSaO01EyC01nTU0q/Rj4nBExcK7mgq2AfrpH85q8G50e0y73ixmMo+QMiSiC8g9rh6tL++cnyj3/mOhtv86CxunkAwHWq4exNxttuV1v4+VSKmeqn+LsLczO0ZuPV0DQBJL3/YMWzVvoOwqqG9ioh3PfBDH5XfIIPpCRcqaYYBxhI9jTkH7whVdlChhyS5IAsWsZBEY5ZKeIRi6/VOQWR56pgIs1OA7Zl2TKEaNbgkwd3rqeyGuAADF58J0xYFoHiB1GCkn+ePAaDnndgLTaT4cBS4Hjhb1wE1SrrRKpwLKsZzWQ7sPEkgy09olxewpJIF/PuVClDjSaVmZ+bbrWoHzXO+mlRpYynk0lovmw0qC+wnpDSwYqb2YLWW5uXY8XkSLCkZgRQMFcjdz9/FadZnKvkEIr9IFr0zIyNjlFNZMtmIKkpXWG1BKLaRNqna6iPo2zdfhllR+Hk9S7wCgJQyqW1dRxghqFQAUTRqN3cvbP42mtvf+Prr3zhD77yhd//0o3X3tnd3KUZyJLMGAIFdpRohFRYT5/jCrcrzpx0e2DeneBjjzYgVsb5ptJDDAt4tLj07PUXrlx5AsXPg1oNy8LDsbmKbpyVBs48t0530BbcjcYDqPKwBH5r4nb+7V/4Gze+/uW5hdmnn3v+45/4xPzCDDN+GH5z884thIUxQ+wi1zEVrIhsYgF/y3Lb+vSjNT/AE4c8ldY6fyFFEQNYmb7yPFUmFcY5aDACF0J95ycCP3WqdQrOemx06PvMsf4Z0HFgp+VK5blz53GiTBTlnobaSkB+6bVibNREMfbkeWwT5wqp8M695TptCY4QTMAI1yAnYZEcO7bQKwrLQY5EA1U1XTBQpByGsoriCwf0LAByIoVQcjNvDc/fieeaJwNDeVo6IT2jsjDUbqAjAreTbYNC2GE+OTA2muWP1I/PQAYGC3HKBom6lElqA1AP914N/jOQjl0wIQbitOkkGgCwagPcUey0XYKq8WIJq0ytUgqZcpeKt/yTSZWeGSTY0wVExxdSafOuDnfE1SrdRkroYg+6NQlzQdNoiaF/OaljNZjuezpAb5TGRfMniMB0j+1xBKV6DAdOKJIdisM/4ZMjyAXjSJb3W/Q5JjOZUrm8tbF52GxDVSVpaXnSEscYGaJ+QCzJ15BWD+JpYJ+iVQ2kGxjIZ+lIuIMhgjTlV/tIM9b8oaxAg28ldq28TslIqJAYjrdonMiuxnJ9rL19zxARt7RbJCBAQw6h+mCjsg45AcGz/ttQmA4lFNPqdViCv9Fe/7Aj+fbv/FofazSsC/APm5DbS48ikWSjcbyyuluSDm3kNULQ+8tozsjTa2og83FOaoBdR9Co6N5l+EHkM5/42NTM5H5tv9E4oEvhnZv3vZFCkU2+k8uQMdUUWSUooXzmlOL9dMT2IniR4C5kNHx6zwLSgMcYvVOPgusEUnZQjtKXeFKiCGlcrVB0fvTmZ2iUpPuYSjvJJHovHlTgHmw8G6MrJVZPdSGlUXRuLpFAlXqNEkm7HN9eb0+B8qAJIhbLviq9Yb2UK3EikrF0oRtjaJUiVsvxDSg9gcCRy6UyyLwPQWBG3oqRBqQ1/K20khyfcWEai3N8RAsmcTpXIoaVKFbMZwQo0BlRNtaXwlKe189Q/VO3uFIBkqoKPSIIuJTzFCpGJicm5A3N3XJeZAEN5/tkOQ7djO70UVyOWl92ycLAToAsjiJrGqIj4w+Wr4AkNgSpCjrGxubB/bvL33j5W5//z3/4xT/6yne/+cqr333r1ju3N1bXT5qM/+OEZlXxV2+z6v/KeAKMwSRQlUn4GVed2trYWVlaZ5ANKlpc6NbWDvRWmRidHR2OoGnjPghZ9ICahqF7BAPSYqvXpLvT7f5X/+V/WYp2Z88tlMfHaOWH+7D46P5bN95aQ+68hby5Mwk33oSaR4jbnJ0pH+EbvYqPTICGsYGWhOyrZLuSq+3pTEUYlU65EhD9gSEsgzV8KbzQhRK9A/kTecczD27pRttOc3TKldH5hXMNRsO1mqySlt26F7xX5JBvvnP3ykzmwoxmkrL9dhsDdx7TQeNBLdr4wXbYRujC9JbCAYEsjGcwwC4euHNSF009EV3XKGxb9kceU/dcnQo8DZuLw9/sptvdIbr/TwmEoqVEN3XcFgvRSscIvBzm6WCFskWIccooapHpuVFhpo53qg6aBSS1sq4VBcBErcdqTnS/uiFX3U/V9Kz8wIIKgpNt9EBS/B/MLplYZR26Xb5tghWDwoLuleHHYO4U4smJi75KoOc3FYgNPLCUHRzJ0vAENn0smMPSEAw9CvYE33SkOb28SyVmyvkkJ6fbwXdUkwkVN/ePd9s0AMhciKqys4sLXWM6crN2xPzWVptYqTBc0mUF+FCEW/k8JFSHR2AAoy0LqRqnJsS7nwaEw6hbGOrd4WwGD+R9on5MNW4KufOHG3MCyOXzGSJ3N/AZCtRaOABXacSG8ywMl/tyWO/Aya5F3Ahfq9E2e44Qu/vH/E84jezWhzKS7/7n39CLuzmWOyDdQuzk6QkQO629tUZ7YwM16+bm1vreXl30D+CKyCASPmjqUWLdrR022qe0SZMgajAxvamxQaRRlh8/3mRy1R6DXDQP472PgPiLWw56QxweTgk33xfrIyCnYsxKbyGoLZvPHJAu0ViDpqXKRCqN9kFRoU70McmXCAs0HmAf4z6Si+enx7lzsYhYe0qepV5JcwyvTQNUi3mnVOrUycyMaG1JySCT1mjYSdqK4ERw9h+UkdyQIWkgu2sTSnxQQN+jQ5FMvsuME8UNGjYR3q+zbPCiBGXm8UqhXUdseFfTsMGsVcA/ZQRbs1YFI+C5qSjQi8f7p4mRVzRjyzCB+WjOCoL/E8QcMGUFTQrw4VlJcx5ekmYYaz6J+l6htOE9FWY5dBGeEiMSUN+nNlyITvRW5KW4H4GLqQqT08cgfaKoSVMTbDK9tVl+xDGlfmG/L+UoTX7t0V+/+HD1jVff+cbXv/f1l7/3pS9+4/Of/5OvvvwdtDq3dpnagAMTvknKBZ0sCOQjewbmRWXn8eOVx4ur5+fPk0Vhjx4tL9PsqXDfMqoyw1K7kT6EWdkB01O0yNjN8xfOUy1bW1lrQOnb3/tv/9u/t/XwHqS9+mFzY2vz4eLDpUfLpDhgmC07EoPKZvZp3+nYBOhKJtkGKhwnvG4Q51C+b3OgfaqdEzINeRv9mY596JKz5EjodLV5sAKi7KR+7rxbHlHGJzRFBFBKN5grGaUPcHamVj2gA8mTz9mlGm/DX1Wrjds37z5zITc/DmIvu9JJ5O+tNHb3W/y5mSN6J+Zn2X9JVE28apJ7TT1D2l1URE1tkzVnyqe2kKy3W+t0zpSj2DnLLepOcyKSCEy0BotH8VJ0OAN4V84OnzaPaLMV7w/zjnhru86cb54RrrbLjTofohOpnkBKIZxQTx/MoIW0HLfIU5x5MqmnBH9m0yXozxxlbk8EGDnE8savdOXGII1n+LpDcBUiJQObJii4RsCnNWDs3w0JaMTpKXHbQCUfKyUFXkHm41FNes4ZtHIMEa1TbZ5UD3v7rW69hVTFQPOwQ8ukCF8OCnSKRKyIbR0cooYLX5JcA60BMWs6x1t7e7B34PZ2Do8JmYuVskSFbJW57KBtzrxt1KQQipMxFftHba8h4j+LqAMnUCsWxOPOvg49kJKodLlEwxntZbwywecoaOm3GYZ4QudbQtXuDHaoEFILeUxt6ZBC635rubyD9CiBjX5YsMymeHkHO5z7sCP5vV/XmLkzIjKGLAx7xRohwsAwqu3tA1WXBnqWNZdzReaPDrSRMiK/ufVdug/hHUVpW4OaC8NoeWX15s1bTUAxcYVPm4eSmv/Ah3apMFGHRrwdQbEejekDrZV0L3HArMR7E2gEF1WnyhXhwFizr9QqC7Sz51DvqYAsq4bptgVQQWlyIvrE5fnhEuVA5qMpluaHIUhgV6Mlxvwuj8l12K6KupJQi5fSFZXQpFAabvGxnqPJaoUQyS5PtZvg152RxCPZHPRbg+EcJoV+HCntQJIbNUBFjlt7O1vrgLpT03PjkzMME3OANohdlY1jjIGiDRTC4eGynFomi22HRMAkJs+t0mvKj8gNcJAQS4D1C3MdiIxKANxiKttTE6MTY+OIG7IBQhYl8yFRkwgTiwN92VbUiazxeJZ3CFpOHIerxEGNL1Y2dMNHWDrPGNJ7BgSToKOEXL3m/MdlP8M2MrT4lc5+tbmyvnPz7vK3vnvjD7/4rd/5/Fe+8Mcvv/r6rbsPlh6t0DECQexQs/fiGW77W2++w+TMyxef4ILWt7YWl5Y1Y5un0tAKbWGe17JgTpJ8l4MrBfqrV/fpQ1VnrTuL/97/6Ze+/Nv/YXVjZX1jaWNtBSsMERT6HRz2vWoVJFONPmI/6ybRXI2Z8DnQuCCgaR7JXfcIWyHvwlFU4JOyfShjqovZpsyf8hQ+iApgbOD6OKsRWZsQVwpMy7DFlI0MbfamdUlcUDtqiiYdGAf7+5hjToYDIsnn8T6396oP7i6+dLU4PY5Gg/zYbnvg5mJ194DM0v01TlK1TQxscXcEvVrLXXm4Uq9+BULvyCPA3dusxENFUl1GHw4J2IjKb0NxeHb100wjlhvMscNPxstFWCJMDncxFZyXnvZ2ESld2OSI1SjEibO1xGXvSw/17ZRiYYkqC6B2RANfIAQuCg6lfmI8RnbeHF/vMaFb3BRlEsa8+MJJtAyrd59W1km0aXZ2F9LEERpm7+Pnt6fHMOg5qH8qFB4anCxEp0dgpQ+12id7jd5O63Sncbrd6OwddrcaJ2tVftg9aBOIDNQOB6utHk6l2ewxT57udOFkkaHNnXabQV6iy0WOBtNNiG35HA00GuUVTWFWqOMPV8YIkgzl692pptHr5LLIGSCRngyzrfBJgQ/VBxfDtuqnsAa3/F1IvtxWAy9ADLLQi6hI1ZheQK65yUJhTflSNONwk0XyCQ6OV55G3iIERiFrkbsQ5xGw2SVo6ZsEPNdleZlk9qEtHRWDyA/USH7712QaTQqQkhs1ElofjlrYENjTewfVvZ0a3QTFXKqiifaMNabXRpwuaY4nojvV9kHtCFwFA4blYw+RetLMTU8juDxOhCAloK7+eO8LfePEILgT1cDlUew/1B7qOqdL66qoh0/eih237Fh4iwoACbjwRnYMqgQFRKIvvm91uF4XmunVJ+bLTLOKRPAlWjH5fkH1bHfScWJk9XhbGtmhpiBsHAcXB+ZiXVUppOq2BSBA+lqCtvyePDhT5lxeMZLJQQf06AzFvKKW+CTwvVC1zmF1d6PRqg1PTM4uXJg/d/HSlSfGp2aYUX/1yhOsABKZvNDewU69yfzH4GK0Io5oZe1Vps5mxN4NDtUD2zlRoXeEXAahKuZODpdLE1Pj8xfmpuYWIOqyjyhrSUVugKEsRd7fxtYOfp5tFwLokOKqB0Vd6DhVihlqQZGTB153+2AoTuAYw13kFmhWVjypkjgxbzptxXJ5Etf/wubXU3foX5FOFEvKzOkOE2sWH2+9+e6DV167+e1X3nrl1Ztv3rj3+mu3NjZ3+MvN7R0uGJBqEZlWsAKp37iPTGVxQTzqRFHEEMCtfvIf/tP36rKbkf/93/0/fvsLv0OseeXCFIMoGrUWw2IJDVrN9s7+gTBDB+fEp8DtpNr2KHxhfj4l5E6XkWp8a2VcyNyKimAk8ysY0pq4g0E56lreA69PMKsHY1w1rJmZNR2RuRVKUA3uf4qa56qwYgsRlxCntZZNUJRy4X1gem62Ml7ZPzjgcY5OZJnlMSORtY2tpQeLn3h2YmqUcEgh+V5z4M5yA0FtbYLgwJxYql5ieEqRu/AKTVcI1IR+yBh0YwKO51K8Q1Q5QIUS2v7iE7CrUW595qmrS7ud2uBQL0VjQG8qm99c2pBMomyVJLKHBg6L2fiJ6oaiz/EScBq1wsBSAg2cI4lIhmCPrsz9c0qNbfyFypzp2hk6ERFfZ1AvgIFk68hd6HQLEhykHVgghzQTYmo+1VJoV2p3aMqvTpxGK+n9wRAzzsOO5snk2eSska4ZQCRtroJWdqTZPN3YO1qtIbAzFMsNp0vjiWz54LC7edCunw42OsyW7dVPegdHJzVG2LY7TCOhBlJvnewzebChUe06QfGheidzGh+OpbJo2CCzACIIDTNJwD1WIfW2U5RZ162mEpbJVMqlbD7F0FYJpobIWYHSmYUMjiBUJrRG/fVwPhsoaopkfNL0hFY0DJlSUHD3lDNXy8NL27KGPEQ/NroTUJ5+4my82sEZcL22gVEW/Z19j/5UcYkfpPhGtvKDH8bcTCVxeOXgRFJf1NIhr3JXwesRxkALt1E7QB6RMMeq70jKZlOZPFlKiKnU18bgJmGjkUqFDrXLC/PnMEXfn470X1ku1iskc9vDvtBrrSyZGJiuNfQ2NP3ceYbnngf/Ye5tADhdVvMbkheR1h7apI5DpF+okRz6pG+UGSE0+2kmIFEJIUxI4JULuzVQE6HVW2vnTbTuefUQbnCD1MtdgbQ2h26T8mvCGfGjJVsZsr0+y1Phj7jTVhpXzxJPJbjOu8L7h7ynTgNwq7bXbtTgF1XGJ8tjY4Uyulzlq9ee/qEf+ez07CzHHXyYTzaBWtltl33Z0tUxfUcmRRGWN10g8Mlje4xICXH1sXHeWT6HnEl54fz5i089N3b+0si5C1Pzc6Njw0xNZBQYMk3woUzt82J4q8hPiNCiHhTRqiBXDVHawWehnMhnrpBDRFGDG+Gi8Rgag+klBEzjwQoD4xEIY1xFYL07P7TGJlwkHwcWQ7IO6jtjcJGbc3t0Ag/Uj7rru/V37i5/583b9x48ZEwynuNb33v1m6++urS2Jn/kHeuYvR+JmNhq6qd/4LDKu92GCd0LtT2hzjDA4IDE/GRpspy6Mj/+/LVz165OI0vP46giganFUgjlsNWkNu1RGlLBlkOGLw1jWl3+4RcSo0ZVh/8QhkIcRLLD4zARyWCilfYOwY0IymBGTMKAUH6k8cwtqePQb4Rm51Gdvj1yTHT8DtHK0W9qTIdrHRI31FpN1ErrrcZ+s77fbCheDyRtRQ7mlElFV0M2KErmC+m52dkcvGouP5Ep5cp5+vm9acxeFoZmG01QL0uvNEioqgwrtCUSKh8eJ0j2ys6pnVW5YVx3LtRJjGpysLNkpokkPjA3dDJROvzI5eKLFyo09HIPlS1zFk6OFG+DD6sZi++O0ftutilWyyWENMPIC7me4hiVvAkE+vUPRUSyezYT8iq644IBwvlSE4mq3AKc1b9h+0eSbPIVrDEhjzKfIhcoB1Yjlv9QqTQ3iyDVpaMgfhFgMQHg0l1N1Oqd5Z2j++utx3snudGZJ579aKEyvbK5Q/uUoNRIhPCCAKKF54CoedyrtU+rJx300Z7/xKcuP/9SbnIuURxGYfBIMWN3slR4YnaqMFRAArR32M0P5S6dPz8/N6U10Hbt21e9A+G0xins5PrAiW1JIL6EgNvlJGe/7/1x32g6tPT+D825TsrlCIiEhcqEIWUqMgWehuIr7JizX6csclruS9QFeOkDBmg01HZBpQQHJTKS/MD9sN4hxAFMF4n+wMz273z+N2SwhLjpHQV8kxiTrAQLi3WHHXRYq6GkW0BSHBceTym07JDiHYInbh+09msCc7k1nBrsSyGfvXr12ic+/rHx6cpbt27tVtXc/n2ZiL/94GeIXEMoy/sBzuVUmyTkGoASER0IOWk9kZyqkmG3DOBj8CVhQQXVW4TfZkxjndiPMOdB5K48cRHpVlreNFZZZ5UNSnXkGMFFzAE4h8+vszLCHAn7dCBgkKzzzpBBYIXUza4hzx64pf4mJ6KmOrmbVI0glJWymVIvnlTxi1umKRU6nHyJ4Yqctms7W+zpielzlfHp4eEKMiSplAw0zU1bG0s3brxerTJhnhN4IpzJ6b0SKNcSQ9iqFI5isitAGDTMehzULxqFOCcU7ZT0iymQY3ML009cv54fXeghDBLFNiYGT9sAdjRBr27ubK5tIFGMqpxYlc5sXcGWieaAQexWpYUGXP5O/9dIEyUf4rAomgwQNtknUlwsGWAR13aiOdLuHlAC5WNjC9Ev5ruVMziDfuyr3W135kdzVy6cm6Gv8eHiUrXRBh8Q49kTC/HbHqmnv1WXMlNVJB7nzrJQDLBlDEGWs3cdrf/6f/t3t975WjY/VG+0kfkZHatA2Vna3N7e3af45CUNWanOS18UxABJyMDEVrewJgZLKZqlzBThwJ1gLVAkw5Wm8aOcCW4iumRo9VOWpqEZfytVT1DGTDrXH5ackXD/EOppAMSILcsB0+FDwz3KqPLaWGvGpeGuLl28APsZCrsCc/dgBWiaFow7iyuUvf7sjz1fSh2iKjY0spAozN145/GD5a1AJQt1RXdkhLUPDS4CMwN7xYCV8p4wPVGRqesWMiNC2gIab0fi7i9+WsjnJYMcT3/0hYUf+sjYucpQvhv75jffIrOkzMZd77QbqSgi8IMH+zW8LtYaRFZ8HVGDbbwDSchwu0EaYS/hWkVzB7gz1U1KGMpmZAFsW30WXd4QMuw6sx1cQr82GVSgC5dsvXBumMyuEjNn2NbMC/V8aT84/OShwLRg9vRasYOoPjKOK5ofGZ+bG67ksTmaWl07QKiRvY5Q1mghNzZcQFNutKR/K+UMLQSXL5/7iZ/8Mx/71Kef/cjztCXNX5jPFjIIeA8PT+WLI9zw1dUVYsC5menP/shzExPlrd1dYpEQ9yvLcFwKRZEegHwhHxlKEsEZ21DAFMoVfbtuSMuHo387dY/55MdSJfUkLztI4eehECv7oBt45rh8AGXVQqrjQp83ij51cNTw2Hdx/Ynxukw7j75L6wfDvv6Aljnu+IGMBNfOYRKu7Rw79E5IDe2kd4hSVvtwqNMezsXRhx8ZHR+IZ5c2a/eX9x6s7y1u7N58uETewlPKfEiff4ATNANPaHy0edxsn7aTmaGzOLIfUX7wP34DwSFKR8ZbjDiH0fbHJClJQBNYochVc5zN5Cc74VpRMxWy4Vl3YUYTirwgjaqUOPwIIgd0SjOeKD7QwZck0WE1qOk64lnOyA09lqi7G//ZYXJV3vSCy1w+UZWU3FX9umr1MEYbwEtBDTpnQJVqedN4O7kNyOeRVgP9IyEg5uurQ1hkauTrI1VISDvbqXS+WBwpFIYJ9JFvlxY7Kj3teq/THqugnQ6zC/KVWi2scxeIzuwHTQoyPSnAOSFiE7Mzm2PmLPmYR13rDyKMHCkh5pMrkZXZrLNkuZFxOgAn2Qp0y7sBVYbFwYhxEErXLqtLbR72cDaHOSNfgqQIzWx2dnZsdJRERwJcKYZHSipLdomVOdLgRfYvoWgfZTe67WDr7MMd3Wc28f2RidrT4VF2ysVywf0Z+pl0kqAYKQ4Ky24GLe8nOkgL00iBAxtDkoO2MvQ7lEO7SqNc0w3efOppJY8UqbY7W/XWg5XtxeUdyuyYH4ImXZ9YkurukO9T4qd75VxAR9MiA9x8gst+n7cmFqhW4iYIcYYUaqpm5ugyYFOKEUFR2JGiSdNBk1Q3hDI4GkRTyu/QWkZ9oSj6JwqkY6SQnJfpmenZ+dlZtFHmGEQtODaAD8EZO8cDyqTIxaFARDGemU/mz8WKC9v7x8wBI+qWnKdcvNbKKJXMgJIkDyLst6s5v3H8398/AVAzWarfSKD+M7kflXKlEdpLgM7FBo+uXkAGP5GLk3Ufw1cA2TtstTuHjc5RE4UJHg6SpdFwLh6a00Fmr0K65gUaT3Mg7s3s6rcMq08QC6o75dhZJ85XrkgghNuKkQTwc9n6L8bTg3nYwGwQEEQiIYHcNrnyJS6R6dHKPhxWS0lagm/sHLULiSWhaIifjs/PLVy6/IlPf/KzP/ZDP/qjn/pLf+7H/ubP/cwv/PX/4qc+98lrF2ZGGJwQ434TWpNeNukdfOLK/Mc+8sJP/vTPzj/zyezMs+VLLz3x8c999mf/6t/+X/9v/s5/83cWrl3Yrh/Swd3uRI5QE4iczl06Pzo5eVaGdMypt6c0PVCWQzbQ7w9Rpih2n2dDm5Am46h10e1xItG/k/aTLmO4tOlw01mJOiCUMRhnUIKuNdZP9GDDlXbGBt3fP58Bh9IBdU7kvRFuifxvMDZuvnd81vdl8uDf/0Ftg0CIXwMQewCHDpL5cr2Tw1YqMjg/ObqAbO7kxMO1rTfvPl7ZaRy0e81u5DiaOOZ9GwI1A0oAemW4jJxfIZ9uNqt37r6DQoMPdN+mhJLsBz/eMzbBwMsWaGlV8URDlGcfisYzGikpOXvBL3am1g+jeCRBRupodNoTYIBFyaOQeOFFNOQOE8MGorAm5gz7y7WTs5dRqk+viYeVevyUKu120+5UkNiOjO1ATNMT5OnBWy1f63sU7kIgiCBWwKeqeifdTKe78/DejW9/68Gtm/W9PRyNtFi0xQdqu5s7G2vw61OKUvNEsEhzQVbiCmkMbuxtHtb3r165+OS1JxjoMDxcVo+FtoVs7ejo6HPPXtfIdSwS2gu2+MFY43cB/vlWoZzNGJcmUPKo7W1xhjIxMiiZaQKOiAvUbw7lLZ51fZr5qOG/Eu8C1MFhoLQ8NjY6Dmt6eATrh+mDvUN8SuStfkLa1yNI8jFDjH4Cbfawz0Jry4fvspGNUL91gOkV/eBHnxkyWKvW4G7l8xC145oQ2z9l/a3N3zCc6vzE8OXZ8XMTI2OlbIkBXKk4dHxii4QaiTyTnKhCbMcB+NYIeUfTaWaqbNRa6zsMIgupuqFRR3ByGo6aAzHMjHw1OCskVvKqpDaXiA+nk2VmfEWhvsYYYEVNjrchkiLVEGIotcNqwiAleiwv1TThpJA09EkZX0U2F/Jt7dVJZ6OiC3E8qIZiVexw4nhoPVOoNYVswdV4UCEw1VHcTCS93cy1T0v13ZPY0el4vuCyfuDwy9oaGrM+bmDQuuqgZ9EYed0I3Wu2cWDUe5Oc5Y9y1nrPxvG5pXgD8RRPuwzkoDXigIE6x4fbG+uaAo/uSqtJRg+ZkYceqt4WKL3qLFFkZvle7iMvYKvZVcVNMIPkf9ztIGUXtwBp5dnHYS65NXBCiGMlFZNWhcqbmeDsUEZN/sCMAxWR1LUVNwnWS6bYiEQSzFtcyfBqshuEZrQCoAWeTj391JP54fL45OTk1DiLj/r9w6X1m7ceMu4lEeucmxp+9ur5l5679umPvfAjn/n4T3z2Uz/545/87I989Id/6KULVy8wRKgTQbs33UvkYtmJVOX8yMz58wtj5fTRcYN+bd4uWiyNA/qqNqlEavJj327bi3PNjkakx+9AM6QQSphYN4+1lVh7gP/7ZCy7SlkfBQgh6O5TGMySsbvoE6ADZUa2Q2y/AFF5tfrBmI6qllnIh3hP3i0qjeC1/I3viOsigWHfL8j3i/MiEGJQf4C19e43Pk9ZTGwhj3jy0Aq+grGi9wOqTvm2PDp62B1449aj3Tphh7phML2SkDaTSEXDLl1Lglboqmbq0chwGfnY2u7OUfNkZW3bLHd9BD+iN3ZmRELGJ6g+vBnDU+6dU8LhwpHyX8hiVHW1Gp5TGvYbaKAAQcha7rYUx18TdsUAVu+bGavBd+Aj5hemaN+QX7GlC9aMG+5VkxER5MpiihomnIdSLFNCwJUDe129ozoPbhe2xIQEJsKB844nVmLbVuJDWzBNN7fJZ3e3N5u1A/YD0NXJYW3l4d3a7h4R6XBlIlceTjGGfUi2mHHRJ/icjcXNlSXEJobHxucowV+8yGFHiOX/y9afAEmenuedWN73nVn30VVd1Xf3TM+FOTEYHARIgKBIkBJJndRKlCWvJMuWw+twOMIkV2uv7fBueK3dCO+hjZUoUdJyeZkXCBAYEIO5MdMzfR9131V531lVmenf837ZIDBUoaZRXV2V+f9//+97j+d93uftMILH433xhZd+8qtfpToBvIYcL9EfV+DY+W6PmAtBAxGPK0zK6L/xmTPzkXjGLbzExY7bWysPjo7KoEa0StEvatnwYzk/23xg0wg0UhEgWB4fy8NQpDqSTVEJi1jvsRk1Me7Y037si2VdshFWmTU4QoOjDYZ4nP7qlDjhXllsi7JGmejoyq2momRrcixzsLtDz//Zs0vADtVaQ0V8Nph+V26bX6RGem1pKsvEeTDWUDhDfw6MZyrCYiy50bnqViGn/gf/9P+0++C9Nr8ZjJ4OGFQMkqkrhj5SYTKC4cRKpi1EFWhnYZm+7VBqK1MTIC7PzFxaXDwzObkwPf301auvvfz8pQvLszNz3QaummOvCp8YSJqTYbVOGhVlKqwIoMYB2UnzWVJzMvxYHyoTsFCarquD7v4A1x+fmsSbQA/n6tQYKqhVuCaW5dHDjYtn5iYnkhvbuzS60hqSCAy39g4/ur9niiaOIm+F6ZF1tmDfniy+z9yWNqv6NqRFZwyyUSuMIliZZ+s3MKujfhmeDASYwlgWNMIbIr8W/WRzpbi6dqDEAwAL4z84IYsmCFXCFEWNaohTcZCMw9itDqzeXsNTRrGc0DrzFWjGIbytr2xEgoO/7K8WwgupssjYOEp6RCiQWHHZ7sweFfVRFkorBB3FaC+KazX/1My3QC6+Kal96CEAiP7AwsLsxSvnF85dyEyc6Zz4YffW6t0bNx58/8b9e3fuNQ92fcwx6vXV5wW/K4GMXGxuKj+Rz+TyGaY7IJ1PYXfQKQ471V5tu7Kzsvfwbml3p9MqUQ5D9wh5R8aopkL9nY0dAPJEKsGK2vKqH1OdN0FUUqCsp6hJGhnBfLAlBaI9mZUfhRkW5ri6mZ6MkHTrXFO93eJUI4YK7ROlXUGQc6fmeizzNnhLzVLaGsZEdxmKtdNoyUxwwN5Ue9VclLhvgqdGz8slRz9AvRSH+D9B/31045v4jSZ1QFpxFC+JRgXV1Shl6OqII4R6aqs/qIn9dkKnd3Z8jNorrchiboh5KSkoQC2hbgOkETqNTn1tdW1/a5fkpUIjgAXL7sPlLo9NiSPay5GMKL8u4dUaOOVU13pE076QUyNWmciYScTzqaqnTRAG2XGjeSmhy8ehX0woYuvBB45kbn6aGQACey3Xdqmipvi4bFu61KS/1upmSA9sLtZEMgzi67nxaqqLuJYuPUe+YcwZe9B6najXB9GPGVVFPLONa4bEWaw08vl0aXfj6GCHnC+bm0C6GpSDlldCf+vO7rSKu9XDbSbPoxeVzEFITGbSuTNnFpfOno8z3cQf+tTzL1DqBlifnpmbnJ4h1BIbSDIuWgxzJdDeAFEwqMBatOej/R4dm+JlCtYqKWjkpF0/3N06OCox06JZq9K5pyTGkjDbtgrr0un0zMwML4cMFiOTZ2fGJtAtSWdwJKDKsIXwQGxYogkmrkqHH+EUKYGb/3Ab3VJqo8YoyMCS2HAXZ5dtd9sF61fMrNmn3p308czMeKV8uHSO/y11mt29/SNyRiIEjduwFIaXBsrOZcJExJIcCDC3UXRnQKN0SvwPps0T0outjoz8//b/uPL91ymeH2skDfWHiGq8fi+VbdQC4wnm26tmTdFCBSEqFlo8Jj5KSkrzBJSgBq9dufq1n/mZReoWLMR4nhYPJoUUJqfm5hfwtJlMcm9/v95grrPmodkUPquXKvA3a2fbxCJio6Jqm1h2K2at4T5m+kcBtmoy/smpCQa4VEsVBdyKJ60BU8SP00drO1fOL188N8HGTyQA5aH9xJmp+b0bD633XjZEZQMl4Ap0rf5kU8XMFuvCLBTlp5TfKBy2ZgXDFV2rluFoFs9Z+s32ZC1yiGvns5Ve7dHu+ubuwfpqtVzuSnCEY3/aD/pOGQzMYeFwQFPAhhKSOiYyzoYDpIKkWueVkXAnqjLyTu4gO26fC8fN0imtET2IZEgeXox/CdEqfLEdJatAQKAAWhWs0dK53PJx+CwPLjuo9ZetsBRc4aMKud5AxOdlhA7Lt7C0fOHytYnJmTRgcxbB0bhK6rXqUi6URo3p1H9r/eiDexv3VrbvPGQ270EGMmR+ku4bZLqrm5u33nlj+/7tlXu3Hn1859G9R6B9lPhL1fLGzhGiKalEcDwdYTo83RvERg6YMU8iF8wGG8+NQWMRqMpULO4Iqn+zXdrdp/uE4+Y44pa6u9DM5S0qK9ozMi0C6W66RkTtPDNnUqs1SMmdLCXO1rlpZ4xtKn+gXSJ76tB50T4ZXulCetdYZZUly3jMPJsDMqtraJfSJAX6n3Qk7/0x70u1GeDTFEEFVCoMFwe8D7yLUje80f0yB5CnHETuFTw3kcmx/wXA4ppNqB86D5GhjtOwv7mzv7Wxo0TMHywhBe4Ge9iHS0Z+ANA5GZdRDGVGTXej6x4pvFis7YpE2vGqBksIiuOhdn/XYPO4oV1jzETWQgAX+ruaWHEqQq4o6M2hOovCoASnzFFpNcz96k0DbswHSTd/tXLHEAo0rlV6D5Z7q4fSNUUpwnJIsCBY8/hSyOAKEz7vbCxxUKvtdzU+hIoCPzM2MUm0vLOxXq/WWA0kdIklmeutnJ9Zgpwr6NOHm2DNPKFIIp3IjjH+gwIsmzs/Prm4dG55+RxIEsr5GG4QPoRAJiYmyBioGHIZFDwV14qtJCgekhG/a1B8JJ4IZrMp41SDuTTKO5ulg8PdvaMK4iwaykvzlMRWjbSmBwPKh0Fl22FUGYWyuLRwdvn85OxMdmw8nojRoqER4aHgUamkCWlI63eZJiUraRmdshOLg03NQQ5KfSnantYqxN9kRO3JmvV0Yb9+1P5j5F/gzHS+WixevXwJsgCtmUy1YuPxr64Nh5/j4eaSjBr040YJYw230GGQ7yIQYD4ugU+QstAAi/W3/uE/vfvmN4ksbEqoGpGIRGDjZcemli5cPn/5yoWrVy5evXbp8lU+z124dP7C5XMXL509fw77Mnd2eXZh8fKFC1/8sc9R5totlqgUETwSFtQ6pwSktOqPTc8A6+weFWP4/Uwe161Zseq/N1BbOn0OfbDxt85cO7epbSzgaQQxCYEyhpuiAd/U1AQIIyGIzriJDxtKIRbfyvruU1cuTBbCrVqL0kosmw7kM1sb+99+8yMzNdqdenvnGZS+m6oQKhU8N5Mb0bEyL0GSB/LGujkbZQPCjGDrsiPLSXTgBqcUCkLx4F6zfnd3/dHeZqvRrRdP20268njklIcoQ57C3yM6EUkh4AfJIQjT01WsbCbHUlVx1+0dFA1Lng7UD1636jbYeWs0VLSN7dTdWq1G9l8xh9ITU3hUfvA4zRBRQ0UTzR80DMHQMFUIrCavVN/4am4Hqn8A+Fe97l5GVUZjtCX69w5qH928/e47796+eft7333n9oOPGSwXOalfzIYypHee8Iebh4AwNRHwjjmDSFJs72z/5r///d21g1YRPZRdGl8hareqzZNGE3kklZSG4Y2dQxwdUdG5mQlG+4G0UvyTzzRmiSDPIROLggWCvOHwaH+fYJNWoNJe+c6NO7c+vNOqNZKgCsDeFmzpbBow6aymK1oYMw9oSKpWch0u07UPHUWj7TnvbBmKy060J8zSugOnVVPYZzkpt+uGHlgfiN5XiYtSSEGlVg8xrMvOtd3L8JOOZOWDP2WzyZGon11H1qYdA1BL2I13Zvohxd+dgxoNtFxdKBTLFgoicaJayOszbJkg5PgY2i4PE4hMHFZJCorbEkvGKg0m66iN3NmNH/4cUa10icZONoBLCJXRqhSpKSRRp6WJTRuupwCH4oeof2HyYttmKq3bbGr5Ff2TZijzHPAfOBKsNSXKGWb1TmVNT91leNLsFb1RmxA4XttP8440lEKN6yamBcxnXaI2M4K9Dt7NwZbYrIOvLarW8QVPGwwKHu+1sZm7W9vrzQY6eS1okZE4KNXu7nbx6IiaHQdZYqiwaAjziICDIca8tI72mpUDIcd4AWg+6TEMN1xbCD9E05AlMd/NZgMtShP3BkhUDwIOg3LF+Lh4X8am1+IQz1JZIV8RW1U1JXA8GBAQNJuV3e3NRyt7Wwf7R8xgrKOU3O5SJmUnumI+p4CkI2bEweD4WOHy1ScvPfnMxOy5cKoQSZGTjPEznJ2JqXytWoE9zFNgYBcegkktWPWRRpK1GCtQsPjJ4RJE9tCZXA7oVsyVBx2CpPKq5skOp8ZQSxgSzly6eAGVQITaHqyu0uHDIVIiaD/PyWKsL4bAEEb7A3tkREpJO0g02U4FuntB/8//8v/m3pvf1lJHguCAJM+owjGmC5w2mc1nsnlAvFxhPMt0FWTYxsYLU5NkAxMT05NwEuYWFuYXzp2Z7XYa2/uHaD2zwCgC9U/8UFy5JhpH6nTkBYKLFy5euHzl/KXLzG2poWGCXIl0QBVyWEOSMAOXiThc2olKjeoAan6VXVf8ZJYQbj2YPYl3rVbVYbYA0EX3iD8/Wtt88uJSLhlEFnBsaiqUSfmS0a1H23/0zfcG+BxDqpTE2O/wpiyJ7C/HxJSfBVZbEYVQntjPGlqsZcqhzTpwj+vhBjTZnkJLNNAPeVaBaiHBnp6EBsFOddBtUwvCZim2olsCUBFTq2eKXZfmg4YeuhSSA2mxMg+IoEnpuyJjqxqrbmFUQTOM2hcGE1uzv7irNv7QzJ6DAVRbMZMqLIaQUXcq2NkFyryQoQNCwOwtLJA2SgSO3WBbiiXi/SeivqtXz86fnSdVJZuEepdJB3KF+PPPXEJkp3N0cL6QR6L3u/d2bu6VIaZ2BBoNES2i/t5tVPE79+5tRmIUSqKAOFFGgg5PqFM1jv2Zyen9Cjq2B/CEYqFQ0jtsVhq+KBO0Mg7J04UJlGLIWxjomGADmJWeG5gLjUa7Uq4zzK1UrkCApOOUaqhaOqyC5qy/WXIDVCwHkSOxQM6SXiVtZpUsinHsLUv0LDtRfjtCNnXszKE7Y2xZiTyKYgeWVkNl3CayRkQrnOhIKyHUVVhlwUVvP/IByQliJ7OdwZqtuKgIgl/SsECOHzoaXWR9IT3xd6Wm5LONRsVGZNqwGZsc4F6UlFMabQNfKpV75rnnn33+U2MTY2gPyjc8/nSOhN3tKG+Pu17U82rkZduB1ktk3Burc4zovCql0tbKxoUlryhD+msIAA1Qy5HKhgY4Y1MFduE8ICLHUEIMhajVg4HIk8liucTQLkcu2DpinfXTk7b9jFC8HIsSFFNicn4Yn81wbPXcWlpiwYIgOwnw0KcL/uLvnSB6gBfDrjKymHbtM8vLR8Vi8fAIk80D5RySWDxaYZb8O7dvfLS7sXa0tdGsFNlGNLzZoWJIHCsu66n6qrXF2RRgmMewFXv4AIQMGd3L12wTvPXc3PzFi5eXly/kxyapGgihP6Xjr2lZR2tva2/9wf2NO7f3NzaK+JBSDcq2BiIKlBTpRbov0L2BHfwBNBPFdgoMyS2vXX92fPYcJL2hLzZA0Deanlq6eObSJXbJE5fPZRKIx0ez6fi5s3OZDD0bjBJR53QiGmIXKc0iW7cCDMtMsMgZjvFTkiwSmcfYtiMlBsN3QPA9hULKSvjoIzDIpXdYZNEYHOn6w425avbOIRtsMiBUJoq0eh0mBLZoo0ZLq8X/6CpmqBpy+nSmemr1GuYRHW+xugZMjZzI5sfI6ci8JPcGlqUmEZPyU84krgFmRROC+61Qv9LvVTynvYl0dG4iJ/VPH+k4Ja7xHEWDMSZPjM/OSZsglc5JgHbgJddUi4/Uvc1Mu9HkDrK29j22Dpgx4YhCNIO7VIAzRPtxZV3IBQ7RDjG7kvNmkrlQk/AKmt3n3dw9fLC1u7N/KOgAtggRiKlBuRDJoRh6M0OFpdKj/W4CSYZWsKkU06jcZ9i5wY6ufGF198ekG42C4XXZF2Eegeqg1KPbw3aVRTf2AAM6mLoONZ7ZutLUYsDEKBg1Fr2m0gofN3ltRQ4C09T6znaz0Evdw+Zile6blTWXYatk4sSaLWejpsi8bWyc0IcRXqMExybIw+cXOiNFUyfvqAqQPM1Ii8XpsIm4rfFP2jZ9tAOon3/lx1965YUz47nB+cXEFz579Ws/9dLhztbN9+63uliF6LE3cq/SafXAzy3p1VOkc+aEOVcddfGeru4cfP/9m63No2C5mep1Y3CDSMp6TXQUToYh8rR6k3RNPkw5wkg+wJlJoDpJ/rLuCDM/ADe7v3HvwfrG1l650am2Omtbe+99cPeN732wcncN3y3fPsKAbY0sTxSJT/mbC8zNbD7+cEDxSMVEMl58qrmOh2kAowUY1kRi8Z6Rovm+xX76B0va3FZwns8AMn1h8g0OQpLl/mRGcv/9r0s2ig4SjiItOpLNUMQgf2a1ZLZfPJPpDIMMzbQxscEIw6OoInSAhiXirGb4ThtQAasMYPLElatXLl8Ce8mkYzX8a7mKWoo2gMUoLhTVFbnda/w22/mWd9s1agMTyWo0Kust4RMnRoMXIUFXT4n5AehYAOuUPVBmpyEL2j8mgTUjM4pjUxWJQh22wBz0P5ecnMnLUNryixRBZR7QR/yDgEk56LrYwRx5LLdIOGw7dbMLUTP3L/qNDqeEeI3x7Fb6hKXpBzgeOAGvb7XXLXvVajc7Ox+Pxx+urDBnV3vBlpN357fwzRUW5mA3w/AOlJK7LRFbY5INRidOPCxmgYgFrR40uj1o7NECGj/bAl45PJPoHTH2QNVRZAf1wixa7EJ4wPT1KPfFyMNatVGv4rBq5TLeheGSZQZy4NUUCLjcWdxfFSylLhAMQIF/5oVXwsnMDyw4K8CRZepbyHcc8fRTQYCcOHN2QVxULAv7GHhF5/zYRBbB2eMTiWfo2MuuIe0HbKWRKNIwNo6CBThuI8g5yEL4BpcvzKOccLhXJAsulqsPV9brzTbrpR5GNqPtep41s66ZiKXWGetZxek7QXIpPpuyOD+rssxg+HN/9x/vP/womk43GG7pi2QKU3wtnrgJsRnhWfVw1dVYNINyyHeBTGGCRfvtpPc4n4znuM+Ij6Q8RwcBQGEWLcx8klESTIENB9n55aPD/d19GNX8OkpfTdK1VlvHVaffQCahgDr2tllMgV6eQU2NRqq0oez8lGoSxEn+6ZlpbB+BqoOhjI2jB81zR4WMGZRnlhfy47N5mvVTSWqHj+6u/vG3vm/D6JU9jwi2BnEbVVkHmQ4JKYuoWG36D1QvZOJdjqgBgnoji5qsXi3jIb8qUJRnJxpKuQlrYeDtDk5bwz6fYAyG7/KaRAncJgV2dqdNaLKquOney/aYFXTGSP9vuardslkDdRfJtFkoZybNyMHm16ykQEeX8HPT83A20pU9MA6SnHBDaoytY5V6DJYRPCki6tW0uMrUJUDiVP2w7q8+9+z8ZIGbmprMX7p4dn5mkpAEabjtrT3oikf7B0l6P32h93aPJEfrqvieYTIWnpufYpLu7QfrtCkelZqNUn2WDen1TqgeOXMcz06fv7i6V99HSpMyTCrx7MX5Xqt2EvRkc6kRC0qN9nKwXE2eFLbW+dNvv/VoZZWqIwNcbtx6uLVzUEG8qHNaqrb7x92lpTPM9dRD0WLaDAJzJkq9LB0xnWe9phpJHJgqZoc5HxtiMqKcau2NP+9cjvag8YqNEafamK2vWZMflEYc9cElK/ya1th8lCAxS/d+9KNY6dDov3VYu3V/rVJrsqkUnrkBrapOBtuNHmK+zECE/yntDE1wVtsfhVk6DdijDshjo6txK+AjJr1yfmlmIo/hjUTRnuFZOONm1+N2lf5upGFFJpR6+LQSrYmNWF+h/ZMq83bwVQ5RbKa2D41hpxziJhhDhdGEP5p7Iz4/MW0yGIn7gnFQIWZi0FHh88Z9vji+hLItwISI2kPCN4UIWhxTlpaMrQ6e6wYgXlOzoX24hEQZo6I2wwrtKFhdS//G36RWKM0hOhxD9/d3jnotujCsNWBuZ3NDfX/HkrRyJURVdLQhBsGTTpsCe+3oFAfOG3sDjGDs9ZEKP0G/kdyhWCk1mjUmdiEpgKlGHD6JogIWWXLc2jaaDaTQXDgbWwSLhL51MpVNMN0zBg95yJC6o6Pm4WHj4LB5cKBMpt5CHLLWbTehVlvI7AhEDlHnqXDWVGKBEH5yig6gnXSyU7ySllywc4opVcnYlfNnn7pyfnGucO3SwnNXlz/3wvWr52YXz0xcWJxfnJtCrh/0gBmIUaJlWQMcMFJmFtwK6FIt2DHlhd2ahWWzUZDEZNDncef+ynfeeo8GYxtFYobIjBA/CFea+jbxgibDIBhP+GDD2Pkrnt9UjDBumsyGm+RXIpmJLkNi02MTs2eYVcd25lcRQaAm5lNrNjCjABM+RRvS2wVgaeAHeqSV/kSX8x4IptJZ1jMKvSQ/Hs2NaU4R85r6QyKB9dXV3e1tKNVW1RyST4Hn8qRtZpTIZoLD8f0kKUbXwIYImzVGOOsJ864v8S7HQ3TifBINkwyVWtBNDUuDtXET6iXmd9CLvXjliTHUuObmhUmQq1KkpaPC2INW8bIzZmfNPVaXPBuj2dkilRlcKGsYmCEarphgKmoGcXkhV+BaALAymfhkYWzIFKvW0D4Rk5EOPdA3+0EeyF7UKp3yUc7a27YyJF1/0UtS/rH345/Yd7SosBRidxsip+VzDbE6cbpa6jfgk5S7rJo0ugc7d+7+mI9z0lGsYimrgSLKxeVLJHhzTFFIv2beXDCj7LfSfDbh3Vt3Nx9uVQ5aO9sV5rG/+/bHd++sZ7NjL73wEvM9WeTyfvfd2+s6lp5TUFSGxWKHSpVmKjcFmRxXJL4jW08FWAX88GveebD+8drG2+/fOjxqQJAh0YXbf8RQhUYDV2grYm2SbidbKUhw3ZBpMXUmbjz55IWFhZliGUVwUvlhrdZ9sLZ7eFRWDWiEZzmzafGJdotxI1x+8Ng5uIP82MRKbkHJvPVmGytLZARlq4+vw4p2jiemINeo34YvGifbHX/7ZVNwkUMRC9HV/V0y8CMfv/m7r//3v/57/+I3/vCb37txd2UHdSzl+2otpxwsIhOnYmt9Z29jmzMKsTRbmMxlqfQCHRER9Gr1MoG4RUzSmGMBia+zqdjs1HiriZxtLw3dyCVXVk90qlkOqXB3Lg9hSJ0Zbq0SbkqnW7GqOIjWGaCsfUR6Fy4iwpRUZ+F2kCcNUMlWXyXBcT6dRryFooiwS+a50a+HlCEYFy6RhkGz464sNTpLnD6AKe1dtTqxRjgS8yA2HcHSDnPLgp2NdGF8SXdKXeHe2I1ccAxrGIlVimUUoqbOzB0xX61cYsyhfsTCcFHLoMHwYv2T5fHCZ56+yohrA/IoTCC2YQQ0G+7LTFB6QVTKKx4xmALDKcFMXLgZGom0mHgvL6vAEc8vhrwoQKbWK2UPIrBmCyVyMJ/jdqPTqCN5I30OTZInxbFxz2wWMSxhTNF560GRlBKfP5eJnF+eSCZ48ZohMgK2ZWwGx73KIarO5eIBAh9cL08nE4suz888eXH5yqWlVz/90sVzF8ey+cXZ2enxwuQYmimBuFiuQzAniGxsZwhRMKSMhTT6sACKRmKy3CRrzT4lmUN+taOc0AAMS69dsEI70ezMNMibrINso3UyG+2JuIP0E7qHRKXo37E2t3h+afzMhbHZefI1xuvCUEfjKBmDjRmn1YlkA6ohLC2SLRIMWtFTOI30WJrP6fno7EKwMHsaz/djhVBm1hdJ9H0BQgKG/7Ubtb2t9bWVRxCUNY9KI7RVLVB7aUzJuqE11g3giKr4DGOLG4KvHSQ+iwusbQiQLLsLIUXlkEdwk671gOSSnKiD0gf+e+Otd/6T/+RXiKDxVMBaUrWQK5CDoMBtxWiz3fplhbDS65b2gkyPXJQXwhvyNIrdFN6PUA7hGWwmLfiALDlwYRnBzyyoTIqxyNH0oIlIGUGWSugmt2hNZ1b5cJVcK2izFOCligYfWxs746593rQk2Ki8kSqPpvyvRERHyWBt47LxisLiMCP0UzDf2thnquRZzGFpiUFe+i2gbi2oDqWNIFTsrBhLVAxlp1aqsWEnkuISzogR8HsPyCIrdYLM4w5xvT+bzl6+comCBO9kuvceZr6WabNlWP3Ql6cPxjJeoIJvfPutN956n3OM2BzX5qVcy0igU1+p2f7OrYffff+jr3/jm9XyYU/wcadUrr334a1KvelEDB09TvmWS8ZdhIr79HihYy7MTjIUjE4AGmz5GVRzOx3GHdnOdrVv9zFyGuLTmg1yAZmzRS7WsuBcy2gUJWvaNqjHrL+sqRNGh7du4KZxNAR/ygBaWUocWKFCLraxZjmrbJpL05M1RPE/UCN58/17N+8zybDeOPZsl+vbpRKbQkIQSGppDJF8Lu2r+JLV1ZVHq6sffv+DN7/3zsfItH504/6du5VyVSV6DJzoTV5o2j1Uf0+ayPQRIJYPS0RUEu618qK1E1oLiBZh1OhpNlm6Bnb5gq1YTMcGdp/C0B0PkguzuZTuboyjhWn2YjUR8sD7kZJiQ5KhaDIUSocD+Vh8PJmYiCcLsXgaHhcxY1+qXDb4SDGUaiQWKWB7gkoTheBzGAyFlzd2jbYm5GHrKETsMTNGBSVUTLWZWX5RR0PB+Xw65vVTqsWObK+tUgnWIzPyBIcsHfA/fXYxGwwed9tnz0xcXTrTa1PMqBlmzlYnudI0L2vHRPaOifQlojY5YLIo4RtyEYRaun8DT9hqJCvSM6EEQX3Z0Ty1yxWYI+zE/HOq1uB1x4APjHwDxJa0Hgid0DOZOZFeBoVC9vz5hanJ3PxM8uJi4eLieKC7722vegclRMKG3o7H2xq0dxo7q7urm/fvPLhz56P792+V9g86iJk0OzyIc/Nnn33h00+98Oqrn/vCZz/72Vdfen55cebcwtT85FgiEsb5KWwXmCIlDGPgaDGtAUrbk+Z+E1sbMMwGthshuEhgChyUUPMUNINMfDxGJjV5QSjOBC3wFWhGjBMnwJdg3B2dLRgGNoxyauHpD1c37j9YefDg3tqju1srKzubINi75eJRk/PdaDFYrIFTaDZp30RtEfJhu9drQo1mDm+DtE3QIrVWQnDE0XG+6v2kkf/0ZGcP0u++FDAdFGOjgBRq4MDRfg76j4moRQEworRNHNDtWKSiLFJaCZaW6D92CKGG4AidXMH4NrHReOsK942jaYZHOBcb8c6DlXsrW7/3+6/Xml2xQATHmZ6Ui3mVCJimiFVGdLJGk6kNBrHXNxxZLsMVRXQIQCTNKhu+obxtcXEyn0vyK7VaY3V9g85T+p2IijDcFuQpzFIiLfKo4mupy0KsN3xKqbeK/PbgBBnrspRMKC8XF0vBG1QXkQjUAqLdYJ2agmysTilGpLs0M2ji5GsFTdhM/sK0pKxwrSegDW9MWDsVSmVcr7vV5K0E1VdXgCR6lW1x0WRbyCZNTGIeEgsLi+VymSIlUDDpXdsf3PD0655Bwj/MY1KQnYfJAGAw8N5b3dRYbsosNAKrxHgaRD3e72s2jhvdEyrN9IUFkPrs1sXY6XTQ1gOZVtnfpVm6Jodj6kbkRK1okctk0WxNkfQy1YmZMQZwEDugVSS6s+JQy2O0iDr1FpS6RMJ8lNsd1tJnpCz3ab7A4l9LtfXp2IOOOmSoo5Tx7LpswqKFza5qr59gUYXoW0JsnsYcjAnUWtjzyRrJf/orv+riPf0qgdxpj3b0TCwmxRorFaksOPRijZgtgvAcrYoUDoQkyO/r6VtSrOCLQE9KVl50Vdorq5sffHCDgXcoEVWqNWPfEY67CVGWctq7Wj+8XsBqJJaFWHUk7EMSD2VMvsa4UpwShcO6DqFjQepVB7vGKonmKyVmkZQklNwn3I35eAL+eChADJ8IR/K0rYUiUN3TBcZjMj9ZAaMB62JtOcfLuhECm5iJX+Q1kndrNeR2jQIB19Gss3qZra/UQF6l8epFHQB2xMKRRNA3m02tNnvps+fWVlfaDHxm3KjdKcaA3odLZ6b/+s/+1KOHj4ql6ivPXkGH+P0bd7a29sgU2BwYRm0djUJRusBMDcZ2YhMIm8kRQXBswQzuGF2ppu3iRPjTEmcFHQZYSZ0NQyHyGTmjCvXqbWPxYVghD6jiveho2q0W5BDXejJZ6kqnL37q8svPXaONuVEpDo7xEBw6PrvDdrG1/ai4sYHwDWBdt1VnwgeT1Tk1EmI87SNbP3Hx0tj5K3NnL05MzJCVptBSCYfF4On7qg3prUnsUqQ4Q8Xtwz147AGdCmChsMLmwKDCsXKxxObSMHrEJNQcK6iRWGSykFpemEDLmbRDXYgkE+qzEzkHI2IkMTUdmGC75+f/7j/5R//xL938+Ma9W7e3Hj1Ye3DvEdM87t/+8MMbN2/eun379p3btx7dvoObefTw/qP799cePVy9/2Bt9e7Gw/v7a49K6xvb24/2dzaP9lbOLjZb5fWbHz9kZiOpHqKEcir2PGzzO8qlTgvq6aXiUaNGHCqrMTq5lgIbgi1mqiUXamW3eqmiO5HdjHtCuDA+SZtRsFYt20OmVCHHK3M6GG5u7C2fW7h9f+Xe/Z39/eKLz1+bmkjfv7P2jTduuNRNm9ZMuTobA+BmGqiD3SdNw1lYPVMXANKg/Wz7hF+iRZdEQfmL29Ii6PAiJ2sbOyqlewcHZWZnwUO0TSaAxLJ6/s+EGXTk7TTxvPlt7pSYThUPXb8+sD/yBI516c6DGUczcsrqre3SFIlG0IwMlUAI13Xt2P/2WpZrqUytq7QXMs1qe3E3ZphkxqSrWAd7ZW0wFeFUHDWgSGbEl0vGp8/MSLcmEoG/26w3MeXVEvT4g9IRdIJh1uvJ+8ToKZOLSBJ71DYgjWgel4bHeqldXJmjFJy4s19e6XSxTWDsaKxRmWFWL9W9+LANgpeRNETW7Ld5R2I3k6IojI3TcPzo4cr0VPb88tLD+5vrazuQOeFiqMXfM7x66cxTz1zRXHereSj2tajLXIgVAhR8GFPD9LYE3zmGnIURpo0w+tOlNHba9fujZtCRs7HihxHztcouRzQ6jOGQbkc4EMaKJfY/2epP9JH8X3/1V+w0y5LzPhxgLg5ZJWQEFf0baYwbwRM3Tmj8t52qG1HvgBs37wif0ndjUGI4SP8FU0zuP4AxWIP/ksmma826HzU3raDYFZZ2OGRjpF5pwZclHxoOJVUcmCKIyspJqAKJcJaiUWrv6ldX6zu7gXF1qGLwTNU6xneJy6CdxeD7eimKBOJWck8GQulIIBkPp3PI2IIqKbPGFhOh4w0Vt+j+1NyDCJ2cr2QrBVOrdqVhVkTz2vPg1iLYOKEfJdFWEQQnABY7PY16fDTGAaDN5/PteHK1Ut/e3OKFDNPVHsDaRf3e5y4tPXv1wgc3PmKQ1WdefIZc4cbtR+1W96lLl+jfXF1fDQ4HNM+izEVMvHe4++DebZIKadFSiMI6AuWbALk5b8f5V1xjM3B1tvm7UYRFIjAQjh0pihCIVgsNeUA2Jf8Wd2jMNViTMHENphp2kzHvKy9cf+2lZwn1dzd393dLrWqjByJWqQ4pHx9sH6xs7Gxst+pN3B0ELBaBvjOa/w2mYZJjF1gzUUhDWozlxpivlY2Gop5TWAAHR2UGabC6rt9W20mJuWyJ2Qj5i/F8BnCpdHR07tz5VDLNILVqo0F6zso7sg2bBlhydiLNAG1ZCgmGS02R52G4IEsEkKnJ9FLzFWbi/dlf+kf/3T//L2uV0vC4PTeVTUSGER/Nsu2bt29v7e6WDg93kanfWuvWS1Xaxtbpn8XX3Fm5d69xsB7vbg2VbXXalYrPU3vi4un9m9/7/d99q9UOTC8sAjxSh7EARLcD2P9Y/gXAp1M+OKSxQDvL8DclBTodpkVhMZOxV081UkYxpCtmjuJIwgh4yBSpmvWaeSL9k82hVcyzu31wZnbm4ZqGxrFtzsyMPXFxYWVt++vf+Yjm1FE0aXbCxBGNEGYdTgQbrLKR3fTu8NKEIpr4iNXzTaNKH9hfjjOBgY/2Bg4rpw0fKQI/YJhdrxQNTGpFUrFBY98oJaJ1S5Pu+HcyXnE7zYzZoDTd/4jHbPV8bVRXsrHcS1L5xmAj0LQ9LGNivH8cq1tk2SWlEjax0VGzBOqadeTwu/hbsAfHAIk9QAkDpF35RwAa3xaTnjhbvalyfN7+maX5mZlpDgUR28z0DPEKshF1yLjbO1ND/wTgBfMOBt4KzEk9S+X40Gp4dVhdmXgwEw7mgsGrc1PYjw/3yweamCJFYbruGC57TH3AexwdqNCYU0N8SkmEVR0kwHd6igzReKEA3MZeIhyCXrize4gKG721/AqqktRlLl+cv/rERd2gOzjmDJylNsa0nrBOs46z+8P+s/TWHRo+3Kmz3zcKyGNpegU/Vru3woJaErUHrYo+gib13KS7oDDHuRTHPRulOn9BCkngjgr4jp8Lq8GzU6lvFIvI5XBipROO29ZgQc2MEoZrPs18pDkQBZjqbeYtpAY60LQGU3+nHT5JQT6TpgQeYvaf+o+sEmfJmPlGV6+x7FS4DbtRCtNCwCTFSDaqzNeSD9POkiw84ms24lXq8fgMGrkp19CHJnlHPEcoRipDsOD3J8ORVCiSicQZHwMsHpqY8uYmNHqKQMPxEdydWMRj+Zq+qTM0inKUsJuPlidQNmv3rA3hcHkrIbLS4cGAtzOFXCalJ9PB0O7qyuCYJMPJ8+tpkFoRI85NT/ZPILCdnJkez2VSdSrLvd7ymdnnn7gW8Xhp9RgU9yqrj6qHu9UKXKCNjbXV999770++/kdvvfX63u46+BC2gayeSoOTbjTICMEUpBwgq9BmFaPSoK5sI3S5KI8UknILRT82a7MFn4TJW8kJ9UrMUDCA8p2J+59/+sLf+5tf+/Jrz4SOmzsrK3fhXTzaounkaGu7trVz+ODR5v0He6CfuKPuqe41wByHoChsql/56p02MmJHD+/U7n+/vfPhSWNlYjJ97sLS9aefOL+8aDVYcWLdRjdZmtGHFlOTk4J0s1JGIYqghME1zc5NU0oxmrALogQvslFJK7k1isu4yx4ToRXXqOmItYWJAIMdbRjACkqmmXya98AnJRLhTDp64fzSM89ce/L68vVr5/KIWEsWU5S9iUL6C5/+1Kefvf6ZF54mG6Mej6OdyqS++sqlv/OP/sbf+z/873/5H/+v//rf+fuV/eDuWkksNPqFJFPu1KsUNtp5xcy4Wo75MWMeG/JiMsiWfznhJKNtCumkjuJgfgfmuLoGbAaiXYyLcWhUthOqIAcxCgbZbvV6Cz0BtjHjCr7zxs3KUYujZ2ZC/EOHWKgWIpF3/mpSanIMKmj4AmFXeccwUCcWkV6+yvV5qExtFXflCdr3UKDV9tRH3gFCluy4mFJYAdZb89+l18a5tsiGcIFZOFg/smNJ+GrukVpEHQ1Ix8RYWbJrShwtZ0SRSo2yQplFbrGcTs3qwrFV8WMLI19P6VMZgAgxJurByqppSVN67JKooehgUs4lnJHumQ6pFl/CfAbd4QvJ2wWVARZpBQQd56LeuP+YK+WH5+fm0V+G9o2i3XxhciKajA5O0W9Y8wUOpDytxQAFCtPWKWwHy9O/NDk+k09TSIz2vT0GXnWOaY8Ie5C0VNFIDAv6E+TGrGHata050E+OxMR+1AUsRaJ8Ph+JpWnLyTGBbnYS6fSZyYkZytBpiRQr0HJUPIPGRlZT/AaXfFqFxOUTtryWTFgB3dXZR6GLuWKrO+txK5nhnxiXaTGBFe+clo+Bg/IUhrXY7nMGWgmk8hm3vZzV/mSxXaK4NkVCP2/Vg2qn/+AA+lkPqJkcQ+KyIYyXaLgGd/0gRXLmgF8j8NQER/EvMVtiCnrGCmOXL11cPrvAcsD9BC0y9uHow652tDKKHUwQxSyO4hDrSRTCC3JL7BRGeoGB8OQoSOXwyXAq6uqhELrPiECl0WEPh5IUSwkHApGUP5IJR9KxaDocg6SZgrmZzwUXz4a+8BPe1748yI2LVs0pkZVySR5wrcscDILkvKk2aYmk3a++bxN17Lg7V6J7duk12RuRchJtEz/X5kmGg6Wt9ZMG+5DGNUUFPHOEWVCP4YvxPD1rNRzL0plZthiVcE7ci89dq1aOUJiIBsIXJ6fDvc4Hb/zZR2+9cbixDqG20+psbe9+783v/e7v/fab3/tOuXQA5ZVWeQ6sJYIUFE/onWg2mw56ZwuoVgObxGWrrCBVcjgPFLvxOIywBLQ1sQqisLk5OAHjn/30U3/rr/7UlXNzHlhiW/udo7q3xzgU6k2npaPa/u7Bo0erm5v7mDAI1ZxtLonJ6JVyuV6v03SBizooFqkrMK+mtPKwcudG99H3u5sfHzcObVSYjIMRC9U86CIrbVOjjOiIBpi5Swd+mrYsvACvD94wNcbIoailVc6P6AOSDDooTH4VV0Y2RGJKeA4YVUAJUI7ZXyr/iIvlaBCeCxfPf+rFJ64/c6FQkLjFzMwyolnXn7g4kUvPz85x+5965snPfu7Tn//S53/ip7780z/9k09dvYBsVIK+TN4DHa/8TGJ6LpyfSWancNbMEzk5bQDZOI0fU0ZQamqcV6y19gSdaAHMlqHfpoJkXsFwAhOsNbMngMWCGEOmTThJ6LFVFPTvguiQwzK8mpWytF+mgdCQxW832wwnhhfxYH3n1r115Yca/WcGwf2gNqjJplsTiwWxemthnnbqCAL0UIxYrIdgNtkwAlH0rGORv1mhDfVBU/WVCWUuMqtDFw7VADYZTh1+vWnTWRKIVTLfKMiLar6UdGy8gjVYO565hRKydaaPr38ZHaQRsUV+wF2vtenbj48Ql9Em0IoITVZ9yQlym1URgGrvJUDFIFNcp+rwEtqiv20A5URLDXVIE6GGycAJve08JXoUCDVgYWTzhamxPEJ2R0Pvmt+z6enW/JD3RKSA/0UnGuuLa+6B1iSiF6bH27QoMVis01hFbkiFMo3RFKhhTT/UxsQJ0OZVWmZtDiNUU2y8kVHx0qXXbqIYQqGuC3rIoBpNVpaIsS+ONlUEi2IxiB0ZhzY562N5rX1llVuLgV1PtwN67IHaJh2dNf2oq6XrOpyEofM0j1Mdl+5oDKVtH1d8kPu1CMM+RLB13UbG8PqBNXdfWABiz85elHdi3l2x1t3YK4I6JuKAQ9Q2yAx8aaQFeGk97BHa5rYsHwqQfRoayL9QO5menPz8a69dvXIBjTOUEFgU59RcEGdvMoJDH7+zAgzj/6lkYoUTIZp0P7LTKbCHNWiKoADi05CkBFZJlOQDChCNh37oUgESkYQ/mMCRoFOIjhKqhUAsCPolYoO5ycHLn/K9+Gnv5We9s3N6IwoSml8lygpeBJqWmFpCsa2HzjSLLDe03kPrTDR8mHXSA5MHscMpISAfhB96rWF9sjs96VgQyoVRV6yYOvQgYfmXvvDq2ekxsAkUBlkNHuDC/DTFvU6zjXAcPXLFYoX5OXbH1AT6jcOj9sFBuNPxC5fSlWD9d3f2vv3NP/3jP/j/3frog2qlyGuD4+jhamgPcviS3UTkRjJTMgQWEhrqZROxrMpo8/bMF/q4YSow9A++8MyVX/zLPzVbyPWrjSG6F91Ap9w9bZ5komnvia9Saq9uH2ztlQ5LsHbYVGi/4pKUbPGEIMSim0jcADucu6VmgVJQZRNa5WF3f6++t+U7Pa43aFupP+YlWdD0+ONxqOpFdYxOFFpbBKQIb7SWPhRQLPqRXbEVj9NWavprnDMXsfJyGgbMHFN1s7NLzU7ZQbJByB6aPxLJNHQECCDNernVqNKcg1Oh7koH+/Vrl+fnxrc2Gfn76GBvp3Swu7wwPVXIIh/eOg5Udor9eomxPEPqr96T8UL8hRexOozyNfFU+9MwBdGl1J0hjhT4jJRv1NZC5Iw9wbq5Ht9RLmsHxpwIRo8ahgWBOqeym6KbSm3IjI4YWGJc6YZkg4UvhPwturfoJ6V67POX67Xv37xPu6emQBBkyheNgh0BSHpJ+S3XXm81eO0No/+aixNDylbWXAkxAiEliYYh705I30mEiR7DYFHge1TgxKtHyZ7zxgBA6wHCMkgPAUNntlyxLqCv9q0sNwvDv5vNMBMlb6IXx5hqjxrFSqdeub3ZXaWhFt6pVCCjy98N27Sg3LhDAkal1i9EVzdgNAUeOtN/HHHLWAyOsiotFg62E0iWWddPUE71EKVFwnQIaVobE9SRuSGZlc5NIlKLBltyZUpvWLE4DUOiYmAX++qmikUPGGjTGZKecSsNzaKQ+jehl4s49RfTQyWqYUXIexRJmI9WJqHLY5UwbAoDXZpmvDC7eoycggDGF9nIOO0c19ZqnlX7xrJ0F9LqASo2MMq3cypaOheOG+SnPj0xXK0aZ79iuYaNDbE8SWui3jjnHGQSVTrlsNOQYNmFG5/BjdmYZBcIKoT+C/RfbV9zeqKqK9vRT/R6g7Wd4mGtoWqUukpgyEQK8WiOFgMrEgoDVT1RvthhFewG52Ko0jMb/eknLs3MjLM9wEEYsqFES9ncaCCu6mDatcLHzcgJCHAJmJWxFbRY5GLAk35MXesi50AIVn0SoBQUUmMMhXeBZfkCVER4L3SiEiQi4Sh6NYBenOthPhd64ronkmLelG9uWlrpumi6dSUqp0YM8WvYasY9tMlR8ifqGzLKoFaRer56LIQKYENGeng6M1GvPxONJ6NxtotRSTWPi90hZpWRZlC0/cwLT10+d4bdBGhDkYWfnJmfQsoS9arzS/PCZ/oonUc194Bxn1LnO5mIx169fCUXiskgjLgBFKsHu1t73/vuG9/602/dvnMHi05cqNUzg6YGMydsZywYySsRvUciaOMi/M58E2JsUb64ewHuUBWOLy5MfenVFzPEkqWGD3Jn+6S8Vzzc2mNxmvXO3s4+zSzloxqfvDUGgzZyQDUKt9qXAR/ldMYy65za+HJaHQEC2o12aR/toPqgeyJHUq1qUJRdlSAPBQlWFNBjF5dCII7cgnY7HDOqnVQAtjdpzgBkVVisQ2D4YiYRSsYQHaBTs01bNewqdcJp8DPWT6EHdxdjrpTEKdCPT7GL6O3Z3j5CoWZpYfnJKxevXDyL7GsLMQomcfH8Pd6jg6NsInl2bnpmAsXqLM9Pk1U80VhuqlbcuPOt395+90/Kt77tabY+++kn/trPzT15leBfGY+BCqZZq6NtUZJDsogozcHzj5xg7CJPl8GZav7T4XWWnifmWFsWVZn9HFFbVNYSX1w5jxGiLADUkRDXMYhyXavaPeYTDh4B/5vv3QJxdGUug5rt8Ni5t9e1mM1Sfb4waXrJ/kp/CatnYIvFnKLK4Jy0jDYtyVTAdYFsKbFNiEUiEWr0yqsx8/y/JhZ6CeUlOA3RBcg/GDEAUkIGbBFFxHZS1CPjIEC7FLXquwjXmk5G0kdm++XRzM+Mwg3zclZEMoh+VCB2pATH/ZTftLuTXWa1NITGrl95mNymbBnyBfJNAWXhZqnR74TkCauqpSmZKILHiYcSZJLgG4Xpccw+DfvY/9NeH0NxeX78qcsLXC6bLB4Io1zCi9/a2u0HBHuMp7JoNXAezOKLdSKkT5wPNU6Iw2DteFYVtih6JKphN87F8lebZW3lbm0bcm0bh+pLADvHlZTLz7s7tX1jT1f0YxeOWw4gX2T0a1sLl8hagOAyGfuUT7A95sIY4aCOOazXpgRsybBjDTqvr6fgsHwFIe5F/zwKfGynfygrcf9sGY65Gp1ZkatKrWOGj1A9pI84liAWSWTjsZlcmqDb6BQWRzkIlimqShzV68o3OUgwoeMxfyHH4I1wOpOanBzDyDp1XofEss1IYmwGuFyGsE6Xk40yFMdHswqDWyu7MpkgXoRflGMRJ1gxlLUTIrpF3YBMJQYxi9KadnYIaXjmjXjGJr35MTtjAQ+znhiTCIKpPFgkTdRyHOHBeJa2lYXXykYI0zTNIn0xYixIiFCXrzBRfR/JQHA2mRlnAipAP0cqCliqPN1Ov0GNA5pUThZnJtLo0vo8rW6TGVGMxGO+Ktt4fn4GPImzWMjloeXyKbQ2GM5G4kvjE7l4TJ5V1Az6ewUOYzygXME+fe/99958843trQ21asKKkTOR5JG2LgwHDeDTFCV1SlA3QcPR/oQrLB2ZofiRn//MM3/5Z34sHwn094utvWJt/6i6s9eu1mKhcKfe3N/aUQejVICOqdST/dDWQjgG1EkMyYCuA0a+I4dD3Gqc9nb3uNlos0oEmOQgCBowKQX2I1beEguLVOzxOdNALMsDAhJx6ayy5aFmUH7w0Z3vvP3e3dU1tQWMImc9KR4eEITtoqG44IIPNCmyzyT1Tifo44nTAhxnVF2KKkskyUQSfqvbhdrbobOzXKwfHVSR0GcAZa3CkKIIr32EqlGtnc2oKQpTSX57VG7uV1pHne5O8ah70k1nkvglZp2wsIdbq1sf7R5XjaZt8Z0jqnIOjHdhIa8VztigZunAAbTUo6NmhTgdGju98o/Wh6hI1I6ykwXSUVabCdRPHqOpSZkRtfIqDepB7qDVZmCnlE6oyNxb2339zRuSC7QQTPK5I1YY12brZliIABcrgcr7DTSDR8N3HApj5R1uRXkt6ZDrrzJoQ6iQwlz6SAnIKH6wr6LKAvjDtM9TNF/gMzjFGEtrTVdfhiSXLFlQYcQKQIB1JkU0OmGGw7gzpOq4JiSK6CSBBNOoVK6pLTNq1FZ+QeQO7VjdhxLsUukMUyeGvtPr1hB4W2d3TtWBY+9uqQ7+RcUX6eq5FIr+p0TY20a3FMpNIjmMJYaRuDcah+xZmBZPpNVCv7yL91+aGn/u/Jlzs2PiB7IOjIQIBVPQSWUVUcZLEM12+n00PcSu65/qh3BpqDXBACJgVdhmghFaR8OOTKpGjYzsfGEvqFBT3UsBnag4SNAHnhUNM9o6lUkTwzvrLTRPFlHJmQW7eGi/Zurh/DVTiWdnzUnmKeyQOdTHkk/XrW4m2+WiZpw0lEWUUzlkS6eVuyhxMtdlrtx2uG1OS1Oc3xr1j8ocfxLacg/A/J4DbPTBw4I0ul+sksOlYjESwDh15Gg4n4yMUQVCE3HkFd1v40I0ScbwWNY20Gw0kMZkdhskdEgylUoJSUduelTYd8NSbLOaUTEUzkA2B3yZJzXFY+PwOUfrUhMbv6TNgxe3TyfBI9AX/4E9YBSwxpYqSiU49A0pWE3PDGIpa5JitkBuEE+CKjBml3BDwLK053R47L3k1AzQEvPFAFv5aD0lE5c3PyZ2hvH8RUgF+JuMxLOU+30+kjWwY4djOlIxV10u1RrV+nQhOzuek1P0eq5fuzQ4PS5Xi9PTY7xLu9vhBacK4zxbfBpbFh1GBU1+bypBSCITwGsaDcY6t408RrVja2Pz/Xfeee/tN/e3NzlJwqtlcmQmVCWRNIHNGhdFmAhdUzuIzoSND08mC4lXX34yFjodVIsdlOU3d4tbu7WDI/SSJJF6cirZWfYgekndY6InXhyhFwRpqIIdHh0VSxXAO5g8xUqVySvd4aDSajEkQwJf3G65yi3TeYzNRUI/n8vY03Pn/HHAYrbE7UYGdlnu6WOcwdbe0W6lcdRqIAgqeQztaXHr2OlsPymZMLBvyEiICEYex8jRAm2Td1X5x/q8NS293a6Dp2ElEuhiEQe9/eGdP3r97a//2QfffONGuXXKPBgUiRmWSIsAuAZecP/gqIH94GF0Tg5rzZs3N49K/Wi6QBbbOQ03e77u6Wm54d/Y7Xc7Uh121BRuS3bs8RBbBSPKzAMistmRtVzF7ntEeDGwTk2IVp4zGTFpUVnByHSPRBrk5zXuwDa54TOuau0l3V1d34QzQWFdom+ojR2ffPvNDypVJHb4htty5o0UcLolN8hW+bVSFDy/HDnZm9KmH8oDdAHa6pIUNfxZd2WZg9qTiT8wkNalTB+WojZNok1MjSkkkmcK+eNUr0LQXzX7x+EhmFHzGI+BBrGtBN4LxzP0xKyd7JNKMKQxaisR+98ETEcqroI9DL4SlsI1yt3aEpun4v5MgHzAbleZXnCRbtOZCaWDtOYjzSi8QyusA2wsYDSkm6W93ZV1DMTAnx34k2wfyhWcjieeuMxtMh9hppCcpimsVUNAiQPPuQv5TmcYcEZNioslkDnpVogH+wNmKEM0MDOmOShBDadminLEpinYUzThJ7s0QxjUDKFMBKJMtQ7/DlIcpBgUA3wSDZCz0KeNz3ElAdJH9pO/0zzdXj+6e3Ptze/d+Na333r9z95+480P3nzr1pvv3f7e9xEOvnef4R2HRWACS0GsIjbyYACftG57kdkoGV/DMhsjjCi3s9Gyj3OmUehjSa5RQswhWNOZy5Cs0OL5JP33//af/prd3yhteZwC6BuJgO/JxfmJbEbyYyKS0diqHxM1S/cu+29vJgCXhQQMYmNhVEkP9/Z2bt688977HzcayI9TL/cyT8muQ5VQARr6dCxaF3dZu4tAIdUejO87wNZLZQs/ofE+UjCV59C0XeyssGHxgzXDKqAWDCu2SyIFHI4ON6jxMAQKce/zzw0KM1ZMVE7S39vw7e9gj9BVZCqDvIXdhZ14r4IyG2dnwLFmHxqrXiiDAZNWJVEMpU1KWDseCJ9P5rmjdq+Ti4byk2Ovf3znZrksI2iwJkaZxkOYmgiZLS/NEeROT46BAnWOj2dmZw5LtYNSjVCLUPrwYH8igwxHYb9c7fc6C3Mzm2WG5lR4OxswZ4i2Sx9dBqnxiLRZ0zbe5A8HFMjHquHX8lTra+Y35HdVKBmlwlFv/6WnFq+dm/AUi8ekI6Vam753egXK1TbX1YXLK2CZdzG19lMNCAgGGrUq8Vaz3oL7Bf+91kBJxLO7u89lET0xDIQ2fCJHnAyVfZZanZLgdR7fux/d3T8q9RQzWoBue0jbRpCYmrHnZyfpemXiN6IUVB1hW4pgQtwoTM+VrYaQBq+dnWYkog0clyEiL3E+UlirpeuGigzIuNiBhD6v/tQvIm2IKG8yk/eHYz2fr3Hq6Zx6C1MzZ5aXpubOZME8fcHDankNQsHGztbOPi5pfGoOOa1avUNmTYJTrTX7vmC10fn4o9XNwyECfbmJeXIO9r/LEtwj0RBBCh6GFeFHN7e2yXWdBp5RCpS6mKewHN4MtB6UBYBm2K0aqxvoM4dycmycXiaIjpq1rDBa/6MRCFXAD289aFAiUVKjtAz0BjupQIifGykRuYKMRTIqKOjDdaLIetPZ6kf+xNjbKEnZv9tBlKeSwq45I7yYC4X5PoGZkCD/KcuciqcRiacBmFD7/Pwy0Q8dP+zB8TEmjYXJEBHeIQelWsYCatQDLsNhbKaC5VAae2Wjs+iy5RZ4G1HvzTAIQQ7BqFcDlvBsitgGoSucNtafHUDrMzQNAFk00+hU3UcO/rG3UODokgAcMN5N8Ljc5aAf83tevpAfdk4ODk4XLzwRSY3Dha/ubXPoSKV49fffuznstM/m4jn/SWQwOKy0tmj+HA6nJ9OThTiKcS3075kZgZiGx7+GMBYd7rgB1hk2YDQ1iCJTlPIfN/udMt+ZmJmAEjaSWbabAHEl5WDSw4c37rz59oc7e4f0LMFn2dw64HN374BUGeAa3Bt1LwWS2hf+1ZW9P/r6n/3Bn7z+3e+9u3+wT40Vm8OPPlzdev+jOzfv3avUa60WU+cBqUV4ZiWsUqVHIOh7OES9mf1zcFjKGYfeomUmMuiHRvK0PBCegSuaycWoI8nFONqFxj9z5kc1sZHDefx/jrloj9TNeLTtY24Fg4qFUpom2Q24TkoTU5HgZDKehshlVSwLOcxy2XHhqRMIE9ztkJLsHRyjHiXvAOmL+MSuxenUjUAOte6MUFDHKrAxbaNk3gy8A0ddMuBcpg3qEUgLlQ9HAmlKA5lFl4FboU+ADgGQTrAt7GdQ6p/XO1Hhmp4fxOLWzmsETWXC4ipIH2UE1Jp+tZBFg+CE8AtccA29al6hosqaUDiRoKRuzcImYFEq7kNRbO0s2xElBvQg10ry+9T1c9lsFFuIoCwLNTc/xzMuwbQmkK+VadtZmJqmp57nkIgBN0smNxaJp9HzgFpuLyetDfvUptB+FCALa2lifGxvZ/v9d9/n89GD+yjOK29h9xkCiX9XYEuIK3oPZaTImZmJ5blxb7XZ36/4a23khU/r7X6t5ekS3g9a5fpJvY0UVeh4GO6dRvuDBNRS/Svj4JCfb/Cg6LlpNTvFg3Kj1mJcFJ/7u7s7u3uVOkLqXVw5UUapVKF9D6IA9W2r+o5iMYt92TpC6dxcLAo5O1v78Fy4PIW1ttwyM46GpOB+GAn7mVnFaqOhmJTKigbSSGCm38HUUG02yoi1KlG3aWkEJGtIbyDS8WQvEzNzixcuXb327NXrzyyeOzc1NYfK5Pz8ApNJToK5QG62sHBxaub8iy995qs/8zMXn7yemJvdazf/+PW3//hb7/3u73/rD7757p1N78pB8ABHKx1nIwqY9R9FmtpJBm05W6g2YV2+jWAWNklg0kfjTbQZK61QPyE54CmNMGgOHqPRT6dSgek0YdmJakeGKtiAeDWc8zvklNSDMa4WExv3SeK2MqZwe21Suc4yXwvo0JJb1Z71HNW53cZkhLY6ZXV8RWsX4djiRGkcCDECMSS3I2pVPKqDYqMcKKpBHI8yaoDhB9MThcXpWR4cfoa6ILApfGBpLpBLMFhMfU5qf1GaoHhcR0GSLLoqURI4b1LSswRBpxQnaE5GwgEnpJREHSpMqjZumIvSVUVJKjpK84WgkwEJBoC4upvpDIsWqAZ7HVJ5Jw6vhJGNCmGkWEHUkKv5Og5wEfLfevfD/+n/88/f+Mbvbty7nQGzQgI9Eff12mnvYDIVnYj7pqh/+j2xAUPqBLTQDaoUIxCAQcMjrp6c7kGsHxzXgX+7/bAvQEsynp3nTzxKJc9QoQE2To5Acbz8nsgLbAeNeWRYp+K3w0qTaU+7xfruYXX/EDXXRq3GaNQuk9hE3yBLPPG8+86d//r/+2/+l9//eqdb//KXXvmlv/GzP/+Xv/KTP/HaFz//0hc+9+xLL16/dPnC2eUzFy4tT05NMrZjl8k5xDpaVEUVWrfhcGe/8cHdtUarYfZdeNXOfvXGrRXCQeJRqb8ZpMioGZPmcSQPlz5bnGYxgP2q6wD7xIdDG/SsFfWDb8oK2/nonAzLtSab0tIAxVA8S4IRcDwOtqnsWHRh0aWDxyS+0fciCUhIAezHWKaFxQWUgDkAUmu1SpzBliNXYltMiJ2YBsZwNuE2BVBWMrEykSyLfKHV5qFsKSPhOKl1kXK3EC3MjziJSGzRTaIER3p+kvSzkEusc6v18WbhwNIF7+IZPDY5i9WmjIHA+nCulYdIpMxl9xb2u6qOhZCQ582H0TgCC1nE1qGfxvGm6CXDsKY3ARX1EUZ09VErg8lqrGxtk6ovLc9DDKEpB+yCFQBD2Suix9PY2t6j/477oQAAMgapVeK2AQr7w1g8Qps9bJGRq5e/NoRLp90kF402pAerHLGzs7N748OP33zzrbW1NaZOSQFbEaVAvnDAdG/F8PdQrpnLp4fFqq/WRoIudDIIg2i1OnFWComfZpPxkNGTQfT4JHEyyA/9acLYbo+2gp64pxJd6dTbHFhRfntQBIZHYGPrmzQnEreB14fCcXqD4Q3zSWAdpWCF1Kf6jbWWzgK7/1gj/gn9L4KppfPnzp9dfOrCBcIUZxTl5xWc6O4TUT+sXNJIdhi1JWoldJTEESATykDVhPxBvaw6NxariuPt8Ww+evTu915//eu/3SlvBo+roW7V3yndfPfPfv/f/rsP3vjuB2++8fqffnNnZ6tVqTFPg6B2c+Xed7/x9ds3PgS9Q9/79u31Rytbt+7SSQ7k1tjcqRbLUvIz7F0GWew+w44cCmtQ1Yi57lIv0wHi4ZiCifYDxtTyJzuc7vYUsnhOJzO+62dSX3pq9smFrArSPgAVUkNV8EY98UBKqipZEMaLKzwDtNdoW725oefWiGr7WdirwApHxXH5nwResGE8RxPUlal2B8CyKgFuMBiRQgBhRA1FgYvaIuj85MzjLmLxOLoiyKKlU4WLSxdZe2JxhNs0ZJJuUsiTKHygvR0M4Id4G+MtKkiHDSyozxWIRpCekiTn1vAAsi2aJ2yzIM30uSxNZQ7+lHHQpnEggcEtumKDBtRTLyEiEAtTlRHXSjwC6/u2ZJAXMWqQCJB0KDDLhlG51Egg6uw1an/wzdd/7f/yK//s1/7Zd998h8R+49699Y/fSoRPiT2BHHjI8xOZeSq83j6UcfxHvdEikMxH/ONBX6PX2mshLAU3gfaik4V48HIuuZiOjMeITTwz8G+4HOnY6rGYNTNgy+at2HgYjQQEJ3V0LFfYVp0ej6T1RphDdERKcm+88dG/+le/tbu389Lzl/7pP/7bP/kTn19cmEc8uJDOzk9OXjt/4XMvP/P5Tz97ZmYKVHx6djw/mYZjVq3V1VqtBEjCobzX3u4+7zIzPY6pbHU9d1cP/vBbb7/50f03P3740f0Nglp2hcJ2+R8BgQbGuPRECl0OiTRv4SzcJ1MS/ZMsvEyj7KMhitrliJruMgQJEN8q3NZ7rmcNfKtc8QceyJqmdISEJLIXwZHRURleOHf+wsVz588v88tqM6MYTtRCZCzHpEjKwg2nE6YrlWahgcXS0bKirFXnFFoIs7FYz65dsYW2oSlOcXBJ09TXKqqEuhglHERwxAEIAD75PSc9RWwWCeuhpfPDhTMMMMGwUghWYdTmGdj0caHLNvjKTr4ENF1DkS5ALkRCJcJ4yZKBHdi19W57vXQIhcZYy14EFi0QGEGhOo0ez26llMylx8bzpNjETWJ9qp8WqA9vQk33hApUtYGeCmo/KiQbLCfImp/voUjSagpwF1FDm8/8iOkiqBwVpBxw//4Djr5pZWvI2P7O7vfffuf7b71N5zZK1MID5UsEPZM8pUOhqwtTMSLlatPXG/QaveZhxdfq5VCcZATg6SBO44vPm/Z40oN+weedDASyNHy127HeiZcrrtarJVTp24BeuC5QQNoqt3d3YQXTDsk24Pv7h8CwnaNSdW//kLgbbUTmjGfjEF5saU3WW6Jh2nGIDiSgPHC/PLn56elLS2fnJsa15hYqWyit6BV5AjTs0UeSmiGDWPz0oipokCPREySK13hBBbnapBbiejzRYFzyz4HTH3vp2a+89sKXXn3mx159Nubrlw/2qLMflY4e3ru1cuvD1RvvL41lX3nxiWTCt3L7gx30UQ4pru+GPMFrFxcuLk/TY3xueYy5G4x7H2n1qtApOVnr0JZCozhZxPXAvFb6172pqKqsQceHoEMKo/CBRYayHkAAcQ9kgYSnd20m+ePPL3/p+aVLZ9LZOGxZ9CodyGRxkIN0MEqq3OKKpBlvSbJGG6hb3bi/8izG7tfh129aPGl1NfFR9SLaM+weGy9pDWjGOxPrnFKhVOGNtCM41mGKvIoydoAPXyzENONoPBWMpM9Onc1Hc6fe0PohZAx7GRXpVUZ2JTqiBysGyJcaqCJP69qeHBNLJ9y5PP7fVkeRqhWFrCfRfIIsuaYounRcqJw4X1pQEFdjh5t3sXjPklG411Zopn4rySan66yyqm7Seul5XhTrmYUQJWcJBUkp6qd0U0Yrzfpv/sEf/mf/7P/1P/w3/01ld5U9Xkeeo3V8iBwbiZknMBaLnJ/MddBbaLXxMfl4oJBgMqQkMpnqzUUUEoHFfDgd7Ge97SvJk6fy3uSwy1UR2gpWdGbLaqSmmKwbFcVa3xZO5xqK1BaK3UJBVRREErwIQe2HN1Z/5/e+han61Kcu/tJf/eqZ2SnbEqNRN9wb4RMDp6cLY8lIqnhQb1PTi4Q4jFBX2jBDe6etLhHg8eFR/eDgCNNCAXTvoP79G49+7xvvruyUGLlyf6v8wZ3Ve4+2a00UGdhFNMNK6nGUytiVG5ausvtIleQvOhJXIVeoyKOWQAjNC0Z55UF6PFuVarFZN61uVS5MRpJHZmVzPW6nE6n/2WhzHrfyH540TKSnn7l+dmkuP55hUhEAjWrRpoDLzUtEyehoch7qchEMw7ZwYYXpMSrqMJ9olU1FFvKV4nLImpqov84DGLHUNxAUDbJzjP4qHIcpH5RmhbZ6vZUaJUzZdtFhuLoAowCGCWUkqpDjKlRJ0r1LGeVETVt0UJr/4NoIp8TaUZ5iffXUhYkTpOBi2DcIwWG10iFSNm36o3K5oWRBcIHR0FXg7w5OaGlhXimHxCiYqOEyZQSbwoYZLi3M4GtxKWRVFnFpsGMWjBWIwNSRQLIBYY3obamqARXiKKtrQX6QkgWvZsdNkAK2QqX4tY333nzr/Xfe3dvd5UlCbEWyhGHA56ez5yazYGpeBvzVOuW9yknzODYMjIdT8YEv4wmMByMTodA0HYvh8Ew4MB3yTPuHk97h+MCbJvE6HfYQqEPbDnl8ZBbhDHdRYGth42kMZC+hgYj4sbQcu8f4Sh7TC889cXZhPMl89DDQn3AqEykWP5KDz9hqkqd4hHF/cAMpoSPR4o/4PYWoj3oIe5dNyLYrpCOFdCyXggeIeoTUjtFEUV2BQihZKZwf6ZoC4g1s/IziXT6IApAghhGXZSh3Kp5JhbKZyNxkpsDjYPAkmFcmynzUZ69dePapS+o9yicRYOApkPCwjguzEy89c/X6xXNXls9eu7w0XkjTU2gt0xpKY8mGJRoW0Ot/VptwUhmwHCgNalI8uTLpqhF4cHpqCUdDTtFINxs8uTwV/elXL/yVz157aqGQjYUw9lhhzRxURuH+sIDaqkpIAHDV1NhHKR3ftDPHbjMs2ogYQGHm1FyqYcVRk8iyGVrWgq8sAAMtMUlrIaZP9ZhnaeMTpFriekjtV0XQN39oHG7SsNDc+PLc5By3sFvybB2wwemOlQdQ3x89uDbKSiNEZT1MtFilCmMLmI69kWcsVjNcS0si5WpHLVDkbkiySqcjPIXjqtqocf1sid0tGXVGDDQ5B1T9hfSbBr6eh2C6H1Au9e6y3KriirR26ssm4n5aOr1BSpJJv3eqkD+7tEij2gc3H1Ena7aPj5rHVeL35ulWc3Bzo75X7s5NZsPD7v7+IZQVxpeSgHF3PJpEGDUm9t4QhmUShNczmEh4Xj0ffnp6kAgcMycORXCnAGa5l5Wr9aCUJ9kwID1J1/4kPUxyRufuaXpVuO5ffbT7W7/9R+G4d34x+8UvfJoA+WgP5UImQXTpP1aKKQxcdDQOFHgnQ3tX1yX3s7NzuLu/j6rRjZuP3nn/7lvv3X37g3s71APLze9/+OD1N29+fPtRq60RmRRVeFggwCuq0NDx0Tb/Zm7eeWpXuXC2xTISZSfWJfIjH49BJt0g24DtpTTUwDXe4KDaurexI/V98ZspgiHIiE4GLWkuCdHbWKVOyQGPy+JlzpKPElw+n7x2bfnChQUOE4y4ZIrzzqMkLpPPMCzAQC3jOTvB39GfVhSzNMLNv1IE5sqFdmzNvY+W3HYrVG6NJCEmN016G4KlgYYgO1ju7T1P87A/bNNuNzxteY5r3nTUM5UX947AFm0DHqaendSH9EiVHkmnQadILBx9hvw0QiJjTNXXjy9hagGBsNJSwicqdOIi610Pjip1w/kEUhuUxgaCkQrjTUVCgjvKAkzdUEVZzrKQy73yyvNCQ/rgzpMMTpInGwyyqRTUfTykZlq46rLFXoaXaFdqCaioKF7T911JWs/fUjq1cp1g61sbq+tvv/nGrY9vQIDlFScSwWuLY8Fum43jIR9Cn67WDjME0Q/VLRLpe3P+8EQkNh6JTUUiE5HwRDQyEQ5OBP2L8cR0ODhOdsKywLJg0ha5FOxbaiBqoPMgP8x6AlKVS4RzLeIisjYIcfTTf+q5a6C6zz59MZdL257R5Rt1QLEJa8uASHZdRreMYmanWi5OpSP/0dc++9lnLxpnE+PiQTEC/nQa4pmxYh1B3+IYSf3STEdTKiKYYCsaugwT2k7D8Uljfn78ytXF/YPNzfWHu7sblcOdpbnM808t5uI0AAWvnDvzzFOXXnr5OdNg86IojjwFOByVp8mx9OLZqQuXLl68cJGi5/TU9PLZ6VwmpqRWu52oTRm18x6u7mOEWpsQ5YJgEz0zuT9JweHglGqqtHaa8Z985vr83/nZF37pay+8eHU2nQAK6mBHYM+qKcZ6qngRwy0NrDboGEeSjMfc18bxdHmpxYn2K4aQONM64r9YZdG1BUBPMIUhq6sqJbFcQc5H9RJ3nuwVrZ3OGhGJuVTu5tpF9O73k+H4menlUGysfhJ7uNnqS8ZId8v/HFjGb+GheVMhS1a6H6UX9sgNosbNSx7LOvUsprRhzGrld5Rgoyi60TIurTF6l8kIG5xrvH0ltgosdcvWwG/b3nrqpEFp5GsuhrZNteTaSEZifeAHzLN3KpdkqHy12D2bT16ZzqUioWaVkekHwcHxdCF9TAfJMNBjulp7sFPrr5Y76+XqUeWQEe3MYpkuTJD0dxv1lG84XYhnE+Cr/ql8fIxkeUg/cuDiuZmzF3OTY+Go8Rd0ewoFDGA05hO3wdXDqjRLKVM5ytsEyapUZV6T5+QrNxq//btfp/83wmzgS5cQWPvN3/nm7//JG9954/tvv3frozuP1rcPm9STZIQVTeCsy632brWRyE832seb2wdrWzu3768jf3B/ZXO/UkUvjWNxUGwelnl2QJFy4Th4yt3wzKCV33648WAFhay6WilNCM0MroIS6yvRMqtbzTDZTzoSlnbEL7U83YVXzlTxX+fUc2djt8L8Sfrb+8xq7tDIbwZO+bmLgs22W6KJWJBSZnp/cDkobx+fPTNHpxeeuV1v5nM5CxQtPTI+iyu9u2K7UhGDn6TQwytw3iCPGPNDFH3tDSupihGtH3N7CZekIePWLSjPZPGX/JloA2olVY5TK55ufDhs3u1XPzx9+N3OrW+xT7zLZ/qQbCENG8gOSczm7qj26fA7I4mBn/ADEIvRgiQX8cY8A1or0/BeECQmQdEMEn88TFM90j2KkPaplEmMyZInq4hzw7OzU0QmxKJAEggXgQ/R8QQSwEPFLlLfazSaqVTqzNzM5FhB0oO+gQrspDtMjWWrjTySjooFK1pyx46wMqmsxGMcXGePR46HI6/UvNLTPiyrB7fufvTe+83S/pnx2GQ8NKTC0eoNm51A9zTcYy4oE6RZbDTz0CgLp0JxIIx4CDHjSCoco1kr2vdlA6FxWPaB8BizpqORhCQAbYq9jdhitUhA2QFkWsjEgobiS8gwm2i3QNUbHiPZ+/nPvsjQBZlGbtw0w9lsajEN8Fv8WG9n9wBWMagZc71mx+LXF1MvXFukvsJ94qSzKS7Jl0uEhUtYx6tlJujPUzUVTIaLoc+J0Q4i8tFbY/bmuHWcikeymWi5tLO/twtGvLO9Q2NIIR/1e07z6dTZuZlMNnLz1kd/9mfffevtN0p7R5NjeZBRpuk++9yTE5OFW3fv3n70cO/woFFroyw5NZZR9U8QlZ+xHnrS7lkbdqLQwlHxDR62FFrSDKIjGjWA+VuFlO/Lr577P/+Dr/yvfu6V55bHcqRVVJiJ4lVXVf4tbq1mRulMUfLm7YxyIoMqNQEhhAEq4eo84e2swVuy76yRmWLXZq66tvae4kkzYdoxUGRVo6OlVG29j62xgVfGVx4dfQfLCjOxsZmSw7JwFEPBEU6lMsV25P37xWKdi9T0eqM6a9cZdddLJx2QrBOZEpjJ9pA+t7V7iPwokhVRpAMn8WpytLyXnTe+lAuT0IipzVv4bqrc5q8tS7IYynjTFl+qp96CLMtJHNlZNUWLOznQdp/WwMbUIlAgxHnHMuFisVureEOnvpxGcXvQ3ZpOeV+8XDg/lcE0oexLVsy2bviG+73mfq0RZEC7J5iLxk5aHYaNUvK9MJNbyEYmyHfT8dmxFEww7nZ6Nnv2wjTqdbB/rWLrD8fZjy6HsmCD88tOsFqxzRPiTZR1Kx6w//gaL8P1YiO+8c239g728mPp2ekz1aP2d//svXurGx/evvfdNz/442+/+fVvv/nmezfIIWC8C6wYoPRXeOXzP/3X/97/7tNf/tqTz7wQisTJfII0ZWs+mCIMAhmePuvPNgVEEW0aYEANtFo2LMbhQZ3S4IO1dUZsOeLcKGa3KobFgKP/t93zox9G29b+t3ZubVlLauzXGEHj8Wwf1W7ee2gUITrMekKwvNynJbBC9/hZ8wumUM1740IRYWXDrD9au/HejbfeeHeDAcc7hwB31q9u/BqnUux6ES01Fo4kt9EPeE7Dvn7QwyeYhvaiaBaWBrIjRRMxiquGaIFuEjyyYAwUovgqmjD/QG2Q6YhhBpoPEqFBPjmIJ059iLhz4OIEhcPyYZ9NRNd9Psk6mmCsZKKNCzDS5LBSsOZEgnFR2gGUSgZ9SeCdUHg+HF6MRsdo1w8HL2QzL8+fWUzFphKRmYkcLkUkfxM9ElRokB9Lf+7CWUace1KJfjgIEIQnpmJrYsPy9UfFI+L76elJash0TyIouDA7PT01TskE9aoz6fiTM9MgaUbeEdjtAjSX+KvmbuGWsaCckpXFacaF1Mky+AUeTHn/4GD7QS4OIjccNtoeCIydfuAYvxgA9iY+UvkW2QuxtyFPg/lpgZFpQFAJW4LiWcLvywZDhWBoIhTNa1CYpsNp59s+gWlTrwFrsUH6NHMBJVOHr1Tqh3tHrVqDoYq0HyHOFMdB6rwo3eVXsTfIbRJottundx+sPFxde7i+zmDhiVxmIh1Icu51Aj3EjLDa+JzMRKdy0bE0PsOfTYbTcZyJi2EVcHBw6R+MgyrJuWifR6N++hBv312FW1fITzG2ivbMZvMEsXBYMQA7FYoeZeYSoeRSRkx+c2MF/YBEFMJzkmTv5u17H338MTyC1ZX177//weqjTXRotM4WcChwYOFVN5dDl0+xKE0bW+fBwjYTLlQVTkbNA436Cy9e+9nXLi9PxD295km75T3t6SdH9AzrtdN0M2Nt2Yx7FkqMZ5Pn4aXjmCwa4wgyJMlFxuCRYoHNqFFlkSgEgEO/Nsrl3cxuG6Vr45Rt8Ck5A8GTC5idpTArYYZbfABNn+O04A/kGyi1u2Z1U9Ui2Vvf666j0TM8DgyaOD0wUyXOIhZLekJLL5xFqYjkp3hpK4c6FS9zBqrY0XpCQVCYuTAtEYVhq0pJEptio0UM2Xa+yTq6FEOKkWPDTqyMLsep6gilI1JUTV+WJyIccqCgqdObTqbeRYU5VeVyxCBe/6PtVvnkhEIIBmcydvrkRPDFhej5cUYWyY+ZLCWymDAO0Vc4YcbBOM10Jq7BN8OodEHObTYY/CztuaAks5iFyFnMZdIDX7i5U6X0xbi9GEYjGtWjN0ofa2AWQVUh/kevLAAQC6UA0U6ufkjbR9n6zvbBo4frKBbmCxnW5ONbt2iSEgVtACGmAwxAOAqr/v7qyiHVSNjqyfHlpz7zqc98JTd+NhQvXLj+7OT0PA+WBJE3g2rDcFJ4j7QDxpCzJbWEyp1JT+RzCACifEvJKIHQ6cRUNJUp14+3itXmSQ+ZE3MFivgtMJZh4bkYZeIviDbKfFvjk7bwY0NkBtDoWCQlA8/G7j5yT5KEUcORQGKaQlVqZD/bQ1eeYJLkvAKIhxBOr+ftt9//l//Tb/zrf/k/7+2VaE2AEKczpR1BxKQ0xDyW8FOJGFtCQgDO6BFI18COxAVAAUKZNYXZDzWLFALdGyxFzB9KhWj/jkqcMSqDkgM+whAL3ArgQrx0mKdCnjNxz5MLvqeeCZ99PpC57EtdDCw9G1p+pt88xiN5Clh2Ve/U/RdkxjsEYm1razXTuDe+BvNJB0IwLtMBb9YzHPP7pkORuVh8NpkA/LmUy1zKpRaROKagPFWITY+V8a8WnRrawG3KIS8vL/jiCW0khY1BivHN3qCGrLsHZW96OWqJRCabSWH2Qa051dk4yC2K54zQ6bxwfuEnnr2eYCeYMVHIpcMxIvzo0FHYtGKsqGN6Zo5ubwC+cYP4KyaD6sjlhel5NiV0DeJIxhCCpfs9kkgMxmAlCHggiMQ7IGjpjwBMGaMAdgu6qoIPwH9jZGOBUCHEJ0kYc/QY3+6la4ReE/ot9oH1GMJ43MdPIh3LkUdnAAD/9ElEQVQG+M5yIkzJCClSLiyXqFZk9A4mNthC9D92OC9/OtjfK62sb2/u7TG2ji3sixbWdmowk/nZLJlRMICrZHOl4+Hp8QTEhVhgkAz71eECLchJ6NBOBJ0QT0hbfwzXiNlNl6rdhytAxpVDFMNommn0mTm5t18HkEMXPJtlotf5c2cpgVy+/sST+UJejOo41aLhYZnJFGWK+7lc8sKFs1NT4xLQNT6pGKiyu67MK8qv89wW+TtuiAy70+e2YrBZapnaABJPiPN3O1SPNErYEnFHtDS+kaILolS5AsFKhloRmdDFDEuDV0qlmbAjW6lgVuxHIey6DIA19YeL5OSgY5kPjLVNzHWQKLtBFQ9Oh6mM6MzbNVuEr+PoAhQhY2a07XUVaNHMoiomXisULXX8m8XeCeRCzv4JWgaM1yToFtho88RoXqRF0WRDlBW6kouFivgw0+gRw1KmVMQtIQ1GgXOT61UkMYes+5MGk+osGq46am7QztGCme81iMuq8hprpBjfBcKqyOhO8Eph2RZVetS8LErQ0JtPhCk71vsnde9pw9tvHNdy8U4y2GewKzgsECvPLpFAJSGQR4ArHs9wNDNZ9WWwEqxpGG29KEcNemIDjs3JSaNev7txuFlscCe3Vov/y2+9+c7rN+/f2URwoc8b28hDTqRQJEPtOJv2NTRJum5O4L9IkFjBiS6bPUa8roU7ZrRJnE4RJpuurhFdHY9kzeh5CIRS8RTxAPuI5qb3bj8oHp9kZoAcJ2TtZX2CYxPzZ89d4m7Ic5OSHoxnsymcEgjt/Pz89Mz0xPjE+DgjUdDQiIEAxtOMA4zlJ7O5ialW17dfqjc7jJkgUhRxRSOuHOdXts3iGieI8MMfQsKMXfcDjt0P/tWVVjjKIkELsT1ld+PbevR7kgg5wN6cjzJoJdHaekItLCFlEAUV2XAskS2MRRl7Z7L2Vi22fStA1BI+9/s6k9IEF8tIClo224o55MbuxXnEw55Y2Au+kQwF84noRCJeSCUKyXiGFqBskkkYtG/7mRIeDw4TIU/aN5wMeq8u+p/9lO/MlWE4Ix6C6hq50NilYf2ErgjP8tXB2BjAM9ldXArZ0oJ00rmYNvU5eonWA2Oh8JgvMuGPzEWiBe8wq+wE0S6F5xO4uADMVDSt0LD1EYlXWjRdGu5kJ5fn8NoL5y5Ojz/4znvvff27Gw838PvN02Gp0a51jhm9R92aw43loz2hfTzo9UkjTKy0d8quhpZ+YWoi5KUXbPQM9boOe9VzFXlN4LUNnpDCnoFpwpH13Kx51UAvsPVrywvPX1z2d3u+zjGAhPr5uUUULxIJTyzuCYZh5mMmPNGEl78yljwcG4aiw1DEi6G3XgVONVudQD8V9uej4QIeHXuEhesyXWXQbkHfOm7hQkivTvlUhIFFhsIHOXh3d4/wgsMAPd7VjRyMEo/HCLdVXY8h9I2iVa/MPMdA4M2b2//oV//1v/mjdzGxvGM6JcEk6sPkcojxgOfmUjEqHKmoPw7oQAcijWAKt6Fg+9AVQwsG5rQeAvwC9l62cHNl8+tvvPftdz9+/f3bHzCvu+flXXAlUFmYvFItt3e2j46PPQwY29s/Qt345LTHvGZ0rzG7dMzTzF8uV1vQX6jqWo+4Y2wq3nKjX130YItuQn/clvvWiFRkKAyt+6wA01mNTa94yiyLSRVYg4VzsNgfTimDe4mmhOja2ZVt4RPuAN7YJpdb8UKvpcBbR9yIxgZESWfRqEFq0rLiuYNq7U/opepPlYwHe5W/mz6LlUgU+avPXLLuEr8hsouoi0wkXuLZ6OTU+Op+c6vEQyYLo0Ima+IwKfwD5T8Wn82s2NXq2yMelrgVqmpJpQsUNCxuqzOmUgJQHcNQLX0p5+KkJVwhSOVLC5LEWBYFTf5SK6/ZPKbSZFaEG+DAgLbL04gFpt3gSijKByQHI9VftspENpBLBc8tTT391PLTryyfPZ8HbyCBODnlfYO8Ji84lsnAHWT0y/TkvNcfXdsr79VQfvbUW226XBD7wAAwLx4hh0q7S3n6oFYPhuLVrvc7t1bpCaSF4+MHzFIE+wTiwrQoHTQsRmQfLpqsDUdKEs+3UERhcVgwN/fI6HyiTOAI90uVrcOj7a0DiCtSsbQWH2wnclW83PYOCUm1MDH7hb/016+/8kVKvQZWmDgISU8kefn608lsvtmihOnPj2eff+GZpaXFyfEpngQFbFaUnKZcraPpIBJuIFIpMRMFgYtDEpxatQVhSlP0zNZoeznpHe1QBxM4uZEf+tDTHFk+VaYsXHRApD54EFgxnBgninyO9Ljd926XmoqnTT1Idz+ybiqRqUyi8glaG6fMDOfJLp07/9RzT0/NTZM5YTiMQmE4smWgo7xExF+NyVHtTgV3KdW4P8kZJDwqIAs1Lfg5AQazA1ZmkUpEyhpBEWjsmVQglQiwg6NhTyLiy4QHWa9nLus7f3kYnhwOmcJKmOL09WlRTPS9sf6gEDj7Kd/ikkcJiYIuOhet50lVUR1R5mRItsufCgazoXCKiRcKuYYdbx+N+Oox1BoA+iDEVSXspv3SqGquLfsX6IGtAR3vxz9z/Ws//tr2/dXv/9nH929tvPP2zfWto2qbuiokN6gm7B5/KpnlIBGjthBtZFo7SuW9Hj2oWPtMLJFPJWx4uVWFRvZi1DwiR6JnK0qn+JAK2C0icXCrEzcg1Rv6x7P5pdnJbCTiafY8rT6wNnZU81wiMfmMCOPBpCQ0RLY2GgcPovON6rknHOUOAQORLjO0RhtKRgrRJypD9KEFuUuEhIfMvmaUHtQhCGYa5mUuDU4Ba0KERc0fThrHT4i/uGoODdbraKRPtTpWyDPlnSqLpoqdor3jrR4PP9qqbTXhojEQzKN6KNcofybGhxp2eByRcAazFRAFiu2BkjHxrhTYAKb1Ia2tiemzc4vnz1+/np6e8yYmTiNj++1+fHLp6vOfu/LsS/npMz1v+OFu8e0799+6de+b7974eH3vJJrLz56dml8uTC6Wm/31vfrGUeeDB7urB+3TYDYzdQbbMKrG6cQaOdc0qVwOr6RfG9y2uDkRHRJVme1paLo7m9AwHmsgUNSlTFJVQiMr8ouMcVM7qYjO5pAMvDONlKGPsZMAU/ay8jBCdYSBAUPJVHPLuhYxY7h9o/dZwUPZgoAE6+NgiIAz3FZNc31IVqfQhziSrl9MKU2QFnbpVEGXZRoWzN9oaNjTWGJlcxLMTwpwNiAYPJGFYCYM0JnsmZE8Hyc9ynahQdjrOlFCI9aZK+EO4tI8hUYlCuJISsaUpdz4cYPATf7E+kvcPBtXmXfQMctqKJ9YxKaVaP00LJmNIOZdRO6TJh06vv1sHBy7f+nizGdeuvzq81euXjmnwS3SQSSNUi7AJxVDxrnQUE1ZrViu7dU7a6XWTr1d6pwWG73NWm+13L6/X10tN2vHXZwsSdt+t/v+xg7BGYWFYtdT6YW6fYB3esOoHcrfSc+aVg6Tw7RRKcAPfU4WTabqr7VuCkeqkMy2j4m0ncNqg+6lrf1DZAI0So2gDFZLOkEOWGk2mX109vzicy++MLtwbThI1o72Br2qheauE9kzc+bslSeuW6vE4MzZxSvXrrz80gufffXl5YX5i+fOvva5lz/7+U8/99yz15+6dO3qOep/hBO7W4cHtPsbx5XQ1BoNTHhwFDZZGmjvoeb5X/mVX/lhR/Jf/D/+c9virlfIKAQOcBr143myidgL168zguKwXGaE9U6luVNuSKTRIFXzTXZwjCBL9EIijioSDwTH89xzT1+5eilBeQC8sYdu6yljLexs6IPwX5meUZMVq2hClzYB9UY+1TQu3Ak0VXNtsPWkKaC2cTqnxapk36g7EvgrBJ+PoghWh7MUjXmhcxPHX1j2zV+kJ5rrA6mgB1YgrdwkuEstlFvwhrM04A0YZdgmNBDzkXBHrF0TdbbSpTfu9TJG12io+g+lmv3u6UHvmMikEE6OpZPKyTlURO6R6MbG7jc+/BjUk3FJT1xeev7py2emst1mY3+vsn1QJls8rLRR1G2qz8TPrFsOfCaVHMtgJn3MgeayrORBQqK+BNJs7jeZiB20Tm5sbDd5F4d9O4NuYQENjlQFUMFXsmBCEsYWlVVTxIpk6RAhy9B0OvbshcWL89Oe2rGysfYJcLROIDyDMPN4uAVjRwUjkNhh1Rha43r8FMpJoQFetBAnX/P0uHHSawJqDH09tEM01Zw6sU1fM8anIHEsO8NVQCOlXxI4MzNdGC+w8R6uHT1c2zYISEEwRnJ+erxyVLx04eL0xATCK2jaEhkCVPFeuFJT2R3SV/HE0thECuLpWAInp8qwNrmCqGhIs5u8mpqD52D16IvW7atjfHjti7/wb3/915tttL+KhVTqIg3tk4XJmXEmI2gulmrX6iOiAeM0GDrxBmH1+YKJibnFmdmlTGY8nSlMoNI8e2Zs9uzEmeXJM+cXly/OLp4N42Lhm3YQGrfaqW0MPRIbpS2TcdJFwZjsSdGxVeO1Jkq9xQaczcauLk6AyDnGgRIQrZqOj6mkCBKD19g4jVAxYLSoHqsRYs0Wy+AzeL5UrKufwtrFuAyOAo5E7k2BYEDQp3QKXZqi3aCgx3gNqiH4MHDKHkiPzEzoGgwmUEelrtdkBslilSDE8kDr/sgwkByAeBaShWA0v1fs+sGCEGEfnkZOK2NJAm/IztFGs55EYiocWFtH7NUAB4FoAspcZiTHAcJpLEd3N1wvA4MSJMGmScABwGio6GrrZoUQKzfabhfVV1UPjc61+rBBWeZmnWc03T31J8iXYhxwsjA1jHhtAfHg8kRkaRz5ewYU8nM0UR2vr222e00247Fr0vSEQFaBfll1tfoLD4Q2ifVBTjxJ4o6wdd8TqvaO4UexkwuZaPeU8T2kC/hynEIQvaHWUEPXKTJil3KUTpFe0HAN7UyxtZlLBNkjGl5Z32xAeEFTiwwepFX3oloSdUpup97roIhzTEWg70E2iLQYbDCVTaM7hC/+1Muv/Ud/7z+enJjY3dmZOzNPmbiyv3HcqcXTBUFLlgdo2lgsurlGefsEfA7wfAHaDzzRdJJpWuNjmcsXll548fmnn33q8qVLS4tnzp1fnF+g42sslSbiB0DOAu055NMgDu1j491ZUMRqf9KR/D//c4tk9cNWH5bRdRVMHQ/1Knrr1caDtU2IZbvV5n61hfC5i74sjLHdYjk6EU+UztHhiXg0krXqX7i4dO3Jy5lsan9vu9OoxcKxYrki+RfzQbyd0W0VXxA9OJFY9f0RzDg5ZafOov3GXlTFxwijQF5izXGhqPoobxwAQwXVwual2THsSfa9SwXfxeve2CThnb3XSJLXDHCHaCAQn9b095DntFVEBpape4YwIKAOFM1acPtqvZXrQkwQdbzBSf24e9Bu7/b6Na7QH5gKx7PptJap3yVsJ6i/vbG+2qm98Lnnv/iFl8/MFJhbjkQHiog08NF82MGz9qPYYvAivBbWH6Va9DxQKSJyIxHBCDpwAdQBRnK31RKOHArQ7vjR2gaDq0aOxO5Gx94zvHz27JOXrzxcXxsxWlyB0T18Q+65+FQ8lg8PP/fs1YlU0lPtkpGokUqP2keXsi8iR8LcdYXJOBXIV7JIgmfkiHgppyxqUrAkSXiRNhKJDF6U6H6IciU9LOKZS2zDDKN2G4Gsh44HYi3meMMdmJqeRC97r9ghcdb0b7lD2jAjuXTMPwxcuXiRB0oEQqBRbTYA01BYMWaz7mQqG7q+PJEJ+89Oz9JlcnKqZm80T2lqh2AhJPD4VILJgF+qytoYCxTsh4OrP/7X/sV/+18xZfiDt9+8dGb2p7706YXZ/MLs2NHB7r/+9d9YWVsnfL9/6zbT15544lI+l0rEqYsOttfWHt19xK2safbxo2PxFPmQmlmxuL+2ukIRJpVIUPDENAja1odghxG5E25Wr7f24BHqF45DJM6qNbqqBXHgncGRLE+gYKDmJ+shMIF1J2bi1LDJVPyN4zBC5TgS5MukSmouxLApb7lU3do6ks8Z9XlDfhNSpEhOSoV26g2HUJqDlAjaLMyCg4AoRpeEciKxIGvYk3QyLSlK9QywMEMmfQlid08+mxE5NZLxCeTseyM9JIgWp84xG7BWb1R7bXJx32kvMaiOa0YJjzoKbQFuHSZva/fAgDers+BFLMUXjGb8MspyHGgV5WGRRVB0BmrzQXygga6Hdzs9dqYKr+CK/5qsbPJx5oZGroUVs/RG+5R7N9Rl5HuECgktsPYU3KKalXUqplORK3MFhEgR66zUmjs7+xtre9VmC+obZFfyaYrAx0O/TTaV7yJWJWPmPZnzSvEMvBTIAN+ZTybIyEjAJ9OIsYU4C5K2Uu04AI29iYQO3WnqHAqjUVGYyClNHDVlksjB/fXNTIxxkbfvr3K3eA28DkEkNy5ihNp21FoL8NU9FgqKimijRdgzpJ6RREl9+sxXvvqXX/uxr8ST4xiqG++/DUwyNTdL1e3oYDM3NuH1Jyy+xy9R7El029Xi0SHIDrc1lssV8llms3IZK4/WAXuWL55LT8zkxyanZicXlhcvXbtIjnb58pUL5+jQzTFkjiojlCPhtyY7KNqE2hZUnfoktOXwV6sOu3KHCRUonhiVvaid3tveXS3VN6utvQZVQvVPjGhdrhzghu9I3UdyPTxgEjjcD0hQsXi0t7cdiwaY9oAFwGPD2lSIYUmQRmjYIbIQ2+JPOTS1cKt1CjaMnhd/WDOVCeXb0FCOABtP89NFBuG9Kck2qSELKiKHZLI8k3e88cLQo3GtcnU6p+6SFVuLV0DgRjdkLOe/dG2Yy8q8W1HOaN+KlVzJDmFC6nIVXEi3td3t7aJKBZNNM66lgigRK8MnbLZUd+7c7Fe+9vnxsVS5uFs8PGS8eat13Gyd0n1IRclLJTiVDafz/kicvUY4DVr84a3btSZQluym5sn5oLGGJGgEXXhAIS4AJkpJTpGX8kT3fMyHW7NkqVS+efuu4hhuzqj7o25Z2QQh9xLw7bVQ0x/Ppj3tYwbTw4XQSwg2kDwe2imEc+oLV/VLyjIEz/BQVVEaVZNljdQcbyRKG50nyJdsBW3xBA2byiipQsvF65kq7BLQywPjyKKMT1WAK46G4888/dQv/91f/vxnXskkIVQPsyl0Hmv5AqT7AmgNLkf0f1OAdbwdthm3kUtFU/wT+ZI8E9Cm4lqyER4CKQzHjy0HxYFwFhwunYzAvEBHnsDYkjeKCgw0oIDloXzKn4nAMBU47lSOeqUGDGZoHV/+/MuvfeqJz37q2l/6/Kt/7ed+YmE2e+/ux6XKwc7++vbGysb9O+v3Pj7YeLC/df873/pDtPsrpaIq3Bar2hwfkxsQSOXkUAQllJrdvUqL5HO31Njjs9jUn5X6bhEVpRaKtK5TXZNmNRfd5SP2aWE3ixyW1hrpuM6weSEbKmTJB9oY7FFJohisKXlQYmzlO05eV2HGKMCzGoOx6i3j0Cl39HactRSsHzPwrTfUfo7IDtIXbTQzM1Mgt5aIcrHSiiDzJxpIhE6eOhdNBk9AnShccohk+/QHIb7EkOkOMJk6K7uqTKNUSOgbMJYgA/pSYVqGcduMPGarW9KGtJvKM5xqw7zsJmSqVDdSaUSkLcW20n1QRUFuRFkI4aY6c5w2v3l08gqzYNbLamEFnhwx2YDv3EIhnIp1A8mWL1M5iRdPwjVfqO2LNfuRhjfUHPpQOwG3H6BJ6dy2zQWB3IHkuX/Q6R836Rd59tLcwnh0OhtDOiWXpaXqBAJNFMI+FG4otSIIwPvDmQyavROIB5Y12uJLboG2aRgoMBVD6P5Sn0AYAEoC8nFonprYA65rkM97s0mCXJ5CFKqmRt4xH5Z24mTqhZc//7f+7j9+4tlXiaXZbvnxiWw2995bb+5vPkikohhFZsyNhIVUQx0EwrFPvfjKxUtXYMnVWr39oyITjyC40LI2N3uGpuhqtexabzwwYRKJFNX3+anFi4tzCwu1BoO8QnMXLp+9+uTk7CIZpypaxlgwS/0X6L9i8VqTpXlOl6pry1lwrN9i16N8ycQllFw1v2wEwxs+bMVBWX6p+JhH0sZGT03QLD97eLR/9/btlYcPt7e2drb3GJdHRcJKlIaE2CxM1/ViCbYqOxLeo9VOUy2NXsTIVwhMfEcVYnV684ldNtVlpp9qhq8qhd1jAm0BUOBTXc9ppQcsasfJIUG6HOM7oWe2gaAgEbZtx5R3+oL33MU+E2s0S9B1RZmUpO1vuDWlk+MK2umQWVkEfwjYgWVh5xBUqn9eUJ4un0FV6/t77UarWqrs7MJ6BVxtUs6yIJ14JRZKZlP5QjydY/xvbnIqPzO7vrt3Z3UTpV2pDdOHKOoy/DyMINHlAAPICPK+L9QywaWRcXDwnHl+Fpm9uHfIIEvXsGbQijgLsksjRqnA2N7CVKFAYl7vsF4mi6E+Sgnq0kEuFBr8LkTNWrL4kqwwUMx9GJRvBRKhjrQuRoAKYGWPpn7SU8YvyYoyQSEG/cOrB6cniGHXsPguKg11NCmPStwhKjnT0xM//VNf/qW/8YvPPv0kfeyUlNSDLGRsQB2+Wq9LcU23IiqShuh5PPl0gmYdY6AyPVIRNIA86DN1AXUL4dIiEQAxzbikTB1gcKQvEoXQqBoJiSMSb09cOjs1nkImjIWk5sqxX5zJZRKC7CfzBfhgqChrdGwyMYae7TgjZnRH0NnGxgvPvfDs577w+c994Ys/+dWf+PEvvwaFzdB7iT5It8pJVfygD8CgLp5ABxpF+5hh1ZX2canVo6R41Ggf1nsH1Xa1KSRSu9SlDlb/UE+fNrEo3vxJe1/QT/tIHxhNZVjjIgmL1M94JFocC/PUrJ4vRpibTEo9XDGQTVkgCLeOWoJ+688ztQcF764HEEelWQPsXguvtEVNh9uqfcBkHLEHD1cY/6wxJCaxDY/0xBvpKyk6CZ2Ua+s3Bu0KPaBq83MKdCq409QaR75Q427NULiBIbyq/J31HKrliF4f/lN5BxhCGLJZEjP7Vl6zDjsRB1zYJD/m6j1aBb2UUihpGkjNAfCHZbM7VEiJc5Ep45lKN4cNLEYya5tjCLbPU6rXi51urUcFN9A9CXY8gRN/GFve9QRPmLkeSnBOAYMVHVmkqyFcGKlum+6lHHPVoj76DFBkTKGYEJW9PO0rnIKSPZ4NzI0jJ++hVsQdI9AMu5zZDapJG4eVlaCrm5oo0RCrirYpmSvJLiQUcKSJQnYil2Ulssnh1fNQ83i6onR2jk/8Ed/0mdxnf+wzv/wP/8lP/9zfTmennQEWeBOMnL90FV2Tjz5419/vwlttVPc9w46TBHFxc358/uLlqwAbCONt7ewhpcrZhYt26eK5TDq1v02fTJWGK5dF2J/KxkitqNpyM9FcLjoxkZ2dTecmyCKt21ZaHxb2/OiHHQOIKBZbWULwQ55CP2pdHw5G/ZEPA1DMOSl2BKV32mraK+aYyLgJEE7K5dqffuPb3/vuW+iEN2pNKWOPmlXt1w1Xdm7MsnFrVPfjBbyUEri/Lj7DFAq1axA91iRgvMtAdd0BeYh4plav1BmzsXXMG0d3H+PEFRmNTOHKyEt5juuDB3e9B3uSOVaHEPsvFTh70ZPIgI1RPObYEXqxYOS0GDPwKDCl2gnC0Uz8kxAXZDhcEqYU5VNK/2xq1xBYatRXGPd0UD3uAlJBsj2hjmJtH8p0SMSSoCeFfCKbpj2j0x/c29x844MbHQGgPafnxRkAuVVHgDhwfUZu8IF3A+3BLrtKux08i/XMPVorj1XVdfumbGAf9px0GMkREuHQc09c8xMmtnuMwtFyaMKditQaXCwfwXdAgU21xp61Y1EYYi9U2lFwZAK8/jRVbmilRgk0HpeGN8F2I5AkLxMcbmmlBJ1OTiQlRtbQQAOFoQsg0apoYugvXjj3V3725+an55g3DKdrfWsH9O+wXGn3egIJTNvfIftEQVPgwqbyidMyJVeBnIQPtK10qEOoKE3tXWRfNXuZJprp3VgXG2mKz3P50tLJSeu3fue3fvu3f+fb3/7O/k7xiauLM9MEApzh0Jtvfuf9997f2NwslUuVUumk24WGRz2ZLOzHvvDjP/2Lf/sn/8rf/Imf/oXXvvjzX/vZX7h4/gx8Wi3zKPuwHlEzg5ZhCzZUhKdNbko2pgnDulD0QjycLuQOGLxmgrCqSrxVf7Nj4BI+W2/lw+HAKZQ4wDvj8xhxSUma4gPCi3wu6TJ4mX7FFChqWLuHzeFAq43mAVJI6ejo6Jg4hyP8qlBhxXT1k4+q9BSooUcabmbDM3xMzaJSB4UXLYfIIJQc+GP9cAJRJhhrSDysPLznbx4mT0tB3wnkUSvS8I48Bb7gtELJkTSvLgYCsyEeI9NnEw0knysdPAna2Yg6SUsp0ZWAoXa3BadcsyUp7jtWgJbTVGw7IsnplawHxYgDJi5k2ZdGhVhbj7oVDVVJRgNILnJDCOcDSdIMVOsiMcquPKEwhxo7PcKMxQCxJ6cgSzSaog0s1FRKiFV++CjInrILT3x+WkuASgSka0GUNzHtGz4IPcswR03jB6SOsZge+Lu2U7RDcJMK4yHNw5b2gVx1NUzN78dcsBxT4/n56QKdZISP9G9UsDjWlQk/fnlx6hd+/qf//j/8J08++SoVQUsHrGQkixyYW1yamZ1fX18v7u2mEmmGSSMNYRtKEYK2iz+6sHQBKKhytF+r1vaODhCsovsnkQwXxsaatUZpZ3sIOO/YPPYni57O559+4YXlK5fIOuFmRNKZ/OQUbDHN7JL2glW7PuFIuGdcu0WyzgT8OYF0ZNydif/Er43+ahGRxUUA/aqi8VgNqib2i0QRkMWRVA8Pqn08PlGkwAlBeDJzzne5R+2ckhO009mT2jN7gT+5NjINFSTVRSGaE4N/eJa4E+JLiAxKI+U/LDOQzLr5166bKuTqdbKpVizqe/a2hxsb3kYdtTzzjoKIPOkxTyZDJM5eIUqDFymRQyuR4QpavT7J+kmfcJjjIT4ETTAgLLTxeSKk84BFx3Bxtg6L+20FnmCaMK7gRmozW4ZPAMLAQjo590tHaL3/u3//P//bf/+bf/SNbxdrDMjw1OpN9b9IbkiqxqS0WHWJHNNLq5lsAatJueRPnyoUmaQEH1bn1Y62NETL+EOOxKAMhIpD/hSFEMiRYuQKs1acL3xDkYOtjeGYVndhQRyFzzI58+6mP2D9JaqQEp0myKtJCjgVSFCg22Gae+2mZomP4gG2GGIM7AAcIEB8hxoT9rkFTiK3ZZ1Z4ExDNOBPvZvbu9964833P74Fm1H8A6WzRm0wSwBNaCwVtyYj0XYiIRqnQxlaE3lMwWGKZlTYFYw2ABBUY5cu2XFiDff3jI/lwQURIDoql4rlo52tlVsffe9gdyMThzqs1PLYc3zz/u233nn7D37n937zX/76v/lv/8fN1R2azMh5c+n8p1/93PjkcjCcHyJl4AnnMpNLC/MQ20UzdWGTlZEM5+JmkR0Rd44/rBlJIZu4VXo44s7rrvynUPY6p+j1qwZo5ShLIfWktF9VHNR3aaJCPutENWHXAOHOhRQahyg9TTJ2nrqwujbcJEViAzVQUe2SWoMepe19s8mGV4ltZ47GmFvGcFFTs9gxTt7KeFBWgzD/ZLVrSuqBzADeY3TKEyr4QpDhyZ6r5coRxOuXr8xBHCBGosAmIW0ZOIVyiOKoCxITDP4rEqiKGRh8WwAuksc4gNZIREYyTMqo7nfPkPsQd8GcjtJRZxOUWqhKgdNzibYrnHAfjI0iiXRehh/lRkSFsgBIU1PF4FLhhO9zTPMpMDTso6Sl1NMv4rC6coSac1HGzLbRUYasW0xmjSuyq1peJXN8EUzQewnnzQMiim4EtFqJC6j1VE8f+W3GwfliwSFCoYS+OEvmw5rjk44960yDAVEUxBAWmLkhuWyWzmMCJFglvFs8EYO+eOqJ3nrUKtYAwQYMMbl07sxf+/mf/epPfjlfmFHlRgfT6pAuVASETOYvXL5KbxIZJHgGwEZ5b5u+dbsby+c8nszY9KVLT9A6dtLoHK7vHu0cqbYX9JPaIqhxtHfYPKpIY0W3r+3INgxGY4XZ6Vg2w9lXvTQSS05MZsahVtKIrEhb6e4nPILM9GOukiuW6u3tKxefusBUm9EhUj/kU9xfLOk0tjrbSb1I0uyS9CMV42POzTGxbA7MYGqaoZKpVEKKFqpZ2Fh5o/vwYbwhuWz8PkQaHIaN1FDYJr6Q4CyOMGk+NTEfToBabI/yNbYeORAbOqzft0kuHt4bpOvxh7IS3cep97h+/ODucadBYY+vKYsSMqrLi2qbmF3q5jK2t7Yu+4mYGqsAnUM/pxHfvIQ2HlInYRXj2DboIwIWDQ/b7YelSrHRRReenFUtNtLhMiMdCjNo49bDtd/7o2/8xr/7zddff2N774hxqfhvgeQ4klZdgwv9RHCQFHBmgBIAEtRaA4B7rdN+E/zONoQ4ffZUxJBWSdviEjNEqoxzRgSD6Cf5x5FSHLd9fMKupSStxcH4S1UDiVEZQhuFJI6HBM90dpXLGPtLZ8vmcdoXAh/Mw2B64NHRp0kQBUQ+GNJlAGbNnVKTpgvGjJAiQVGgjRBEJI0IAoup7gABk1pAVpl2LZSSWWyAEOYh3N/cLlbqemcWwoTDDNcYTOQSWfjcjpGDRh6qjqloJh1hOGkukxwjx0tFkWLNJ0KMyRFoqkTBBDksYFpaWiI79ARiZy9emmQsUTpJgL6+u3X7/sajlRI6n61j7/2VnZt31j6+vfbR7bUbt1aZLwSkw3gvxtzRAjWKdbSXjnd3VlZX1mjXN0iK9yF6lc4n/2nuqar8aqBxyI5LDM2ZD2OBYS4eiANLDvrdFkCtQnFiWWGGjhpsTVySdyA5xcBSixAGJU0L1AUVgytvdCiy1Jly2SRraJdhHU+wG2zMj0ZiisrOIZJ8i2kmKgGwxhVr7VabuzITGVp1zrNn5O8MWFYuRMzDP5iVMjTGR0CaHATjwO3JJOOkj0u1EiXoXD755BOLT1ws4MuNfOuj8wmuCmdTgBNLzkE2zWobh62YxaIVi+uMv2UKjTY7njKMmLGSbvvBmbXIQcdQvtMqqUrIlKZY1kKQJ+yUjjkba0+SyvsFye+Ubbu50w7rYtoFCggopBE4Kj00fFtWzHoBFHdqUK0pzFv44mJLoxqZxp6SQ9dXqjNpRDm6o/yJOORbqr34KoHObHAS/h55cpfhlR00k7gRpuey2uLtyLE5d69nhewjNA2SA24dS0g5SpPZuBp/iMbm9mmgyOifE7Dn0PzM9IVz81OTs3RLy65yiISvWE/ZyJGIDH92aXliembn8JBsKpXMlPd3mvUdJbsmYW58/eClq9enMrnxdme+1vCub5422ywZTe8TU+NshvJuEbbcY2B8lO1QlWLOj5kJ9Sb74snM2GQ8lQO3EeiEO/mkI7GQX4GUDa20QNB8sVlfh2j94Mo/kZm4WNhwEBtmp9wGR02CowdEUE4DWavTS6VTY1Pjl69d8tNyTiE0ymYluLC2XjkqC5qcdr1eEbBIgT9tCABZSCwAu3f7pAVqs+DV+Q5fNI4hSCBEe9yknEv7harwqqoBzwNiepudQbXi6VPm1X4RTZzmjbu3+uWt8IXJyGRisLfKGO7AScPnaXvalUC3ZcwbRZqmwUv5XKwWVetkDS3Y0unijJ4it8YNEBTJs+Bs/MF71fIqvB5GP7W74DMuMVBUj2bOwMtg7Y/vb+A+GsTmxmxwKvjmPj37pZI1i6nYYBRn604mZqERR+NdmVOlxEXPwryGOwkWQTz+GGk6yijoSChlUcFHD1EhvvQt5F+pRsjDhMBN1KfuZmTIXMhVuMzQXbd7+pbL6USZL7EtYf4JoClCNw7tOfypWZbscIl9/nn7kswbF4NBlFtSBZJqIRGiqqZuKIZSFDraoA8hG8yWVVeNke54+ooTLbggMh/PJcg+BOAYgA/kHwF4ijGDT2IaoCGxkD+bCBTSpCmwWsEGMaZMKzH9II/nwxs3oZQy5Oe9m7dXN/e39qrVtr9YG6zsNGsnASYEE0jCP0I3ardUebSzvbHHrPpD6eLSxJNJtBoH9eKjg40bDz785nvf/o3f+ff/6t33brYbHcFRcpGaywUERPWuQ7RBiRXZo17bKZ/zA+QUnP5EwPNLX/nUP/i5F/7e15752z/17LNXZwhUmAjOIKtjclzlt2rFM1E5N3la3STkEiFPT4E2zT3aK0pYMEoAZzyRiYlxSEQYYCqIUjRAuANPJkYQ60asxQ6WeJqJ9VDNf1x1cuOeCMYlVw7bI4pRd6rRhmxYOZHtCQankIMDiOViTq2GzGI8zs8kls+mt8u7Tz17/Ss/8UUmT15YzJ6ZzRDgAQEQPwHZCTgijnK3z3WpiqUYXzmKEx6Rjda6c5StzCl6DJfRNsUacwoESQKWSbdIAsy8WLO3Qa2ypFZGxW3xfkac5rcVtfDMuA9teycqLBRviEbOzFiKBmXD2sURdcwiU1RmZczWmfSDMGthB5h6Iz0IXzW1YC2oQDjlRPSihAPJ8Uwil6FRPB6kcELWAYKgLa3/cJvhEM8Ut5fOpKwpz1GrhfjzmjQzQFSDniY9ulqteLSPnh6RMytBgzKcNYqsoMJc0NkLZ77whc/kM2mm+nRFJTc6kjuXP4jm7eVT6fy5CxfBTirVamE8B1ayv7F62i1bK7pxcIfe3PTUT3zmM89TL+y0kysbra0NsXKY7kFdMF+olIu1/T146xaQ89DtGSlyMfDfFU4Qsc7lsmPjkWgESNzS3h/90ErRW0FDsuue+EHC4UzKD5zI499y+dWPvoYyewWgipmN6a3cwBBasWmOoX8+89QTFy4vwTfHxBXGsgZqGsPUmWdiHzllfe0qU9wCdZsun5T6UYZDjolCBdo3PbCsUxTH2qfHTYDyLlP7WgLhrV+HJJHcmz3lQ97yrbeHe5v4I9KI4Smlkdu9778P4u4rZIelqmflwfDe+8PVjwJ7d7wPbnlrNVk8/T4nR+RRRyMzoE+n2Dg6DoqFUD/EAAJ2Em1zxWud1vdLDK3luuRI1XNnIaaNOgnuHlTWdw8J1g0RVwpisfYo8eRGj6oUerqUvSlYqCxoXrN1Mqx0hvVT3/ZRqVyvjhy75avKy82lqGFMct9EQzaHTx7E1cxk+4Uysnv7nkwkjPCBOuat2GHcatU89KCM8+m8iQjBFjPYN1xiylcuXjb0S1xKjUkhtSeUBYmg1QqkS9mKAZSuhwwkWa0QonCZArO1zhFeg0UQ4GF12RGcYcStcNXLS4vINXBFmhPFDwHIkhqKaKirywQ8E5mYeQyVohQpG2Ocy9GEQMi/kn7SdCBU0IkOqYOCBiSZIkqNrUcLvefs+Qt0whL17ZbrR40e61klA/JFs5P0ipxN5zLj45Ae6Nyap2NkZm68UMhmx8cg5k9MFYqH+//iv/5//w//1f/9v/sv/7P/8Z//F7/1G79+8+a9AMAshFpN4NAMDsAsI4JqLq66IAg9BOZJeM9BkTikcc019bVQW+n1ZmLxiUzq7tr2d969++5H63cfHd5fL61s0cBcYkbeYalzyLj7Do1G8gxhSu5D8A0oQ3o5a6MXMMDmHGcebyJiqDblLdaGqqTpiNhsW9FlZfQ0EEH7VVCCOI8qSFA7FwqlviPSYP6mOoRjbNlcKVeacjgSP5jwdefzw/NT3ieWEi8/OZfPxrcapU7UO3duETc/lgpfvbTEHtT0eGbZ83/SpyfhcsiKI+so6zXUCrYjcbDZYyNiKU2xXWhiQMSHKuroelRRf9wmYkQvAgMJsOp1YGXqd23HqXhvVH3LxjS0jdtxOYoYCrTO0DfB8EZl/sZsMD6hXZImjMlS2twwpx+si5asPtgHTko8OT1D6UtbbK9ZLxIjoEtZgyohgEVSsWyawAYNbxho9MTZ3POhiriI6ydTSR1T0DybE0h0wtFWo2wowAwhiPHpVIqbZ1B86ajIsNFqsRQcVhengvkY80V8Zxenz59bmp1eQM3h6HCfmMFMqzubdkRHAT7nMozgH8LVxdIhpf78xESrUS/urkMAemyllZRcfPqZydz06V6ruLqPLPBJraHdAbc3Hj84Kj689/C40XT0JANlnWmQV7E8yDplQdvz2UQyHREG/xf6SH7t137VXZTIey6QVg46uly9pHouP+E9fsiRuO4hYwlgKWyiD+qrssEJUH559j6sZDoo+QfGeqOkn0omNNmbRjYzXiPeoQHJBt0LpX8cDmN3iVPMTllXpUHPNhzYQhQXlkvjxydtXc3X1bADwd9ehrRgogoZX6Piu3vL8+6t4609/5VZhpGcHFb99a6v1hqWDvvlI9/RgZcvqPxqG8kpS0tHTeYnPRk+YRX4SeslxowOC37fAp1IuTg9hLvFxpsb2/fhG/GjNPKzV5itESFe1wGli/3e+g4Jk9GcP+F9nZ+WIuELT1yg8o0dEFLsGcJzb3QHVYK7/vD7t+/siGhhzT1mXo3UoA0bhkESDHKB7kxaOmEd+apiCoXSlKFh/+Ls2Jc+9VSwTS2HdhuwM8iwqsIYoP14PzrYxCJSW1SBIvqbhd6m5O3qxcS9Wg+UCzEbvYG3cXxcxamLpGgOzpqBVO8lcfEMYEzRUJnPpqchSxbGsON1IgIDwR89uFetVGZoaIcjhRnGG5CPhGMib7e5b63MTCr09IXJbDKKWcBDLC/MYbJOGdUjU40JwHi1R9oZCOWqvY7ImTkinmajgTTm0uf/xq1bd/wIqsRTCNJlCpPZsdlkYTI/NTM9v4gU0eTUXCSWCNAXkh8rTE6NTc3kJybHJ+ZwP/NnLySzmaNKaXVzDX42PE3cfTSenZ0/i1YRM+qb9cZxGzKjVbJVNcGFYA9pV4blfrq5u10t11gMzCI3yGChYpW93yofVhmyvX1U3N6vbu0V13eOkPde2zpY3zmk2F+royrEKJcWKt9024By9EMJdhF6yDqFFna5lAVjtLdfPCrWZOkwz1ZUgApliuWmmadVthBevl91bCAyJCvZMKKzmDPGslFq1lI6IMmFmMa24pipduLzzk2P//SXXnnpyvj1i8nFSdTXB9++8WGl084kUhNIUDFK8Ljz8PYtegob4IGdLvH44X5J+JsyXZupihsRKimADhA0gWaiam0KgAyxM9t+4tWkcTsgSqokTWj/rtWVjVd7jZl7AzkFKrJ92eH0APJjJkwp0hk/4I4B+B7oWT4dXZxgLkNL9hCo3FFfzOsIAdamNqNihWndNQ5HaY2yMhkX66uzGg+z5kwawI6WxqGT7LgalHJGfKPa+DstKhMUrgKCHSJhwhEiHV6FewcsIQvhnKbAnjJp5vUUy2oOYNMKgOEEEzWfnE7k4a/7e50Bo4vPnTu7vHSW2rykV/u98YnJUCQtVNvCbntSRvQQnKPunDp7q3zEnN10JttsNo4O9tPZTDiaseBR55Lelk6t8e7NW3dPWuU4MoWpbCFPBxBzqXe2diGYjuVz8XQKVFV8InMmEjR3XoXpDpUaCwsUoNAD6VLqnY/d1I/8v5MqNzq8YwOKjW44pgtOdfmGrtgXP/SrI7+osor7RZsTCeXchrdpDqHX06yVe51mvVIpHZX2t3bJGAC75bIU7yrjdYplDllxioSK3x2MaeRi4ixqIR0wBJO7Zd2R5cOuMzOKVo/26WnjtNc8PUEghhZx6XeTlBzWPd/7sP87v9///a/3/+Q974OdACpqdcDHcCg/Tqly0Ox4D8vercNhgyElJ1664CSNrqlntoc1VFxsHG06E70n5T8F1/Kggws4BwLQrvbe2dy+X0cJkMq/QhhjKrigAT/VXWVKMgn8j1SWftgHy12rrKMASKcea4yIWR0BXbB2j6fSbG0fHOnR2C63bS0tGa25aI4wUC3mMy8gBFm6f4rpIKZSgoKqwTCoC/NTCMayWeVkpQmmwSliH1j0oATHNLqscYPbsOHAltTqIVOh1HBtk0G3miJ7GKSJjjL6GEXbVN+yK8moeCzxfwIXMQRd+ZdERI6V/IF0HdobaDKvgqGHJYWnS8aicxP555+6BtfFQgeNLXX1Ee6Z+gefLhjqng639ivNHhDKAI1hZv6CBiDWAUAmijWTcgSPB5E8CGAMusdBYyf+2Z/+yftvfu/Dd99957vffeu7b6ytrTNTnlbEu/dQTV3ZXFtFRAsgOBCOn/aDTI7zMe8jPcaYjaMiU3Wrw0A4kZpMpKbi2enU2JnJhXMLF8/T4yMQlz2o9IoAXHKkQMP8qYFfXD+FVuNeWu3Jd9BovnNvZ3W/0x340Ndhr9JeVu/0y40eYge7R7WNvfLDzaM7K/v3VnbQN3uwVfzTN+59+81773//HqI7zO8i2Ja1k4en5M6mZBOESaToIRcDQaYUPthpo93SkBHbDcYAM0DFEn/+4x+k+iOboxoFxE6JX6m64MZW6qQb+9fqS9pxxhro1VKe1lQ+OFmIkGAi8g9mdNQuc0MVTjSMagobNKZK3wF2j590hGDM/IGLSS30M+xcYIWUG0XBG8EzFkWKECjVeQsOZcGZnuD0fhwjWUmGymbWvSbYz6yUGVIKH8d6H0F5OnsSJpM4mzwXitaM94lRDdSgM/EXMPiaPSrZdnY5F2kEnlFkr6QNAMVFsyBYVo/RTnSMGeElKmiZcK9lGDJXUjWNev1xXwjuSDSdTRXosI2QmXgzMHhhhlDpFexGYV4hKjuDaj0d7utbBw9Wt7YAtSvtChJuICpddQGUaydbexREUb3EdYlLQRf6dCGPwSzubQHUO0PgPh4bZmVvAMTUoKntra2sg6xMTNCI7TnY3ECAzGy3Vs4TTrYunv9W1PO9XvN7dx69/f4H5WKJvRJNxC9fuUztGkUYUnsXo4/KpS5PO+0za/Xdb71+tLVNehXO5yK5nJoEP9HZ/qu/8msKYXSKR73lowt1Nt282ajybs5mBHY9rp243aIbsxwwwXRTgGpqG92egZwYrdNULIxM2Mcf3bp3+8Fxu5dIMAaySw+BU1A18+heWibLMhyr9Bl8KQ4raa1x8fBUsmkeqpehM9MzAqSRIFQiwt6UXJTOiBAV0/FmL3R6vmLDW6x7Sy0PoWE65UVIPUpfGpA03QP9xvbBoH3MOR22KkQu1NUNHwYHIh1hbhzj8qSNo8vQzGk4uAM0OibD/ql0AvrF3fXtdzd2KNrSM2hEBJFAozE0XBiC3l/d3t+vIkii0N8NrrA9MHLMul+jmfDm56e1A41Zg6Ziv9YdUCBhC6xtbz9a25B4glthnZfRrCS1EdiCaEL1Yx/sXIOEWilgBALjudR0JvbS5aWlbHbQgjYX8KLMzt0rZZUYp5JQmxnpyKyK+OQCLf9QHDNKRRWaicpKRqKpGXziG0ktmv3j2mm3AsaIL6cwYPsGa4LoBdojlDtQRSskUxNj6fH5CWRIDuuawoPv297a/vDGDX5+rFA47jQ5Mg/XN7CwDE9AJIXshH/i168vTlxaGDecw1ttdL/z5ge1VieXz7EHVNjVLFtOqSAZvtCxJ+5mmtYpqvn4Uf/cZ3/hj37/1+l145PhRsiCxJhnF/Xt7ayUits9wrMqmIIElR7eu3/zgw8/+uDG6toa9mh9Y/W9t99Ze/CwUan0EMZvwTvrISi5srK6vrJKqj89O0OWQtynHntDcDGV2D76ZDXeajBEsAjY2XHZFfxDFj3pI5JFRUeFLGHq2vXa4XqubqQ0KQKB3nGjQ8Lcxil02qfZsYlcDt09JL0hRsvW6tVMkxDH8IiqqbqqhLeIV8j8SvAVAUckn0Z9UoFM78FPYb7HchmoHBhlPAW8UowXfd0uZtBzl9m2KVUCesT9RfkkEQqcXzo7Nj82jJ9uFffurWyvHJRbg2OGckYRHUPRstVZebhCzyjdDEL8+v1iqWpdHXIQIiyp38UuWyWuALIbRPcifVBqVvShazwq1+F2KrOW5bU+dCUkFskoqREWF41GLMIw7pKrmMn5qL+JH9PwEqsaErvQAIT9ycTC187PTiLsmkAoJMJkzRjjAZgiEIvSb0H3q1r86G81HivT5k2TWC6N6xEnyXGprZlSBSxAQWsYlGLZSNFZ62urC21C3fVcoabker1Ak3SMjeWyKumjpS8qvKBQ3mlibAwn+c67N7f3D4lCqJmytdjy2MMWBqdN2wDcIimpn7t4YY75EdS0TUoKydN0LkvEY2Gdi+QfpyYmlU8+tr+7v721B6A3lkOm3F8qlph1FE2k7NGq6rFy9+4b3369Vq0gzcJgn5nJCXaNpnT7/LS9HRweIAgcQ4XIUQ21fSxL7TN2g2kL5fxEIUXvdhBIO3DS7nzSkfzar/2KmXFzzUMPHII4AAs+cWT4HEJmzQqG0o28zmNHYifBHrnG6Hpo2xnL0LfshwaLPeKBUb6CvIfPXdvcbreOk0mIZGNElPWGGmdGbzJ6BTcs05A0exvD1dQ64E6aQi0bq0d7xURuHEWNGlVLvIzRZGQXBZrSGK3KmmOB+TFdMLgAmvMTQFVdOobGWFlcSRBCPs2jiIIoXOvU4O8ZqSOARaQ7hegSN0LESRUN2F5T3VV4ZE6iZyocHEunjj3+78C545kIuZJhsEGZQ7YqHcn7xdrGbtHkExxJd7ROViAZgVxGAsE495dnCktnZ2AOw1BXRnKMrOKwcdx9/8bNUgMJBzuK7tEq+jS+JrVQV3MzBMPMkaV39hihV1KjnhrPTqUirz15Cb0kDwkdNcc41XyrvlllzJiEhpkZkkCCY07P/Z2XEfzldqw14AH5kaLJrQJvtQiBWf+TXu2EYlUf/2d5BGPkfWOFHAaLBC4diSM6mc8kxmbHjwNh2vGIS+myuX/v3sraGu+PWt/+3j6j2da3d0+pwdAdxmQSq5Eg6/v8laWJQlK6rif93YP6rbsbDFWh+WtyYpzDTUWKpjYE7zCrxLCoa/CLWlCcsTo8T+de+8U/+YN/Qx809dDJqeyVy+fmz0xnC8n5hZmZeY4MYFs2N5apVKqE1vCZi8USo63npqcxTxsbm/UmXU8NDnm9SQN+tQwSVyw1qvVUMre4dBYvhH0XwUSW3MItm+jjipT7RT4qRphxCAhi00P2SQolEdMQ1HYZxZbm/I1LzGqrswHECVdKCsgMmHQqPz2Fd6IPx4aK6ATyfxpkFQzu7h5VqzVVvni+evg2FpeR5uq0H7FEnTSQjq/PP5ZPQ7jC1RGZIUxC+lQF0eiqcVqnWZJAKkSoKqhoW81CZN7jc1PN5OCjw5sbB1uthmdnp0GHCyJQTVgKnhPagIo7R9i7Sk2OE4NIGVmwBC2BonNBfwBzVjWDs8HMAAYeY+kUM9Fwo107pG2XmWbWu27zfe1DqlnmZXm49mN8h1jhlD/x1JYYIOYGYKL8y4Yf6lCwOPgDXBdu4vzC7KULC+YtcCVJurZRedV8ATxKjL/HAdj5h1Q8QV8eVFLay7G6+By0XvgJJoBJRhpFRV4LcRgETzQcWm2VciyKbtzIFEtqoOmTeai+rOC73jspTE7jsXRw/JLacPVi9irqWPQqv/P2jVqjpdF/hB4Au6q1SYpIc4/FYgMYiy2cPTM5PcUVwUbjJsTg8PUhTdFL+vh4Gojjzi3CAwjIHp/cv/tgZ3sLf5YvFBhk2+41srkc2vetZu3+jfc/+Oa3G4/WGeU+TMcvPnGpkEg1qq1SFVy+ubmxs7G5rYIQ+RqGqN1DZ2jIyCxKzoNBIhqZmp5KZ7OGDuBmI6fd0086kv/0V37N+QJjfQ7z8dji1BjTpchSLUK1kpmLnEYG3jEI/jw9cd9mG1J6nczGJwrAFF5iFqqqGhQeDmKTw7EonADmBT1x/dorr720vbtzdFhRHcfqyO6VHbplm8mMnTFOLSnSgXSgqXFQxY3kQHVoDrVQy37HXZ8gXk4zBk+7ULwv0Cgmj8/gS2rVon+pECwkXAivaCeTCmYyUgoRPCrVR8l/otVk0jdkPBQ+qArAhTIhNIE+eK2xQHAim95rNN/e2jtEc0A4h0IjI1IPQtEgqh2Ptnbrbehbjg7LZVhU9jgd4YHJ4JkyEi/88nOXrl4+V2026X9kJCUYCOWCYqXy0Z0HpCY27mVUs3Lpm2sUEEPbug8cA1J+1novMVua8uT3J+OhxYnMyxfPR2FlQrpPwJkjVBQ87EbAa1HNhQgVN61K6Q0xR6HdRWNT+bzFF9apqMEArKVtBC1Ru39aP+2huVQ9Rg8Whp7NS/TZrCrQBLhs/WE+kcgno8l4eHx+uuP3F+sMZfMTy9+9e2+HleuhD42AVRk6Ab2IcNXZD9Q2HPU8H488fXmRntR6s461OjgoTc9Ov/bK088+eZ6QU+CbVVzpjhariAZVQYhi3rAofMXjm/vML/72v/vviRbj8cj4eI5aiblErJhw04TaToZHRwftUivMlAFfAI+COZ+fm4MBu7O1DQgGEHP5/Dk6V3A5jBqDsknFbGxianFxqSlcp27gh/GdFBFrJJQLuIqHpcODI/dIRhC8afMRspMK0KHvgCfbtFJqUj1D14bzZRdpJd1ALIpGYzNzFB6qlbLkYWXrHc2eADlQqzWLRxWRf/WkaP61PU+8b6R9g7REgdUF8Hz91IRhTbP5eRk4rDGeVh1KJao5Nkfbqa8DQ5lEkYrKPGjYcZ1g/25/f/14Ey5ytJ9fX23itlSPOj1F7p4J34Nai97OylGZhW00VSiUQr6K9rymDdwaMTakBYKdFlpFTzGNTbrjQBnvDCfVJOONS/KDlF14qfwNq8HEVZMx4MdUzHAdjKrBuFG2BE4SrLQx93o/qmB/9Zd+ef7C9fTEcmHuUn7mYnb6fHbqbKown55cTI/NUCwG7QVzVRaBEA2IG10Y1FpVztHsL9GoNfIOTCXEz5B+2bwVgX+K1zkpVtJ3ub2IZkbD4QlBdq+1e7Pz89aMyYNB/WUUbzBMGqWrBysbd+8/JL1hDptGZKuPRR7XSg42g17iODQBxpJUOTLwq8Xv5s0bjZqUryIp7XKDHhTxeSkhq6TI8+KaybCR1WCnmRJ2sFyuMMDpaHf37de/8/FH77WODjylMpOCc2dmrj5xFSIyMTbtX8wL2j8oMyYcUTkuoFZplg6LZQZm0X51RLBSQWhOtVgkRtBscDA6GvmfgLZ+7Vd/VUGLO2Se4WQqcm42m4kzzpNgBXaKGXD7CQdhKfoalXtGOJfQT0Op2HqURun2ogRF9wNRKg+G4JQOZ0KkVCY7MT75xBOXly8sHuwfrK9sCsy3HiLD7N2DMWzbbIT1TcgzsA+NY2SRm0mosu3V+skmc/5sZO2Mq+FAJjcf1Ovt0UIzO+8Jx7sn3chCPvrMkoBrmXW7JTUaBYaMXc6m0DBCa9fjC9PdQwAoIQsKLkgUIGZsnHbKqED4MJ6mQtGxXPrBUen9A1SljatlaJCCU7j/sQgj97ZJ1a1+x7tYf6VlFDYtwHJyxVtsTJJ52pe++Omn56bGmnQ+QifVwFW1/lbL5dsPV6nQjZA+ewLmdM262+sYDC9oxFZh5GxIjIURU4GIB55Ymnl+YYHj6M1FhjH1RFErpBAiUTRr4dTruZUiG6Lxst4a1mreTkcZjHIwVUaA0/SGqh4Zhq3di689BdeqHrfrxxTeRelVQkbPP/gir9g7CTNEKBlHmoKMJD83VUaGAH1dbwBpv3sPHu4dFKmZV5mp2O4Q9iOojaYzSDIrr748HAm4ief40eqD4259aiz/ysvPv/zSU2dnmVYXVh+j1Yak70R9WwEFcZ0yKXl7kATr7ph59Re/+Yf/LpVOovgLrMHiqZnImln4KSCMg/2j6n4R7daVzZ2dgxI8EWz82Ng4R/xwf4dND8sROmapUmEwF0qFtI4yJAbl1HMXzzW7OJrGKJ8zMrdiU8cgHwyRhDk8PBqhwOaOVU8i0z3tsTwg91hI7Wvb5ZZsG8HBZf7O9BoFHus0NjVL91W9VldopfxCrDgF5MxqPT09OCybLBpOTPiP1l+zh4XSGIvPKBQO8RwM8ikRH4Bv+Brria/Aj3BH/Jh1egh+MpfmaiU8BCy4P5DydXKnw/ggFUxHurn1lXr39CRAX5rPl4kk4dUHkCg+PcHsUHghleI8OEhPaiXysLof87d9xKox+RqeqJEYx8L8hp7DI0xbz2FVtpsd8qFatzBV0+kyRqjrihHcJFqcpXDQwa0Tx4kLKzcgf2CzPnn5wksvvhRnnGScJJDpNGBvmRhMt1QukRqnI+Jw+4HnpAVwJWclupquSW0rdIRQ9UKfjsYoOuDh3cJqwamENDTBKk5G99L1GAxhIyb1hViHMmFlxo8Gw9NErmrL16KSZ6hNfTCAaIsfZXgzewPdCsb0ATaDpaVjtDoG0W4Fv8FBsX6VRuugWK9yHn2EzRF2BfN1OCm8YgoGpoaXGVRg0a2ptFqXF+IUfQZtMRIpeAyP9WS4ubnz0Uc3b964sbO9yRjQXhuOWKM+PF68dH5ivIBVUOpOb1O7RzcbnQa7B7vmlAK0+rPbwcBK1eZhqcYzIpI7PCwzl4ctd3RYLpbb/wFHMspIrDA2lQrPjpHRkiup1QjMQvVRZVO27c0cmu3+oQ/7jvHkvJxzklceELXFdhshT01mlojZ0H/50mVmBZ6Zn8LW8EjXH65zPo3UKDKEcwbWpC9LqTezFmxRbvWQrKJmJkaJpa5UMkcqu1nTq8kIQiwiOlX8rBIA2zccSiwsetI5AIroRCq4POHLJVFnNSEPaU9bYqOADKSAiDiQykXSBTQvcQysODgghT9WAU0D6UZYYBHzBmejCJ0kb+ztfVwqg2pD+3YjOLgejUcNhbfg3gB/KmgwWMhygB+smUmRqtKnbKs/hLX1pU8/i+5FFURDjZYq0nD4yqXS/ZUNrLPbL27BbciDVXK1bqOFsgczyuVsFenPVzFgbjLz1Vc+NQcrgRbgLD7S1pjIoItn00wqeT+lnMDzfU+rJ0sPBRAoT6oV0kLQaWZJYS7IGllB3vgBrD1uFhCqTmsV7Z3AgsrIVbVx/dp4ThTkYfBD7CmMZxMzE4fdk6qSDc/+wd7q+gbTBNgUHUArFZa8TLYKRuNID3URsPR46FPJhvq56ID840uvPPmFl5+bnmC0sbTBkrJD7A0N7IOOiD0VtUDkdctkwFI0dUxp9OTLP//mn/0eOGoslbAuBpUijOWimsH2FhdyhHuJUs/x+QtjM9NTk1x6lGlWCZTXTrOEz2HSiE6r12URIABmk4AjACWJpfPLyGqwQ2wuu3yIPR0ry+lQM/WSg3fkHJu5d5kYLoCbJbAjbklIUtL4SQZX2rlSz41Rp1SadLEBOyc/NpEfG8O0gVRYUdyksl3vfsAH+QcmFURofVcRAb+oSomEUck4BIpaJGiWvZBLIMUodAi/Q7Fk2Ic5ZACLyuMiPpk+le0qeTeePdYzlon4xuMeBsy2IpFOencLmSiEiVEZCKWDWaS0/c0aMiOVWiOVyVTKNayS5It1Yq2gY42TVsnrU6LgwajJg7K8WExQJ06KpbJhWXqOVhCx1MJ8hohYFsTKRhjSb7m4BBxl0i0p115VQ59EjYzu1afN4/rFuZPqZnHj1sHax3werfPnjf2Vjw9XPjpcv7X76ONWrSwmkS2/gkRHW8MAMxeFmZ0RKL7kbMBfRO2aUOAGNVm3sjVXGm9SsifWjD0KZ0WO8xyUG/nJCXh9GgVh62gukQArNDU5Sbzz8Z07JOIcEEAkXgaHBC0lEiLmBqENFEnAW+1qq4e7Lte72wfVfQryTVARX4M91+qiAUwoYNsDySaYDmo4AP2lDsPGgf+2u38It4oxSx/deXjj9oO1rX0VCYdDiEi+cLxNxDZemFw4I80OtPdQkYTB1OoxDBSODzYrkc4Tu6Bm16P1bgjOHzwdArEEoGi2TweNnnLQUr27X+v+hWL7r/6aWTxZIlKKiVQkn4FDSciqzYltpq0BNpNr0Fd167FHcebetp2W0mipSP+Jy8+y0+8Cu4bNQYOwqEyDwRPXLr/w4jP0xh3s7dI0Wa/VDo4OlVTYrrUXV5OcrOwoenfpuQO4nPG0VmDLcG1SmtFhLX5ixK6eit5JksBAvCdQcObOpOZnW/1ucjwbzCYUHVHJYrfBTnV4szyK0xJTaEhOxQkj+kjn8kx1pDzXrbeH3R4Oh1OpUnyfYntgJoGwTvTdrd1HNUSjhZQofDTuO8TMcu8Ywq6UJF3LiEvCHyt+yX8Z4Up2R9JzvOXguStnC/n8Pi0EKE+Kti3zVC2VVja2WXyH6znfSq5nUxZ+4Nb1ChrPoCKuBZ+GyENNgTXy4vULP/nyC95Gy5dKACsP68eQnxjVTh3GR58kJsMB0bxF52SII4H/BIDAWB8UsO1Ma43syFirpjJTg/eFgrEpaPHBkdAZyuxpWEMa+WslHBaLeD8VDo8zFzoWGJ+dCI0XDnsUEqGvHD+8/2B//4i1bRH2AE3aUUaSAR/crDdBibn+QtT3pRcv/vW/9NoXP/3khdlcjCCzjzVHaRUHKUjAMbswpXSQaGIDhYFTZJSoSBOPRwwn8I89/zO3brzODFEd+8fVQwX1/WHxAFW0EmeI8JW0kIGqVy89mUzHSs067Sn5THJhLL58ZnruzNTi0vT8zOTZMzOXl+fPzk+w7xgzu3B2mSC63WwDWZoNMmti/l1+8bQPMIDSqglt2taykrurOhLzTo8nLy1NUqY23rb2tVF2jXpkUKNF6no+/EAimZqcmWJ3NZs1eyDWcm1YFFEybSfcPYg+EJAgAaFIpo9rOb3o6hL20sFhm6ZTieULy/hhJU4GhFZhLzACRj1GIxUsg5us+d12LVEgBYXjSPIYsOQ4VPCPH+23YAcB2aQy4UQgdVxDPL1GBbTRbMWTcebOuhKL853if/G1/Ip6bsHu2VSAclwSNWdcyWGxylMjM3C6GRZGan40XwI5PS4EKn5SW6yyAX24LoXHOi42bUhLLduAf3zi8pmnL88T0Qnzgj3oWn2pImjDAEBIII7atdyZtVoZVmBIlSA4xaRK6TQyWONSwTnFKVe8IHzQnL47GS4AsAGONk2Ab1JZAI2YnZ9VxUKIhAwal82WIFUaHyuUK5V7Dx5hLqxmPgoPNX8LfpI/SFWijgQYTDjI8OL3+Iq1Nh1x2IV6m0ZYjfFudk9JEYolGF9QyoGeqMZRVq8cHlYIX3ePKof1jj+WRsSv0evTBz45t5Adn0wXCpmJqfz0QoaGqcWlZK7gj0EXSvoZAR4IIy/LusycvzS/fGlydiGSSsMeZLqoP0EVOcnMUX44GI8zOTAYTQQQL/cHm9gps0qf/LBHb9xhZgPQ0qfnegKVcrwQK6TpO3A9pSOv8cO/bCuqw8K/Aa/W2p1qg1CV8U6IZ5CmsUsROuOowDin34B5P62H91a+/odfJ7KGvsVGNxfhmhpclujCO7PtStrN0htZT4Ci5oWo113piBADqZ5Tw2BvcOUsf3vYrw2O4WD1M+nowtkmgpozuVA+wl5mznLjsNWunAyoraKXY1G9c2GSKhMGrRBCwo2JWJI+tSevP/vaa1OLy+hU2KRPJaryNqEgzrnUBfF3aITzGQI7aXJG2UnexRZEvsU8gFNdFQDiMncQNZq0hb1K8Yh/FMSggR8GyiGU3wMD4QyMEmeHxPFh6nsO/DCM1iF72sMy+ELQbfUAcOgpWJqdhfirLkJP6LTc7fN52B0ctYflLiPjwdF0NxqJAeJjxDKdVY4nMlpMbjpmFh6To6k4uF5DAz0MC7OgEcQyBvNRs1jpRzdRFJ00Fz66kILplui3M3QxRnkMdXFqVdwBqCZ5PaJV0HlgCQusM4aPGFAmcc8PnZ/Jfe3Hn7u6kMsEejE/BSrpdhF5QZwTw4UL05260pAYXKNn4/eRepYonjfF2udKsukM5FnQAWifTDSljZTVJkU/2DsAF5I7lLy0h5rzo9X7h/vr9XLRqsCUc2ogxJ1uh5IPY6Co6lMvA+hA4xnMFgan26uEgI/p0toGYDqCA0dbYpSEWp1EabNaD2R4PFeWzl1ZXsilQebZ1GwZ0ZV09+ppHOhTZU7x4rDyjKyjqcRkxp1yiSAT07mWdZ4/M5FOoculgZQiWQepkHvbQIU6V0pDJIqoJBZYJgxSjWEcG8+n0EZnpmSctmwGq4i47raRYQ8mLii3yO+Id+U7CZzUAoMeY6wUqatyMAwy8RxwHsZvq+klj2YoDZsWTgIBh5qozHE6monBLjrKokIRY9hNauv6vez5ZqPFJpQpdsqUIvpi6BWJYut50NwE6YtyBpQQVcAxLoh1n4vlYHk43omXVrFh6E/GIufOTku72xA9OycGO6C6JDKUiJGsSTqN/hyHQ1xkFc91PcaLlkwXlkEzKh3OpshffEAJUAkRsOYYRYcmZGxa9noLIf5DH7NAwxEK5HHXxGP9M8r/eBnG3fBrtXKZV8HNgLGIsNBuEoOxx8R51LRiL0LXEToMSSuJ0xq1Rq22ubv7YHXl5r3V9d39te2Dd2/cffODj9/84Na7H9+9+2hj57C8tne4trN/UGls7h8d1pqheJaJ6AiuTM/PzZ8lGpqfmEQ2fmZsbCLOYJUxBumlCUe5d2NF+2mIqtbJJrPQ2RhVA0pcPsRNlWq1eqVUrhQP6FCpHR0Q9Zd2D/a2dnc2t5joUzzc/ovQlstIzN4RDCbCmRRbQfAFT1Fj1QKIHluVZQRquQBZH87muxxFltLAKIqaomZ4GXZ9iooJxhBON8A/6E2n1/z+hx/ceO9uq95gV1KMILox+UCzYm7LjQyucydiJlq52uAdbT8jnLOvPF60IxJemswZM+XNhaOFTL5OpwyWgE0ejZx55tng+GRiLBdOEaJi44IDf7jSPa5AVKGNluMFq1wwkaVSCjiMcqNIwHppjOdKGa5A32oohOMnVuBy0v7wbC7LbKY3N7fLmmykEqeuUlVTH/JfRaShxcC0DM4oUZaOWxXR+JWuUkaBBPsEtoU9ee2F66xgHalHU9OmD5L61Em3vblHBokojAW1blM7FESxkUHK1jNloIT9xbqPbF8Pp9Pxzz1z+exYjvSV3ncmQOkh4+qRsyTXJVpWu3lQoRSnE1oA35elVn8/C8QIQEQD5code94qMlIQ05uYw8B2nfRRdSghVHPK4C/J0WDvddI8Pspk2WgkGwvRAzexuNAKxvYg8/i8Rwd79+8/mJuZB33ZQ3YUPj8+LxxCWp9KBzU94XIez2tPn/nMMwthKlICjzwAYOBg5ihxZTIgUofTelqup9l5PHULZawx0HRIT+c+8/O33v+Wisgmocgqsad3Yebu7kWCDIRg1jx8PCheTOsa0A1YK1cP9ovCMzKpg8NdJPo3Nw6gkzHrFBrEwcF+vd6o1KmeDZcvXULvsVmvWaDgqJWAoPIBJGYYjlKljgMwqFYpi6J8Mde1h3lU07nEfCGSTKDmJcEica+NiWFdocokcIxsJAUIlnKPTU7mxvIYHTggo1ZrSbIraYRkRGpVhbzYFSRI0sMlkOmJqGp9PlZCsIwJZxLwzUwWcpk0hVPruPYQ/25t7qhQzfNQDVzjK03U3h04tddR8T2ORb3pSMwfGI9lSuUm0+tZ6fwYk8nyjWo33DtiCGWnheqLBDJ4L5UEbESjRnJZbIiPQNogTqarPl3YLSgVDoqIOjQ7hvo5UoKdfQOCLIWyWo3qK1REdAcA+jbXxPIGy5lIzh29y4JRaYjNTqSfvbKIkKgRHblxyglBmqEkSiQPwacQLFNClh6PzJbbROQNRnOwyiYpHRZLInwCydX/BNVthNZZo5OqsSIwask5HHJFQAf7R7UM9iKflcQFSnQCGZmZJ4m5Qr4Apnd0uEftWbyxaITpCAlmRsQD4Gcp5nEW8vyYcBWPp9c+5mFwYQCHjF9kUWH/4HeAEInHj8mFYaN3GmdnC+cW5/b3dmJR+mb8Dx+sFA8OW7XK0cHO5voKRJLyQfHR/ftM1zvY2V25d6dSLLawY9XSwf72cbMJ+313Z6N8sNdr8pfa/vZucWe3srezv7O5t7G1v7XFz9X4PDo63Nnlr6srq7wCo0BwrA3YH3+x2O4cgsVNgrayKeT4hHI4ZimWCVl8IG0nM/vnbsT+YimENaU5HFgAty8pwhzDRGm8Av/wxNBnsVGfKLCurqxTRaLRmIlGKIHjw+1tjYbhYmrLSYyhMQq2tVUUkYuUpJxJvkU/k/H5r8ICpmeNum62QFRdajcw9ie+wPi5i7kLl/vxJBNh8DlCg7z+njdYOx2COjU60EuAFoSJmHidNXwZdGZ1Mwsu2VagJiDQnj7gLzW+g4NDKomZUGQ+Vyj2e9/b2G7plmXM1TtgyuLqiKQGoaZJAzUs5xa86sbNyCO6xM4UsDjqx8fpaOSzLz0FHQj6OZuHIn+XQl+viXE6IDRAXk2v8QNEUb0jisJMfNOg5FGI5OB5O2L0mgwn4oFPP3X+TDo7BC8T9oM4sxR8vadsbdPMJPGgtVLjETHVfRTzKQu2WtW1w22yZAB3FCfYMSogSLbLchedV+UlzkRSYqfLotTrVdUBwfwYMX5YROSTaaFOhYO5aDCbiqYXFkvDYIkBHb3OrY/v7O7ucWbI3um84JIbPRS3mL0ex0yfUOSHQR72ffXVa8vT2UD/GNYBjWAE2NIANXATgBiXoOmEpjHuWpoZnyXYUbQxBcKmttlf+Owvfvz9P7X9pLWnKX/nkCatbZ5WrpCDBwWoIpEj6+vEHB/slUEUYgmk8xKPVtcYotdonVTqx7V6r9Ukbj9B8B+uKobp4uVr+DMkuC0vtrqCXJdaWq0n21uu1Q/297UYVuhWuGt+Xw9SKfjpxbkcJXfQd0iiqrlKKFfCipJcUwFY4wnUIIPH7/cptk/MzmCzmGVrkbNBO2j98kj9Yfpe90sVHU4rbmvecLfD+1HekKNldqiJ6qvuNhxOjCMBkycmVG16SEW2vbtzCCpIWMOel2Yko0ZJ3zxehoNRI4JIksolB4kYLLeEP7Q4NlMuN/eKh9FkePHMVCKa2907yvrbE4XM9vaukGIvQnenKlvwn/YCmYItwFBihRxk/lXowhCi8zG9Cwhs2dG3NF04uu1zw4kMQSJ/Exat2NlmzBPLU003iRcuUzKK5vks22HSWijw9JXlxdlxNOJLXVqH8qeBzLEPI5AZBtOeYPo0mOoHkj1v7MSX6KOiGcn6orlhKHnqR5UyyeexL0Tg1qUMBJOJx97uIa/Kq7GdzMnxCK25QGouduDwlgMkbFRPpDO11jmhUZQMlh2IAZBiGKxl+U5/Pl/gvumaAoWFg5yOx8ayifGJ8THGFuZz0IKhHWOIcvkUBLJSudFF7Z32LPXRx4BrlVQS+9oIF3AeSolU2hjIxlChB/ceURuBUv9oZa1Vq1ZLh2trG3c+/rheqzIxgVI7Svkb6+srDx5B+MZVEMzRu1ovFvcOD/n/frdByZC2qMPDQ0YGAveQ0VarBFW74EmgctIPPD7e3tmud9qxZCaeTFNFrFfKfwHaehzvytbS/CJShCEsrkiEPO5JO8VEF6qNtpKW+Bo0rKOh5bXD64ICfaPdPa3WWHrmIQq3oRMDiwECiEhZq9VhbccmJqDgvPDSS0aWsK4iez/MgGtv0Hu71xbfcSTZY1rYNtVq1FPcQzz8+sWLcxNTXMJmuXj/YFtUVM7A9MzMxSv9cLQbCpc69Pf5e75YYxCo8GwIGX3B7jDc7AYOSqer65X7D/d29ypaQCIUnV612fPWVuOWQnQPFv/QH4cZfvYcg5sdVFJlp8F41amH+uj47z52Et107BLDsZxbdDUMMWQsQ9ECCqnTBFYQG2mi0D6VTsUUDHJvAFx6anSwoHfcT1E5cL/kYjX36w72Mw/Gq5sy+MjxKulWs6VwYUafzM9OKpMnnhugjOUHE1RznsV+PBLjJ0ilF706EVc1PKYPpXztaO/j9ZVDzpHOSUi6A66iqDydiSQmeGU0bKIFBv6Q1QiAxjGJz08FUW/BuXdxJX1fTBfGZuM04H7s75cQU6HGS9KcRHeQ3mzJSAaJtXvmRfhIJUOE4MRxRNYEIhJf4ZEdDzRoEvch4gcWx3Sj1fCMLz5BMFM91dLhs4ia+VMjKFGbB1vc7XWw7FvrWy1GS9U7K2s7GAi8ALmjCSUM6CYaR5w9XyDGJSQF32BR2LZkXRJI6VFeTlCBlJQg6Lt0ESVn7ESjRDQwpQ912FhMYcGQpQKWjlgAZkG3hUay6+p25pdOOW7ZdHQsn8xnEHIx1RsBIqoEE/2QdsAhOjoqUmWl0q+2O/khvZHHupt4j0I+E4J3P2ra5YJV8eiAskPeE/Ku5FOuSTmGr15tcsXRWCiRTjDSgQkT586fufbEsqZfK2lTg4ZGxnuGZxdmCkzbJT+GRWQFBLYqyii0FCiZDgEiAcOEyGbB5pj0R0KIGoNJSJ7SpsGGp15NW76iDoNj8RmNFnsbyACBCMEGNqRMFXPhqRQ3jMqhZkv1FssGK2YxSJVojqtAeAB1ZXHTVE0ypoJkxez0GQ8FLeIzMxO6j1Di6Zc+//mv/sIrX/rap7/0sy9/6Wde+vGvvfBjP/PSF3/25Z/4+U9/5Rc/85N/9dWf/GsvffkXX/zxX3j5y3/10z/1N1/+6t/89F/6m1/4ub//ma/8kjeSpP6wf1Bb3zhc36DPj3xVciZwym0CqWS2DTajW1DuzMZABvg3WjRRg8dmKl2R0ryUJNmQZCCgjjzBqanZmYWF81efWL761Nyly5mJCRUN0P1BOarbA9qiipSJ81yCWCoqBJppZrOKw8Dg8QR6BKEA/oZRJmh9JaiKvPPWextrOx9/cOvR2voxAqRNrD2ysTi/lsrpcLfUd+ND/kmtkR7PNgNr9+D0tt//8BYU/FqlziRwEtod5kiXy4wuZAgbTFSqnMAAABT0cEhdlVPATDzceDwTiaVwakgE/YeK7bbPlUwEfHOFBNMrjEUpgIezKpo6o4PpklPt3MqWZjhdajLKZSwX4bt6qiaWiUYf5apWB0GkEw4HPoVACYSYfr3Z2dnrT12l92fj0VqtymhrO2SWbViWKwOsl7c3sC4GFaes39Le1Opxivj7x0g+7Febq8wCaWn8k2CFYOj88y+ml87xWDqQx3SgfByNUqcDzRBtpp54lUFQG7Aczcg6YSJIt1Sl6khGwMCZfqONbj+1HBJa4e+WYXgazVONNhsOEv2TfCr5UfHw43L12FpYeNYat3WKYH6PcbqkRHCPsCuWUylnoWrH5eqJuqVTgU4ZvObbeofj6ejnXn66XK7X6KDukL0CB/LseO8hD3CH2YKWkTgj6z7UkqYQ0spaqigaB8J+xhZ/mAgHfvzlJz/7qesBpg63Bh6gCCrtUMyOqlhxB4N7kwFv3DJKqgTCRIanYNxg88FALje2PLOYzuX8eDJmKzkISb7Q3AM5vJVsGOyASmGx0yx32g4/U4oBvcJH2AFU4mGayNTUWDuR2oLX7A1sbew8XNmkbJhIZhhIDVrOHu7RXhqPQyaW0oHmF3muLuZevj4Pq1dGydYLl42mLgtqva1AEKfUQgwz0QMCEGtzzKUFLpSOky4XMRie/ezPv/fuN/CRbCF0qTY2Nuo1dD4lgszeYkwLFl0ECjXhcUM0Hof6vnAK9n42zfgSOHvEwyYmPqTzmSgMz0tpPxKJLZ27wEpUS1XJ0pprs4tRxi60YzhAt58aqNAW+zADbcJTNjAtn4hcXhyjNRCsRlJypt7BPrHZ5soolcTKIQvDM91979TUNC1mKF1SKBLBUf5IaY7IsaHg/gGYdlOwmua+kDvpivCn8FxGjHODVPktIttCHhYujyeINBamIhoNnjt3/uObK/RQG8QTIgzlNC4uTNTtUAD0eTJZSiSZcOxsYYb32itXM9n40vQUA1oPDmrB9uFJpwmELoYhDqN3Qsc4wS8KmGcXF+OxEI6a8rV1eHggQdEMyJ+0QsJtM+clnFSNAHKTCknl0gTdPsasDOyQ1yAi0oJzIFQf0krhbIzJBcWU1TszmZ3MU584QRuxUSnuPLqzt3pnd/X27uqt/bU7249ubvPFxr3NRx9tPry5s3Zn6yHfvLW3dm9348Hu6oON1dtbj+5uPbxdL+2wfVMIwSfj2UwSV51Nc9Fge+LdGr7gQjfFCoYECrRmvFCU7sZ02o3kUlFXuLZqlOl0Jo3WYTTOP1x6+tmrn/rC/KVPLV66Diqzv/bQlJV0225sJnsR6tcOkzXZu/4wAgIRvBNkwRRC/mjXJYNMvQWW7x9vrDy493CNfrVag2Qa4YlguVRVia7fbzQa8WyWUAycnEb3bq0h1x5PVGplfzhB+8jOwV42n2f7Mxu+5/Wu7ezwzlR9YFRSDaKBrtVu8kbVSpX0jzlepUotkcvnc1PJJJr23e21jU9mJM66OUMlAMPyDNf742Jo0hTKWSlozky0d610P/oxsvgGrXIxTPgQS4xqhaISgiUPMnsoyUg4utd75ZWXPveFV5bQ2Z/Iv/aZlycK+TAnSK1sBgu4JtsRZmpBt0IlG+MHu9JCPFXdwRI8A0CVb965+9b6xpHGERIQMTax32Xc1MxkkyA3GESbhvp+sXuyUqxvVVuHzV6lAxoj/Xk8Lfz57pCZHyGGNhfbvpXd9nv3dt/l88HBm/f3v31r/ZsfPfpwt/awdbLa6R0glB0KJccLmVyGx31Yr4skoPZWad33aNDtdUOJGExTHoyDtUYfkizTETVKld2b6T8qejWpJubCEtHCe8GF9Lp4wxYVZdP4Ok5EgkwO+oQXsdh2RGN1p8t5XQegOD4JWzKpLmfNrSTqHlZa/e3Dg5t31z74oLW97qmVVNFQbYEahbABCcYwpAuq/eTkE8tXnrvwRCY/hoFH9J8/YRdIg0bGyeWjRougAh9gwjxBGEi/xJL4ISI0SfKqdYtMR8reDMJd34Lvu0lRtwoNg7JYr7+1e7h7WNraP2LsLINyOSogXTbhkavwLM0WmBXO3dBFCcus3jk+qkAuRRWwTcIGegTzjkwKTSKkUKo15LiZMKBZRES5UiMglMJpGw6LncYQ07u7t3fQ4MfwG9h9hv4G/c9dvYwwjRll6X+bbHkom0sHo0EoeZNjY9MTY9Pj+dmZsbNLU/mxFJYqm0mdmZ4CxjFWlYPgrSBl0zLUxGEtojoEOjViwxtdm6hVhTEVjI23a9XZUeuUnSbVMUKRIDaXuXWpZDidYJauKwbKVgGzlPZ2SJty6THTpNVpUAFYuVaf9s+ZqXE8A+9OVibBRIVlA9gBhLrYZvG45XDUcgq1lAQLmJ02Ds5SPhcrHVa+/oevMyRWABuENwFqqtW98+6tg6P/P1//HSVpep13guG9j0jvTWX56q72DdMAATRJEZQXRZEciZRmpNUZ7ayGO07S/kOQmp3d/WP3nDVn5+js7qyG1HAk0YiUCJAgCRAAgYZrtCnv0vvI8DYz3P6e+0ZBGoBnE4XqrKrIiO97v/e95rnPfW4R6+nGnju6FBfLE8fqp0LBWVBTaDkAQegVKAvzccyxXDjyVqOtPJN00wtbJ5VLxbNU9un7I6CkLujtEzhDODKxFhkUK4fYYC2z1FJosZkUakWk/K36g5ZUtsBaY41wLSDXtLmEffFPJHMo5jKiQoAYEcJ5edgtDjsno+7xsHnUq+0PGofDxuFFeXvEuI7GwbC6O6xvDStbF6Un56cPz4sPB6XtfvGpp7bDSIJ8PpnLRaTuM0GRiGWgNO04C3bEjDhHMKfxLkh4oVgDM+JiwKnRKXcMNHENOAIMHQnBJGaDbe0evH/38ebTPQoSTL2CxpXPLaYiartTHiaBNlldVokeeOjtAtKem0TzWcBcTEogQmfmfYxR3ncePC2i8Qm23KDDaVApNyhtYNwMpaTgjbBKTyQ9UjqYxYGgmudFLQ0QrhoEHmToAY4fDX8IHXzAWaWKO+QdKKvTtgIpdZcZDI22NKnZV0FMgQb/tTsMuGj/oCOx0WY6dWIuqWgpKqusuekEiY+jgViefCI4m0V7R4VXQ4BM4koB1FivaRyBy8R7yJ+rmjiLQg68bBwaJVASZJm82enJ1155gXiQUkAundpYX0WHwCytBdiu5sbZGkuc2Kkc8JyIdmGJ0PprFQzBrEzU9SEcIf1+K5FxAZ1Rf/LScnSycO4bnSs2Zc6cr3x+fto6L7d74G0tPG2rS/9KFcWZSrnOAwBPR7x2SODuQ/yhDhFlFGmMolVv7LDv32mOnpa7j85q++3zs/6oRsiVTDAb8wysnF01olTbo7u71GnVgLV8kNZQTOlaCc6gBPGXoCJzaxr8a2QT09cy2VDCL6o0gD+irkIAQHaA3r7eOQdXPQGDfjzkhVzyHz4wbTXDStTGzKO1mrtFQIJsbYqErJSwdRblwrreyGqxH5XS46cPOhdNlNc1lgvLj44nD11kdziSXg/6ZbkUiusyepbbsJVxDbREAXBpApIq1q4gavUSR3plc9BMTVctSo6MH/ZCj/ZomjXFcdlz2qVC9x89+867HxzRO4v3tZRF1EWa/EhKIH0l0hRIiI5FEoXrweDjmWyfC20guNuh17/RGdaAq9v8TRtG1uEpI93I39okjvVWnwIGYhNNYmuqWkpWGAWJheWxa9lA++n22AahKJdU5VA1S2Z/Op9emZmczmaiFBJMRg3Vh9nZ+VdeuX375RfXL62+9sYr11+4trS+sLK+tLq+iibKwtL8zMzU8hI9y3PSjzI9f1ei0nfK05Q2G5j1PBGx9ijV+SXJbtGaVlZ7VeVoHThVRax6rO9EOmAYPSBG2Af3VcOaTB2deKBEB764WyleZUGIvYkqmXoi8zPM1kvK0Ws6m4BUrKmxxIca2CxBbvt0xrDRoFCh2Q6YBq+qO8hlU5NTaNmIcqd5aSbeyfXQTcXGVeufUXKNWK/f2BAUf5EcrxfPTovHHdIN6hPg4UYaICBAMgqCGwe0i/QNKXajzu/cMMEi0QbwKfwafiGqxlUN2KMSHtP/pJloEZIpGyjXVEu4BuVpLK+Gj0jc28a8Ci2j+i19xojV36nnXVleWFua5zQR4KD8pmmbVMtMNl7Bmzkd4U0GRyq1dmRLwz7VpSoBJHIdUEt5NW142IjP1QetB9AqIUI+Nf1TuhfEL6SNVtFptcHR0VOJOM1U8ySypvwTlTDKobySJgpvKP7+hw/+5IufP9u94xk2q2cHnW5DBDh/X/xKyezjqgkqCN3ZT6Dfot8AIfDN841kADzDxAmL6VbDN1DG6PQa3f4RnqSrSutppQouzVMkcic8QLBVg5NDQWGp9kAvug3OB5eK+L+QSWKOoQm1jYbxREI9/uFgJpvT8CvaaVIZfzSShr9LbhoE3eGjGxlas36o2P5LzjphUdBIn4SeAeBtmv9sUpeP839EBaiYs5SwXIzdKlvjcHtTdbSZPPZXxibVWA6AMhTASK6gV+PPWSAsxcL83PWrl5EuenjnwTtf/TohGrkqrAGFheZCLCeyGr7eTQbMPowAWAqmcnDiyLs2PTPXcjrW1YNJiPo+89f/cnJmnsqxOjmsTtdC3136m2pB15bRzAT9hgdBBgUkk5PHPYDSAMILtvEFWNlKvc4f0JPtBwMwi2mJIaZGvcY7IuP0f3Vz+3Toq3d7qArUoYQCQoGAEZFpYIq2kiurcx+y2BHaHTStyby1Ej0DOvTF+aA74QVa/U+KFKNBJozjoRtXODYagi6cEQ24pM8WRNX7cUOWKPn8AzRKPS4lPNhiISMgrZfn8i9dWg2CQ581GGvX6rYY0uSJeGZeXA/lc55QwhMTa8FYUaCHttzUGRnrzlk25TrJkQmAdmNilcjrwYy1Sdwx0RCYSue8SjplllEkFR4gWQP8E8ZSFfLxfPaL73140uoCd2zt7glM9vlhOqj9RhzhcHZiutnoIJPC0ebDrq/mX7uyGBJNhQo65kBMdAAldXtCDPUFKJYg6wRe6iAsfJXE1ZiLpVnbaszW9lAfkX/1k3/9G1/+7bMiChFHPFDDbtkQA8aOrM4hjzrMM1whFaewyWNnReeX1+aXVrPJrE4yLHuCHWTKY+lQNIVKBnEl+0nzJUOI/2WwewQixv9llxgFQUmzsB3+QMP+2empOOp6ZhRjDYuymhZriLDplYVslLqVgm/9nfTRDcnRGTLJC2fwjLotLQJsDbpgFMq7F+q5lq/nXRWtczY1ooqRNieqnUIn5NUC70xu3Tu3sLS+toCb58kwoxdMSy3lFt2qmoJkS5QcKFZFIaujoNVRNgDrUXLh/ZnGKsJZInaRYCHia4UZUMzHO7uV0kmLUODiot4L+S6aSV+3CsLSolIlKA4YLUaiGgYl0+RdHTQJD8h9GuwWUO6CgJBUv6weaR7WMQvwHFYlEVNAd2Hqv8bvkPgY/6RRwmJtqp0dOqX0kvwe/OXVNYSkU2wVGkiZv47kCYonFpNq1ypQdXVcbtDRkh2cJFPjjB//szjHQWrWBmOBgvtHZZ84SdDxVqMDObZcQV+mS4wdowHWM0L2LJnJowEj+2KjEnhjG63iZ6RuMhZHUhq/trIyT2xweHxwuLfdb9ebxYOIt0ef5sQk1feIQlrNs2S69jm8XmyBnhQaLehMohFGVQqUi8yLvA0UBFNFQBiPe4PhFsKL0QSLFs2maRkhG0lm87F0hoeeK0yRvoAmZSenKO+ysTNZZrREp2dm2U5Q8XhlPJufnp2d4m/yE9PLK5mJibm5hcL8fDKfW11dy0EYn5yYnJ5Db4wuY6KB0uFuoNf8M2okjpwlaHY0SsUjDGRWAOB2tiyIAV5SA4BTEsJqkGpY4qADZI/C8k3HxTQfYDGA0iAhpIw/A4VDfZ1CkdcDxEbl84MPPnznq9+sFCtAf4iikRuIwalzZC2sOpjPn54e7fP8RANLFLEYl8MoqBauC42kbdjjSc9PfPqv/KV+IAZFSJg6sRhulvYOtYHgoY2+o/KXJmYjYCe1TkwfmalNSuWTOUuynNw+W/IC7TKweZHy2OddEkKcyaDPY9sulfbrrRI5nkYDGhGQ9EIG1+VGrpVYJ4QAihPF7tI4BOcNNLWFugkmVQOSLi+CJi0XT87AGwR2SUddeLGKkMiKtDpH1Za1e8omadEFf0sUlZ/H5PFJ1jZgoiGcNBksDNcgF/a+ce0yNT5aRvA0gXwqvzG/8MaV6NoUDNsRPSRCDPVmOmJ2XjTtBzyM6C7K2JIoDRTOGmkuPcmyxY2GKBhsr5l8ki0n+mvBNBv0KADyLgjMwOzECtL5PD07WUPL/f4j5hyQN7ZbzZW1NdhEtFMJDQHETzAmJ882aMFHQi046Hn56uTKVI46hhbSTZ6zERHWaYRrU0VfiSmOGdqERS4mbav6tPIynI1reh6N1n7kp//V//zf1+o00WvAiY6k15tLRj/26ovYpEwyu7AwA3a/tX+MUgi1lWq9ube5+wT5ln1E7veOYK1c0A4VwxS2Wk2cDbbjmAa6bh+KIEe0UqkIsNdMSlcZMbKfPSe63ounJxTy7TSoWVWP3Q4HN0YTx9XlfCyoPSczJpEDfaP2QRkggVoGslsVWpGq6KaRaIKZRZwxCjCuGkbCaBGF+H/8yNHpSaPRFidKeJ50E6Vbc9FbBUUu5MBh8gUMRZ7SVKvTQpKS0jEXTy0dVITfYUCoc1PZvpjBvJ7ryObTTJL1ZBPtSACwdGNqHmPyYGv7+GC/eVZNJOPnI0QAzlPsU051g4qceQX431B9w1RoVHyilqy9JRKgQjn+XROpKSgq4zJuizMZViCxyFTq3FoBs/tC1813sBBETqIiAJFJd8OJS1IkCvI9thkfMz05yRxc1BldTcj5RTsaLLYttH5p9KEchPy4nojMlyIA1YCdWppRflQTVNewSpHPIwHjBAmHRcbVRnGnYjHm7TGntTAzyXPjryyekFkEEQS1mpzMwuM6qzXj8eHK0iQ7FGWMYql6cLBL5JTOJCIR7+LKDMSER493660uTwEk6enBKd25Mst4fzg+Eppkvcl5IPpSGfLFkinEsyPpTDSZLiB/UGAI7ezE3Hw6W5iemsvNzEQz9CDOpCemE5lcYXYmkcqnUvzjFEXASRHKZ0KxJEUmpuwkshPJVCoakp9iImcQ6h65u6GNGnjLjAaRj9nbjGkIEXyfHO5yJn44I/ll3bXdOb9BxYD7L1bEODGwR6H/W18afB9YTMQXNp/bfRnE4XrhzNjI9Nv7oWBIV1qMGcXCtqSPppxkeHp2cufeveOjM2g/169dJTxHfMbE2q16bGbDvYM1klog7wqM2mzaA5aSOH1Tx+4y0qdvdIVBjG++dVqCRMJEXlh3QutFwaOtRV9sIGW7eEC8SDoZzeUzQbpbRBOnwoj9lLfXhiOT4DtUyjlGeI7OBUeUfIQ+BfBEu0H/g72DKmmXxepu97MNjdXupNjcEVDbOc7SWlPsr0DDkZUKkZHrXLEhr67M3VxfKp6W8H02z0L9dVw2r+eQkUgdlJADHmck7kHxniJT0+Ydi7CV6TkZW3hL03AkGILVqfylhcIE6mEQsuby4fX52PKEPx/znPtHpxceitx4WskXgLLhP1RTBjwVqRJHggYQLlb7yBBr8ZGEpFnLnZUB5DmhA4h4JF6HmEJ8qpf8jFOu44qWTCw8szC1U6s9PD5mYBQgB4aDZi1yQkSpGZUKHpbOFTAMx4cHZIs898lU4LUbs+g8OoOq5yQSlJqZCF25EKw5xo+tYgrfAqkxMPa8VJ8WXkOQy5YzMGH543/19373XxAJACLzKEB7NpbmLy0yBIAJdInV1RXkT+4+ePRo5wCRTYwZKqjbu3v7BwetamXQ7XBVxwdHR9infb6OzoolCi3bewf0xK8tr8US8dPSmZ0CFcsM4nVgiZ4QQOXp8YmjI2Mt2boSYVQ6KYENSl/XFnNUQaxya/tGAIkZTRcyKMe2zNtK9OoHF9HBJ8GFbLZRh69Jid5F0WqCYqsSmwNkn5yVATGE1IGmU96gEaHeKmRSDILk+amvUkpcyAiIHEaRFTJSuVTf3t5XO5fBy3aRgntYWZwQpY0ZlGNymdJFOx9Lrk7Mw3jY3D84OtjrVOu8TR+ZZkKlYYUHg8dWOm5Mesyd0BkeK891ONAoaRUMcPN+gjGo1VaEFSzjrIUKMBYWuBY/Z851cKX2ojH1WLcoYYQQflsUmwFqw1OExFJEq8LVbV+sLc+mE2ER4I0hMv5yYZIOvq2jqbAIILP1NTBYzwmPLJ0plfAViqi4Bd0W8BPIIhTzE2CnCvH8QmF2bWphDSl6TglRDDXOerONymomlyIIVLxoqqAqWaFbms1OZFj8ID38jUrpYOuZLxybnFqBZd7unzMOByLv5FRm5doqdIk7HzxD3AHG9NFJefOgqCZFZSjAnSr7ZxIJ0hbY4taaSjsnyVGLGqToVRcXNAiz0UkJSVPZIZJ7gNJfabC3QFpqlSqZATAvbC7OS+nsBCyO1Pbs+JDtc3ZyXCmdUpM4oJZJTFepbm/tsA1P9veqpTKMms0nDyWyEE+Du7ZatcO9Z1rf5/b/B/9L9MyJpOtJpXH3pdk2SksVdwluZMzYoBAL0RjLc7HOHcM7DGOS+TCel2GSUlyEAdRoIubioa7Eg+KY81gqVUmAYQnSheytV29furLOBgspebd2EssaXEO7eyfZFLMrGlIoo6aAmz5ZyI1qs6Nbh5WCpslownTq9kc+wlIlkmKsi0FmrQ8kHzRXA/khgJPIJMPJcCwRBtXIogMVi8B1AN0iAYCLCl9Nu1LQ0khZQzKeytMplEVYmiomkT3jD5se39n5eS6dZRSZzKtwB7t6uVOxFjWi0cpLytmlEzpCOZ/zL+smByBH4jiOhkUpqqTOqxoe5mh857gYllu99lRBIZAYkDQO2+xTBOgJIpPKg0ihylTs2DjiNlk52mp379xFNN67kPau5T35CHNxR3StHXYH+01PteOpnA+LLWpZcidAZBwekjGatNilwqdsTpqYwRIQU5chOIWJ6lsPiYmkGIqNA076A+kwk6jb5C7MfgBitVBuxFj701YjkRVPB1CAYjXRFKwLKzvj4zkTIQRKIVY6IBM+EQRTkGdJ8gAb0+0NLQJSFt1IzMW6GGKpag2YklKmNkxfcJEwX/JHkiIuDrcKexoHZ5uQkejKA/QkhlO5zMu3LkNfRYxrbmG2Pzp/urX78OkuWCL7noc4DHph7wO58ECSyHNxFpotFM73D0tHJ6X9gxP8HyVs6d4KZLMFd31P5jkVS9hgEW1TJomROSlJV31M6gLGt9DKWvOaPSRzPaaOYKQ4w2Bcsw7vLk19Df7U/OBwEE0xxnnXzk7Y05B35LCUhvPL1cIv8BELs3PZbIYZ0GKLRmm/DQLwAiI+21LhVPyDXp8tWMhliT+QxNSQeL8nlYpfu7Lx4q2r1y6vLM1N0yOgllmkrFVfp5VY486FlxIkgR92+2dVHWkq8xgqWhZalWMIe1BdoBTTK+2YOFwWFE1+kYPijdRG7A3g5Imw66rc1pUwqc/MIYJjl8mrZMVZHJuv56JG1fm114zpbSNQbeQgjdnWSGUWgtgOrhqqCCVka8s1ZRpWqDI/a/Gj3IZiD+snIDEFW8YB6fDoBEkRAPcKwzYSF/gX9QVjEIj9TCSM5IPpxdzi7aXrn7z22k+89vbf+MRf+PmP/cRPf+KzP/Ppv/Tzl1/+FGaAChuLTEehwi3rinUxgZyx18u0Ky6EmRqcUzoUvcEUHHpuKhOPr8wvTk/Pt5moN4ojcdc5916+dnNqeooLhrcJaGtlGRdXi2aEweCYGjWa4kFv+9H9p4/v1SpnD++8v/vsabVUvPvhuwwkOT06eO+73zw9Otzb2rzzve9ViqdPHj3cfPSgUT492HxcPt4vHe8/vvtBuXh8uP2MjsROrXLw7HENuerTo62tp6169fhw9+z0kOEJx3u73Tath8g0nnC0OSJcSb1chBEHo/TPdiS6dwvz8W/Qn2TQbOK6yVYah8g2Lrs95htpPo5VMgREISdjT8uwTiuXu9TBdDeojlAIsteCwAD5iUAJqSOXyb748q03P/mmNzgA/sokE2pAMGDRAFFLaPSGpjPhWvi0QxWyGPlcZA8OI9UxSGLYIdpH1q7duHLjei6fXF4qTE8mSD11XFXNVBsHR4u+t2QmloeJAc4DBzIalGJ/p83w60w4oolmalSHzaIA3GXCNvhAGCVNYcFEsgGRBHVFNB5G3ivT83S5U2o2LUCzCJYvW3LuEjXdBd6XdjYkLuIcX8VpmtipbE2lRT0L1loDcSxwNfK05XKIIro+DOJrKFXPnb6OBuwH60njEzFFcPWt+jh+hXPjPL2zszrQuW8q7V3Ne6fiwzghls8LC+KwEUCFF/Zst+9r9UfNc7FrjbpljXvqqbN83+ZQ2tASq8vIdSBwgUiJVS4tgTX6WDwQkqqrzwMAhCGRKqF1GoZiEajY5XYnnc0ht4CBJvqk+oDnUOuGWkyo70cIY5X8kjajc55PYkThJpLg0JzBD0C+Mb1eaMl9AFLUSdrnfNMDT2NoAtVcwlAY7jbckpgYfkcfWRGCiVqjzhXauHiT2Rt4V+bnkojZDT0oR8Ad2tvfffroWVcCq2qjY/HhAxOA04inOg7qPprKzpoB9mFyiOR5G+FQJkeC5osRPpQ6yGlaHqIkwuXv+mgXYOsZDe2xqmAnl2Gpu+ueMpaXbWkFIyKSGqAiKQ+rTmJaTaxJzCCf/+KiAf+/1sqi/6r8TPZX2av8mnJgpPKhb0FgwRrCmbowwjyBANJMh8VT6jUUVimiYKQASdbW1xj7yqpjghG5xZpCEp2ZnOI+7RCgrzyKhqitoM57Uq0D4jGJXbvk/XfvFw+OyFrVjor6YL1I214fJ+zz0OdgAZyB0qKrGcVKCTTxJ/3258jFl/FD8g1DsBJzvVoQqxMZ9mdxrqrKBm/w3Inx2Wyus03lcyl24ijcUBA/OQouotFuK3dTiyUjn4l1WEB+bKw941bJVlqWmW9pOSg3L1rD6EUgPQhmaFr0RAuhzFwstxxKz0cKa7nFF+avv7Xx+mdf+MRffvGtv3jrjR9bv/Eqxbyzo8Ovfv5f/f6//n9+hYFpw/5rn/gxFPkABklHSPLUnSpJYAfT8e8jKnAwdwEZuo0aE4xW1y6FU9OQ3O5/7ztP7n2PdGZhafnS5WvZ/NzmVikUyc8tLs0vL0/MzsLeI4gw3EUYmkVZmriiQNtyJ9CRw+1tetR558bZMeFTG7gSNuZFt3Z22iifQXk4IbeuV+GC0pg+7EOXbOAtQBHa9Rp9BqxovVqBkGMDGjVCBvU4th22D9iTM8HUQNpbOAiQ65UdMs9KqWqP92TKm6Y0/UAmYmmFs3wyfYZO64kKPzTNasNLBB6KzoXgjt+bxSIzT8gdHqeRZWfGJed6L/2dvgHK5mwja8OFms4oG2jIKIdPffytn/hzb2fysfxk6sd+/Edff+31RFh5K2snjSAj+IqYb45knPyag5G7Mp+lZyVjCoxOm50f3sPLH30DjgGafdz/1GQK9h5m0aUGporHSwaEiZGgh4sHveui09JqahhXKJJhmLkGp3YIG9Slh6VDcLXT5ZBQGCEu5qCjC4taWdcXHZGXnF+sTExnGYTt8mcFOkJchbZZD5HD9A3zUt5N27abnWkdxRhbSR6Y05Qyn/RFJTdnSKzxVhypR3Gy5nObbIJbZVy3OS7nuzlnSAagL+Q8iWEslp0AZ/k9s5eWPSvTnomk6urCq33D0xbze60LhHzBPDNCcbQaOWDR1tcUbYkPHNo93sQWHIDhkG3blFPzI1wm1G0q0YloXHfh8dMxJUaEHX7Keo12l1ZwAOIq+mOMOGG+bAU1gxbBCgUrZtZq+9KGDVwyGqbj3slcEoYi/0opHSY7O0eTf4lQiTphjgPqi3/Cv/Z5LOAJ1DuZRizhQf09Aa8qnVAW8CzUhWzBzEZZMwcgAwexkJ9AUoiJ1gi+UZmzLa6mdx44uhqQ5BemsxDl0NO14YJ4ccQnPOxNngIWjlNNgEECpBhKx8Lkk63Q5AIH87EjYl7j+8rfKz91dXSF6w5tMTxUkbIG9Ok/GmihFRXxi3/AUEIKtORFuafgGM2uIUhE/ghwCrzc1LbGhCMNQxoAQ0WX5meTVCeCUVSwpLXfY7IcUtbDXeaGSS+c06fqEl1p5WqNkUfzC4szC7O5qWxS/Ylh3Ch3ZDqYvSQtFNlMC88jSqFGCaSSkx/e3f7aN96tnZYEgGfSYocg8a0hEaSPFyT8CnrUYg8cB69b4BPbDo+MX4fqA9vdLZFzycId7DYcRCf6J5gHUJ4m4hp/h6IIdX/FgiqyW5wF5qZ9DkqOqBVpRZtWNaF5ElDRVYp+orRGAi0ouRqvVnGBWLuSiyekH/pChYUrH/3sz735kz//xp/7W29+9uff+PG/+dKn/saNT/zVF9/+mZc/81M33vxzazdfz88sU72uFItbD97/xh/86y/8+v/9zjf+Tefkvrd+UD98drC1KV5jMNTstLOFLGaS7EkRt3GGrLofoPIt69vuIqd+dXWqwBb3ePa2to7/5Gued75Xv/cEEHxhbo7Z7UfHVY8/8nRnp1RrptK5N1977cUb11Mwfc0pWxor5MFE9oSU8lygUIt2zDnpojLlwZPgY+OhUBdTY5Sb8w6DdkIciHa7zh/rEOhQO/R5SRURLVCbcb+DnGW3W4NQRriEwUNrAYYRZ4ccrdNpW5OMZtETTOPDuRWeIDtHNHzplv3Q1/MEwHkO7Ax1ArWfifNuzEQjGUkinbCZf0hGvBNZMHDhk4YxjmNyZ+9cZG7nSjEFe5fQmBoRwQXz7g1DZwEHK8vz0Vjg6KT49W98i478hYVZzQayFNaGOpAEKWLRMCCB9FJXsmHN2l8OT5ULM6dCp8TU4tLM0hJWtlzpbO0ccN5XlyYKmZAjN0tQVELWGnQIxyJNpW5AQ8k5RaVcMDwJ55Vw9rxDN3OUOiEUSzYCSA4JSx3IUMo2lNlBYKi6IHyKS6FRO0W3QSpjpe+xqLeGoY+TJcVHzo7JH6pjXTNkFYjrDAmOsEQPc44lRY5Mg0JwtQpCLTPXbAWlY33IcmAVYmpZMKt9ZJuLBTRLrpyfCpwVzMXGlnfQ8xtl07Gp62uUSeUXhAZ6PMzeO6p6OHa0IGq3dFQF1W2e0++HHjjy8h6qztAgQSOYWSLxEO1je5aGWVr2rtq7/LPekhoYUaHVSH2MTUpxvi3s4Crj6cxZp0NXKlIEEqSB4VZvP9ncIaUQDonGELoDpaKCCyPIzubiE5mEi9TFpyMb1hZibSWvSQWfsgqMVZXbSEcQHrq46BDban9D4cXGKGpnkbRhaA5tu2nV1ocEjY3me2Q8aS2emjguFu89fHx8ytAHscLcieBGcRurCzO3rq4AcFhYiX9j5Dft2wx3AXyVJzA0S04X2TvVgIVMSshSvc4iWLjanisMC9diwwg0EzZhzsClJNyhueNx+moYl+I2MbDEJlELsAXrVmS2SjEvV/WuUykfsZOyTDzVtrZylQhw8m7sFxQ3kJGWfpMpZirU47tYstkFUm7pyQz71IrAjRBxoeoOQQwHxVRKGGjV0tnjJ4/ouVEXPBEouliAe7AMPMPO8IKC/kF5+M2n5cjkAhWDRql0+crqG2++jsMYckgIaSEtwyDizS38Q7tFtQ4/PfY91HGaKgBqyzvpEwu95CPdOgjWdiULmnrIfdTRzSMD1FUGaYGuZhWjF4zH1Islv0KNjTLfEF44P6oan4e5efSNoiOKX1MAb0CiY8O5iIj1grrvYZ46yjTw7DGxNLQgpMgo2VoJfbXtrUcf3PnuV77+h7/59d//V9/64r9894//1Qdf/Y2t9/6wV96cQC0XuUrtNVwd/8PytrBsilhp+7DSiHa+BdRENXiBZDLl1DinJ7LRTIymA2K/893DK83mWq3b3AQ4qrEznjzZJLNSWcAfAWIpMoUzk/rJH33rM2+9ziwsghdXJCLdp3TPpiBLhSGHZaVSTrsBFEG2LhNUXFsyeKII0YqgLlK5OAsOmSyXEmligrQonQK/vHppYSob31hdWCH0mErfuLmBAhs1Mc4yMQQrQypKa6s0NFn0Lj0Rwt/Zw4TV2GpG+eFDf9CRWJTv4lltTkMWhS3rPw79t1BY84zlNhQU48cYqZvPADc7dNcMy/gdvg/tuLdULwz/4eGxUTTXU+lp6N79+3CcY5HEw8c7X/7qO3Qdo0gK493SGFkuy5EUoWgmtjsyjlAx/vr3GJr2lM93/cWXY6k0o22PmYlaZ+DXcTIaWJxN2zBvaZwbKXdAySDtDcWkGdCJjEbLofAGbdaw488vUiN/1hvKefndl/b5CB54MXUM6ZXSHirxV6YhgsZ2RzTQBbA1w9WZKeoOasGTjiiYlbJPd+l28456pmiL2BoAQWqCkjnVSCk9BhstRXDBDmB6tA1IMDOkcFV739AtDRNx+b77ZWi7FSdla2BJgRBTKXU+1Sqw0mHyrK7O5ZenQWdRGYUqSBFpcFLrMpUS59FrVk92vvnVL9374D0YvFQYRk398tBDimXFsOMx6fqT7g71UOVMVka2HIWananYcDyphEIJh9ZIfoWpSFLepTVWta5BNB4OpRJPTw4pEpKD8FRD4UipWj85RaeG2pY/S4M1dWPms1oSB0Ixk5fUp1X91XgkAEScT4XqogJ3Nb8KaEvJHO24PXHnOjbmQkKUFwza0jQI4k2cA8aFZ8VquHYenglFqJ39wxoaQ83W4/tPtpHDFAkfS2rjiFTW10uJosPhmARzR54sQ4Jz4J0KaLkGPTjWwbphxWGVmK+Igloe/QI8k9qMw4epoEpfWnGw67WTb7GEfzw12T1rvowQia+xKFpKgoyNBpQhNFKThxiTQbo0BCqoUD/sU+msV04SiP5hCoXYqL9CyQZiL/1eIhFagt1M63zIk4jAjqU7OAiei42n7YBXUgoWO5wouUVSjR1mW7A3Lxj+eHJWpBeNVggMJRE+EjJcjDiL1Htoiw2kd4veo/KgdVrqoBhyfLb94EGhkLr5wmq3dYalQysH2jJ93drX1k8oF02xpEOVi4/GpEucGJxZkaHEPQ2yMX6dtT1JHogVkkCBHRxOq8n2UkLtUSUEWrRkzujR0OFUDRxQYucuxAlWrYO5dDEECBxHTmQ542KO+zqEGFptSsjXeXH/wdd/79e+9Bv//be+8Kvvf+nX3//jX7//9d/e+u7v737vD4r3v3Z+eOeC/sTalrdXTkU9ME/ZJdJ/wRciOTG8QJMGaizVAqt7q7ro5loKbzQghQeTTGJ8ArSGIahx/9Hml/7tF8+LZcYzJMqty76EiKThAKejzBTneh1JRyzS7FT0+pXVdCavuff+wac/9uqPvfVmIROzig/NXqRT2iUsHAm49MWCYTrhcGGsLQOruiBcaCv3Omhw0NXGVkqmojOp6Gs31+n/vr4088atq6uzuVsbK9fWlpbnJ27fvLKyMHNpefb2latz+emlxdm8SHqA95ocyW0xfDgQCaXzuVShgD4HaC6KjahGasYxHXrPbfH4v2Oz9/2/NXqDzRk0CpX9s47j2Ijb/AjPKB70TGWYPcYxsBRC2b2AGcf1cj7F4CfEgsSspuhElcJUWTVJcm/38MGDZ9/4xve+9e336S+rd1o8EWiylraO014r99ueMODf4c8Onv/38lzCTz2JVHphZQ0zgO5Cq9udnJnhFCLVz/T0ublEwC9Jdm1YDzMJfEl4H/0BDVjr0dhaPMqMN6a15f2RHKouGoo3RCAGzW7aclAVIuCS/Jy1jPMGQgdGCP33hsk0zUgzSIGPBnGwdcY2wFrHDvB4bUSPQ/jc2vEHsXrNi3D7ysTNz7iSPC4K5FGz7RV/OjzMireuNwTPIdFH2RsaNzlRMfqeaFczv829U3mGgPF96GQMn4w8axuLqVx6VG6MKm3q6p5ab3hcb2jg0hEybER2vA+6SQpisIIE5NwPxRJrJNSgZnJXrhP8jWKpA77G5ZcxmUJWgOQyFIYoSjthtVihjkEUzJWRz0VhESWjDFDgBwl4ASjgF1Lk4LzhqkhTMpMFbhItGMUr0nTxYfy6bSa1GtnDrZUo0yBdMIz78LD5aUSEBHAB0Ujbhl7iPtMVpaXILCAGFpJy9xnQZX9pjgQLRFUH24m5v/ds8/N//KX7Dx4hW1dpXaADrXmNhHrqTjPCsNBhtPq6jPjOJMC4JjNJBKbFHG8wAVjwJsB1mKHFUkU2ZMrou2adpEatHJ6HV0em6fAIo08dQcQ31zmkzF2yuKJ24P6YkEGqI9jFiA5kPoRXGp/kuERK5uWtBcWo5M5KC6jhSs879ZMiDcqZbBZn7tpN8LmqO2hExHB2hrlKGWS72K9A92h7RLwXndoJs4Gh9KimCCeQqwLyUIGaEAm4QukedSacPYU8nJ31uEnCHSofHSWhSG4quhCoDro7j7zl7UG3ylUWD4vvfef9DHqmngHGDkgMw5ChtRFxAgj3fTrsIEsSx2kyORcZxkdrSBQ1bVIN5fy2pwwkNXab+tXUKW5MX3yYBtzQFu6lhgo+LzohfkgzDjS3jfXkbbkBp8jpiFhx2hHBJS2vtzUXScTwFAEENgde1AhOZHDYTQTJUFGKO48FLyL+89AIOmOHnCMRFvtdnQoSYdIyaTdKeUHjv/DC0i2JpJKpGQYOMu4TuqyOimWExgGXX+dOMukM8YVqekN/7YIySoJSKwINVPpG6cwJMMLCDDyo3f29REprQ2vOylxqY2V6ZUllEl6HZ331xZufeevlQpabgo4ozoCI3hpbO8hN5GIJ+h87mUyCq2UXRJMJYg4WGWoPMQmbGCVriKiF2akU7SRTs/mp2RhKdrHEQO3xdMhFzke8c7KH6U0m59fWp5dXl5cvvfzqR5Y3Ni5dv3njpdcXltdeePmVtY0NDOGQOLrVSCdDyRjca5u282d+jVMPs+SWn1rx+z/8cpC/Eay49Ew0UKDMqhYVIxIYGP39l9tLRSJmu1CuyeR4KegWfa1tzC1W4GtffedrX/smVViklj72ybcYH2asLYWHBrMbj9CwAJVMrPyvTJ7SJZz6APM2+pKXM3Q7iuphLktPqvo2/Ag/pOdmptrNJp28M1PxmWnUGaStQL4WJfgd9uPD3nTINw1goeCvBa8/HozwyTaxQPdNfRVHkgyGEhrk7FSCRKexFmZjEPhDCAnHEdMIBBKQuuiFgXEaEDMNgNmSEcN+7BeryGk1F+hEQzWNztWTCGmpEpM+orTqugvlEpSMS+tOvtgL7qkskn++cX0DwuW4wVUsgAAnlIKDRs1ZxcjwPiKJUTLmWbo0jw8YlVqecstz1vactfytAQrXnGYM+cTk/EuvvLG8fkWTHLQ1yUukLGaC7DJOGs+OUstFl1+jC1SwbDyv1f9dliWQAtFHCaMEMLMiaQ4oM8jxciHxZArJOcrp1GNBs+dmZpiCIHOi4MQHiW1isoC6Na2ivBdlKlJ/vBpWVsNAm0zv5c44xFg3A+wRvxEeZ5CcSIRUsYLop3UHKPFc4D/E5mp2y5BZkXkHNKbqrqXV/rNyleBFoniYe2fV+iEi750uoVYsCcFM2Z0BTkgcAh9DlxXijP1WeJuIYfKUG2GBeDw8A2ppSNjKwVmVQwRNKRg4+i6PlKLawd4e5TUlEaLuWInOSCRj+TXluAqabVQ4oDTvSrwSIErQH/mG6gLddEbZEjHDiCUowyISgbkBYRvQGF6t5NIQtNBMtB4JV1A2nBOZnplJWhry9HGANa5MpKZC52lvx0ej3nmbmIWiBxECS83KwpdlOh6pMjuFQChFfcVmhakSrlZq2srph4uHWp7G1v7Rw+8ERydyo4MLcUNodS2Vn24icgw7b1RrlFp0JkYDyIpAj7JhU04WVJaBjcUoF6IDUsY4087gTdJLqOOtrIx9qwYRq4twP1AbeMgqylniQoOF4bmSnJELwplLN1McFqkluvhrNIRjsDw/iV0ynr3LoW2TqmdB6YtrX1eQJjFWq68CeZCPQZ/nhqX+psIcy6MuZdBn0U0IpW0Cq/yQcfE4m9xCdoIt1aodUbbn41lNwQz6IKFwfM/KU52iFtop1cP+SBwWQ26CeKofCtQK6S/3208ykdziMtLTqMDNTk702Mb1+tH+Hgwr9tjK6trswkrzYtA5b71wZfGTr94kqMEGKSexOiodRdduvzK1tHL55q3XPvaJmcWVK7devXb71enFpZsvvbl2/cX55Y0Xb3+0ML3qT09eBDPtUbQ9iNb60eYw0uyFaheRRj/YvPACQ1wEvAwqY/RFdwBoBqs5S2cJ84lDkZTHFxXdDhvJjpUAD4ezrE4OxXmuT+OHvsZexCJfSy3MFroc0Sgoys3teysWSpIXk5aOBBinQaMhgcOYkG2ny73QCNV6nuDxuNN4KkXyAuWGJwQr5OnmDiAXB3F9Y/XWCzfQAFICyyMWScfNsNIRNzRAaYflJSKxUOZPBgNJWJzEv5roHKCHk2rRhZfMmhHdsfNmDYPLXADCLaaAT9NMwVxDH0OWgt5+P+ofpHyjNA6CykF/QLM+BL4WysxCvu3KDdHCuae8gRjH2cY5G39QsAtAHlYEIcS93vl2vclAQbrGacfCjcB2oZBielByAHI8Vrsw5E+O0eSvlOSpnKhwUtAEPA+iXW6TYE3MTQfpKmyyKiRwM58u9hfF6q66hclqaHm1s4KpJcCUxIcrtlvVH00VZFAXlxY95Y6n1vdWep7S+egMCULAqGh+cjqYSPlCmnTGwC7shLCVc8ZYnSsXEXpD7RnhBYyNoBANKbE/Gl/L4Zemn2liHFgK1hhnkgOYRyPZ9ewT30wU6lTRGf7camMv1pdXaSMnvFZFNRCcnJiFZFkpl40qCDbomcglkezi2JJT0O/KGmKswbGwPogFkLNjUchkCQtd9CwtOvMusJDAaDq9AQozuJBys13rdGqoY6MmRFwyGEgB3zp90nGQ4hToTanRYE8i0ZxNwQ8QkEI9PENHey6p4oVQJFaSrCks9oVgefVPGWVbonMaRXnBXjP80SrhNhpUq4L2x87ePmCjAeWk6rxWb8ej0pRRiajI2RN2MMgVm0iNEEiT7A0wgRhR4ThIKe4EB+f+SdOFgQ8lEg0Tl9czHikU5HMYwDXM5XLaJTpnorYpTyMFZKRuPjdZyELiSjDTd9jOBzwT0XABfmGPYaFtIHUklWU/wZwQC4L6Jvo1A4ADtL6LYsTkBxpQzrvM3QN2apbrz9754P2vf7VW2R36iACVVZkAB2MzWvt7R5FkdiBiZKhULOWy6aWFqVyWlF7VXI1AtxZEfsNOMwYcem6l3mR1YMcxQ57frcXQYFPOIxkHe1IkekdEkGYBxApiMx1043KxGrCXmS8GCU270C8NErCM9ZXpm1dWhURDJ4DIIljA2lrVi4xbIG8zfq4WSn6C11FYkjY95xZeB0fAoQYih6mjitxTAZ/q9ojJqUneEF1o1fHJxdXTw91vf+tP5fzkoVyIKykc3h5UAuFkndnegPF+/DWcH38kMfRHpmZnp2+/cDI3Gb60mpueLkr/fzCRn0CF7sIb2N6taE4xQJ3XN53Nzs/PsrPQ9rx9ZX1ugpZSGVllqf7gVGZyehKtuCkmIE5MzWXzU1l6R9M5UhwYpkFa2UPsXhgQFH+pmtBHdTGVZwAKOqrelelsMuRdnYuvzKTjgdFUdpRED73d7Der3WZl69mjZ0+fMLXn8f0Hp/v7Jwd7jx8+rtWa1NVgc0H0AjKg1C7o+/+/I7FU017yvB6hVgW1hNljVKAtriI1WZBqutZguUwXUqZ0YKCHS1Zdyd19gyPpnAOU46V5FzY7E6JwcWUaqBo12LpLy7OdTp004u1PfRwVOVPq0DF1ia/VEeyNla3KW2FuaZvNRGMphKrVPxubnFsaBmN0w1HtppqKciOhACrnGPWTI4aI9LJpKT6wn6CAgOOTCHJ1IAFoK9eG/SL8BlTQ/f6YZOGFfVtmI5hKw/WMboWrFMZlbUsoRwMR0I51r1ZFzZgBteShcIdA/9nDxMsKQw2PFTI3rh2Nl8NpQDl4SFEtNowwFkS/J3E3LbTz5MrWZZ54M1rg8dmK3ClKhBwyDkavL02MGSc9Wi4zaZrdk08nZiemPKU2iNaoej4sd731Hk2qMjiuhvX9OJk/ENbaxA9zISbuK2hL3ys1ccilKLpW7x/fj3l469QhhoO4tZybmo4kkrLJwyjBYTbByFy4FXwgTwhD2KhUCUFZU7R7piYWTg8Za9t0e1EzzBNhPgSwCS4l2xRzRfhqvgF2bwvk0+JZqwU4JiO95swrxJjAJheQRWCN3vWg0e1S+UX3HXlI3pllIga29jCqvmQtTcafkMlSykIQjC0BIY+AJ56MpLNptYPSfCpZYi8V5pMzdHxqPARCSwy7xlKZXRKZyh4eK2D9mcblZeBdp7G/t4MooojcChwMgRCxy7pRTdgVS6XE1NT+tJOlemAq5NLZAi7o665osydvZqBLEi1ZEEGSXX6AMJxyNjNPA9Cq/fTINhr5FFphcNa1WRTzG8CFuaT2W6D5PhenHuy9aDGZbzIRy4f8qW7Xw2wNeE7YYPrb+Y7voV0hsaMdRfytNYcUgqkg5FEiPhjuPd083TtCl3x0Xh10ap4+84ylc6kDTnDTrHAmDo+r/hA6K93DwxIcwtnJAtkDz0bFP8asGiitEVUSl+PSW2flEqkQ6Q88L3UZ4nQMPGX9Ce7plDTjo3KAIiNV7eVVdB7VlxjhCGDapPko2BeFgNH8VO7y+jybpVRCuJlRTCgctSxPsGANGA32jLR2eqTIDbQB4M8w04LGZdGyTbheEZ6mwqjT1QH5VuQUj1RRnBNqEd8lnMolMjMPP/iAYdOCNxVxWYub4l318cfiYv1Kn4IRolkKr2HmDxIsgGBygBdX1954+1M3b98G5Ns7OpjIZziQF832zMTUzOIlfzhDm92d7367cXI4Vciury6tX1qncAV7TkugC/OGOSc7u7Wd7Vattv3oYen4EL7v04e0hhyc7G4/uftevXS28/jh1tajXqsU6lYSod7qTOKjt5avzCc/dmvx1WtzlxcSn3xlaXmGBstIgf0VGmRCgyTHvtM4Pdpt0ZHIgMTyWZ80qSR6t4CTQZ+cid2C6UaxyCq7/8svIya6Wqqeno2TM0tn1ttAWqvv6EXiDyjKMNoRsTPWf2NtaWNlLgOFy4Acg2OeOxDzItab0j8+LDJqI5wIM0PB5ZEMfEOf5NM/8tbVaxsIGq9c3qALbG1lAbTI+BVmahX5CKF3bo1P5IDxnVR6jJ9uzOpgbmphGIgW673D43oiFpmaLID7crqz+SymGto4njcVIzDp0qlIUAkqjtnseEblYa8EL5XmGLyIRgOrrZXAnbPSxLqS/gi/JiuxhmDrJNTeVtO7j0/sItKaKyAH0emdozwkWpYciF2g9E2cUxbq8PwbiQkqoqXi7SrxICMwpBnXIViJHEvxmTG3zN9QSydnYgpAiNM4YHYQObggdJUn1ZpkOphjpSd38Pii3D0HZ4ti2Nm5tz7woFPcQpGVxiejDolCZD6DcoiGRzBv5kI8HhVt+UX0qHqU9DloKREY6wAa3l4Kv6bnqXq7zhiM5YsupXbacqbS+XwUg0xoHSTyDybjzPuAF4Wh5wOBhquVknJKNHKIWjOF/Z0DzCo3iY/MgRGHmKoFrg7UKAI6F0U9lV+kJlRW2LWw3dV15hjALF9PDW/UwwinccKCI/hlUmUUdqUQzJUL5BaVTbC1brQHisPeCxMJjHwIkBIZwANBpDabT/IRmBipV8F3Qs6YsDiEBGyBEdezC9OLizOTNCjrwrNTUxOMTZW3d0GBHCrpXAdEq0GOhSqJaISS2lMUIJl66+XVHA0hhphsUdhoRUZnGHYxe0vkJk20IjVhlK0RHTUPgWwvyiCLJIRHpKvg5kayCMrABGKUq58zXqbhBazSSgLiYWjIhzAZoPxBIZuG0wsdBvQ0GfTP56Pz+fg0AsMA9J2m4y1QcBI/ighGA2ZFrWVNJbOMhNTQe3V5Das5NVWYKOQoVPmGnRDUC9T74U2x8eRWDfCB89ep7+4fVKp1qAqbWwfsUjwZWG+5WsUDX9tYgpMq9VKtLaaGXeMDEKbehS+k9z0DeZwuUcIltYjYzleaaiJiBigpEQzS7MhoLD4hQEZ1dFoiqtI/23EDNd9YnmPboxiGi9A8DmuOUauWIkMdYN6Xfzw+BUkql6hsUEEtMuu83GgqPSV/Un+XqnUGYatKrAKtQleD31x7jJ3IUH5uGZmD/a3HqIoIfBXqKw0hkfGZS+33TkxMktNR1UP8HKmSueUVpKoYn0FnFVUoxljNzRPuTuAbiuXi/PSEp1pZjPo2ZiaYlIhc2dZ336t++RvVdz9onJ6w+JPTM892md3ei6iewEXSsdWubj46O94rnR1VinsBCDe14kUDOYbu0d428xFp9TjY27lo1zyEEYF+KhKYTUenMpHpbHxltoCjnC5k5goF4CmibU4Ke5UYhT0LrHwONOMd0d8O0q1YqNfnPGhgMJ0prRoVI9wmwcH66uIPZyQuRHXJAwfbkbAcx0QWy+I5G1mjcyBmsGcQyGSnrl69OTM7y/pMFtILC5NguFa0VSXAjpe1b2j83AgJj2K5Ua02gcv5FHSBQS/AuWuV1tLiIhgUDNv37t774y9/hUM/lc0BvYsnYzqd7koEkSlZxcj78CEMdu2MIIMOkSshLAGVIEw8Hwb2jqun1VbfF5K0+zlwSDiTyWqX+PtThch0Hn0BVH77DbQzYSAwx4lWbcrvqB8IfvRCvz33+xreUcUzOBsNqlDOVG20ITua9u3ykgDTZQiyrZeZbR6MJpPsdBPgdXGqMHmV5Z3KjBhWjvOvO5HxgcRldsUVQTTBqdm1dgGNpxavRRCfUUgZmM05B7sTn40cX90UglIsObPdLnvpehNc866adX3e6WzeU+oOz85HtFA2el5GG1AxQnFS876HVlS/wIuwT7y9rqfXEWyloNCiaAWmxrUW8YZvgJQM6hz3QFhsoA2jKzyvtf2YO+io8WQ2zqBDOEKRaDYF9MPVkkdoJpTXt7m3X221+Qxiyly+0ACaKZ66eCMa9BVySd4Qd4AjMLqPhodL99VJpZu8gopPVB8lvalt4QoDrqvbqs28RDVj8hVJQ4yTJw+sCtwh5oF7A7nAvKDuGsCUoVqQzzYsgwQYkYR/t0M3IjbOdOMXc/n00vLC9Rs3Ll9ev3Jl7caNjZdffuG1V1986aXr129tZHNQENVY5ebiAGfS3lg7KwvBpoaB01JKrXRICck4/zSkXU5HF62NrGclYUGVkAEtsJUk13IYCtKdB9VgeRsiwtGlv51Jo3EIp2FEM0ZhuPT1EnNGVbYB1DKBcGE2ytngbgSQu0dciyIMLeezuejaYgES42zUm+x1PDROC3JSDURMTghByjIQ7JUyKdfNNcKQPjkrvfLRl2+/fjMQHEimhWjDMh62hqboSg9BaX7Ao+6QerWcjFL7vDgtwTZo4QIJdLgX5mPRP0FVw7BptTSC/iBrDajA8nQbLfok4apQNsFjAuupNqOeGb3YUjnrBeGtJKUZgH5ar9aRzNAGReN55JnMRW5eXShkmbYkp6FzoGPgB9gn+SIPFJnZpMMQmMgzUCOfhSBAiwwekkmdjJ/hKcjWyWlpkB2gqeSBaUmR6rBjl2tAmOu7DsUz+Zm1u+9/BzV90bShsos56CqaquvR7MlGYt+folcjSXaaPUHjA/xS/R+IwzRgiLcODvbEV44n/M3G4kYhPk/Ui4pwe7C5femkHni0U9zZwlqQBjx4sovQA1mrVDoJkrzduZcXLr+8EU+giwoliNPTTqcSCBp0mm0umemTcCU4nqp9Ydb6fYBGMmbyCWTPwavYKUhP4nXVtDpEFk+IumYoDUZMMOCxAtaLBKmzpHHjEvHl7PGeVLkG5xsLE3/+Mx/3/9Iv/dJ/mJN87nO/7P4o+4SIWDiIfJdWTkGoukZsmpFZcSMl0LcEcTM/NRmM0nRh1XDTBGEaFyOgRUiRLf3+J+g7gbgCiLEaIc1A0t71wRugeePS+sLaxvrOzv7vfeEPz07PUgS1oRhAqjR7jMKk8oLr71E4QIMV4qtKSphH1OgPaziaaOr2W58IJ5KmvkWDThckhX5vhGU0GQRZrSgDujuEylSRKH8RcCEaLxwVpE8jmNjVIYLY5qhX6V9Uh4PKsF8fDVqIISrY15g8batxkKKmAdwIhWD6dJjFxEMSTopjo2Il52CeY8xsMlE9k6S15ZUUCmZDQ6tcK6KFPDylK6uz2XSyCrWOgFtt00r53CgvabV6RwjsMZNR51CFXdfWA/FcGjvqu2GvW9HRGCrehG/w1uXL1ybnPSBaLdIRfm95zztIC5h+CBg+XTFWdxiJWWQlY3NkqvAr25OMgZMgNBDMFc3siZoQiPoelanhFxlZEEuTvIdg57DH657zWjxwnouXYSJSRto9PO8OKYkf29QjvEQkkVq4dHn/8OCQQ2IfN5kMLU2ldYRtvoaDOAwdNHKFdP70y82kURRscBEfLezd1ZmtLc9ZKV23eoG1B//y3/7FL/6bf6EtwSBgDoAFOKwXs9qB/uC37J+VObZ9guxBj7JFp9WiY+TTn/7Jl155c219fW398op+32At1y9dunr1+tXrN69eu35pYy1XmMDKl87OcJRsgKOjw9OjI5N+c52oSkKtyKT4QWmnVZWFd9opS4SCL25Mz+TitrYi2UvFVyiN+q45ehTLMBnmLMlHiV+EdxLDsPHM82iAIq8A+o5nJsWw4vlKo9AxnvQbVpG8imeM82XTr02n5yYZzxSna4kdxfA8diqEYbXpI4QVojKBMfXBXNg/LdKBS/G/Df/C508vz2aWp7i71ilxl9qRVLATBdwegh4AtGdYAaFep0HGziOWgjaVWL8nnU5mk+HrV5eOTyqVOiQ58kaAQW825k1CaRYO4jhbGsgFeKhWM1USOeuKtoTTGgKBd+F+2d5g4WUm61AoE9XPR91zaS5z+9b6TCHLv+r5qwlR3YeixxBEy3wRxmMutFxaPdLAKF3oaKMjNEGmJGxBEsvmNizLdMVHCv5Gy1ZHsAJrgTQG20ytXEfK/MH734yzz6moqETpmsOEBPMU5mbnCAnkeALhYqm8tb1dOimRLOP6uFnJY3N9GJbe4N79e7PzczDNqsUi1bS9vROSPcge4dPSTDJWQdjp8sr88qU7D/f+9N0HiQKCiyKHENaDbf7IR27SVJ/PJJeIjqNwyPyZVJzC197ONnNgkI+qlIs4TGAiAB4uhbY/YsJKpcEkMLQFkgmC4eCTnUNGaqC+Tp88kGalOwRCkMmLREAXWRyYDfxLCMeYoNbW7lRORv0uQefGQuHV6xt/RkbiquNWNjRA0nqeTVnCCC82v1wlR693ZXV59dJyMk8E72deIqQO9hGONJ2Kzk2hrAp/16FQVmZx+8Q60qGs1xiI2mpZl4CEWFzQ++TZ1gcf3v13f/DFvZNTBJDX19ZSZLBsCBvmYYCaPUL4ihoxQug1gNXCRqULoMaMVRj9sSjTG4QT6+WBxvnguFznHBF2GJCOAofvrNQuntY5txGwNb8PnUGsZTQQSYfTINalQf941OMxnvX7VXD50Qh8naG0mm9h8wacLo+G2phiCo6lb1ELe0OFOX+QMhfBou18x8u13nbXFe5aPAwrlFSQGg/lH+0fVHKBIrJfKmn0nxHQQWJcP7NzSDqUowFz3Y0Zrf3KUzBRQtnx5wpcGi9rW9+SBar6nPh6l9SPhabmgNwB8Tze46xaQSP2GI3Ms1Lx+OTs+BiYFVYfXf2KTp0YjjISjCt/Q8myJx6q4MnxNdt1GRpqrNVohgVUdywBuJaHPvt4BMV2DBTj1LiRbDJZrTSqcKFARXy+RDpLjrW3u2XjH4RrpWkeESSqNEPNyTZdDutsCD4+X1rC2n4i8rmmeUsETAlOwQAtJSbQ7H7KGkuMImK/n6NXoIlpsgjI/0Ms4uYK2UQ+HgXZIMEhcOG0AK6YuLpw+HaHNhQmNPg6/UCPCcKqx4HYZcNxiGXUMyfz0/Ozi0sIewukHPZPjo9ODo/0lOi+0hMRUi6jbu2mxrGxM+Ea48aSBLo8m+msM+W4RWo/pNKOFwlgh5iRFk7Bew1J15YfV9JCSCsWl+oxhOj02wdH8ArOJvMTlOHle80R80uy7WigBZgTnk1kMp0ggGQ4mUjNTk1urC2sTCRnwp7k8CKGZJYXOUVdGj8LO655QXe0dwnKVy6p4lAy/qTSPh1GX//Un4tlC1TUDfWk+UaNqBRujCXoQ7ST/Q2sgxehPR6ahPI74sU+Alzx6anC3Hyeh6ND5BnmIt7pZDSDgJgX3jxDcIC5BAbQG0g5O484Idx2wnabIOUQAJnkUJhuViwggtGSxYLk6hmtzBVee2l9dipDlkaDYSIB/RUPQfMD4wTFuINvq848w2W5UvIFo0bIS4mprUze0gz2IZ9h006l1SgStl5sFUJFM/oB/R9kIJeemn3/u98gCVTII8hS280F2UQ2kIJj7KUucm1MUM6gfpYMR7/9p9/6jV//jc//7hc++N4Hp0cnsEm5DHTbuGQIwehJH3T7372//2zzEK9zfHQ4XJ6e/Vt/8fbf/bn1F29y9t9970MiIcA/m9uuASr3Hu38P/75b33tnfePD5iVW4V0+taLN95+4+WrSzSFTNE+UmuWJXaOSrF0TDlo2mo8HfLZIPuWzRTw0jREvQxo6OCUA4p4MUEpGXu97+uDRE5m02iyYVLVyia7xSCZC3IRfjQaiqwtzhcy8R/OSD5nUZ4INTSdo0qaRNtAUkKyWorHsW6BIKoMk3PThakJYgOrJRs0q45FOWoMCIen2WSkI11tzouM8xwFsPZeHDZwKbIdSiacDmIgOgM5zIw8YlmpKv6ln/jRQiyy/fQhZU6l0RqRq3mIgrbIdo2vTyBDeZLZB1BE8WQM+ppeWLn+8isg2o5UppGFgyGpfU4tkH0aBZkEcFpk+GAXSj27AhEC4ggwcEACRLeLF+eV4YC+ONIBuFgMy0LY0GIlhYoKh1WOw0mJ/yG3CnBPfKGDx1BehsONAS22HQxx7UazJgadP2/qcExE++M4gJZhs3HrGkwNgyV6bXWZtJRUgWosqoWEs1yBKgI9zq2g+2Idp6nivApFzI2AnoK9cI0t0kA0ZpiwMw9yJZ++cmM9Uxg12pDkyEWoh1N8Lrc6x6UiZYVsAj0m9BMZoHZRKpd5BHKTNPLYrFOp+1gXi1k9xQHyfKYPJpFaJ2mBNw1HhLmA7QOboqZAdhnwlCKjUjxQwiJGYifHZ40zJsGFT9FH0SRbL9BMdmqGYsfB7rarcrEbl6bTzCuUSJHEq5TwsUog99Z3aK7BBkjpVuVCBOWxNNbM7VS/+GXjPjDg6mMUs5b14qV/9T/+Lz7/b3+N12LWRNihHaTRSuATMikmAJWbnUg2DpQH5gK+KEFZWOnnnng8wychLVrmNZpoXUb0Hlz9FNd7VsEDw2WqI/Pd7ZSPjvZQmz88IYFUpcrU3vXpukL3gUqrpUdniYo8iZBiX9QfuLlG8YX9abQMPTUNH2StjfRurDFbfDcvQA0ZaolQUoIxYW/RV2/aDtSQRtF0ji1Ia+e4rMbrTI6Cw4lNJmCrNutJn29mKsshRUEWtV5AHwMG+kQDxkqSXhxvC5YGlQCYCPtLap+ZLnQyudN2qFkJtqkBVk+QB6CQaLovphxqp5zrNlugSUzaHlJSA2/WZTORiCZqLubBw01i2VzEv0htCm8A91Kq/oJiNeXZggDVFalMQcAy/Wz2mXBa3Cq6Hef9SrOt1BtDaqKX85Optz5yc21pjiEdch48V7ouYd9Ildck7VTWtMmdlonakioHcjiw0edsMuP3oz9tfMn+y+nbQWCHIXZJCchNGAOKn127Wa73nj76ruht2poKJ8d8edOVmp2bI13UzCsKe41WpVQ6PNhFDBFuyO4Bw9KPqM8AXlHof/rkyUnxdGt3d3sbwenjvcOTzaPDzac77KdoLvbKxz4ys7icmVQo/OWvfhP8fWJmGmgO/0oa9M6fvvvOt78TiCa/+e337j7caY8Cz5483UUkvNvf29unL7Fe14CkTCqHnkMkHsqQy8SjdEJxyTz14lmr1+kd15qlGs4eVgsWDwTMX2sw9K+Naj1oaBx9wWgMQyO0NUZ3PcNTzoAbiDwQIH774y9d3Vj6MxyJZRGywqBt+XiIDEq1I8W7UmlISdd+Gg9Fbwv7HaNojUPK+CwENvkGk4xu1ikfgceLmeKgEIeJjL+nJSIaSCYiUhQGuQ5ibZRFUHpkxOm1DVTP06XtZ3QtMAMLHicGnVqoLkN0CcOMzPMDAprcL8gL3VWelctXrrx4G+V0BaF6laINaq6UKGHfG3s8gCwo5ZEk0hcDb63SIHDhTDLT8Oi8C2sL4h20lQ6+wWUEzxulsAQg75ZiU7sRXiuNWcRO1WUBxZumXabQG+hlLC+mvunzZeRE53EphC2strCyFRHHnLXRDemwq193lE3E1jVqyQMbEwjAmLeKdTR6CLl1HkE0pYY7xrrInog+pMKBTS6RFVJBUlbYaGC++Gj01traOv1Q9RZzUHEk4BunzdZJBdxuyFCCqXSWsUM2PUjSp1gFiX3RWkjAY/wGTVsYbwkzFNZ0LXkuB3/xKcxkDUel1iW9FRIauAOeRmD0sF/rTmT6YLfUekaUkiMwZGDTdcSw8WUnZyYXlnY2d5rVCisC4oCu1RzSE05xyfy3O/K4EQsJ9T/xAAzDslTERPEsV7Pv3cTFcc6noglFBcusee1f+7v/5e//zj9XEw92SCN6Paxuu0UZ9rzUaMXSMSIPFB5ZR+hTUAGRIpIEmMk87e/uHRzids/QzqjA3kItodauNeh6ojJB4V9w87Nn288ebVLZUQOeZc5SQTK2of5vLTP26FU+ttjLzbYQwnlrfXp2ipmG2F6ZTbWiGH6osgUAhx0d1aBEOFfB2FltdeyaagqHwASLiROlEku7WbVRl4SEa2CyoMVmwWqUEbN1W+XGTIa2GeZW+QpTeeII9hZdyqTyTMsQFYDNPxzZwB3qrAQbPVIigr4mFaC69+jRfuN4L9BvUG7BOCt+UMCkUN0E5Kh6uFGEOqnynwpLxZoHNLm8Dl1hcntzp9dsL00kckEvh56uQYouhDIUfqywI/ARnIA9RmONRB4tiad6JK0D0f8QGbRoTEzGwcJM4cc+9vLG6hxeTQVoVWwsbRhnG06RhldbCqJ+GFNVliMylqPr/jExHssHHUNUy2+fIovlRoAytKVUKhn9OhLJFgrL177yx39MmzP8L6vnIUDgAFgivz4h/EQ+Xy2fQbuoN2pHB7s7m5vV6tns3MTi8gIcAZ7F5Nzs/sn+00eP4DSrF4I5oN2OoicyIUQUQOFjsStXV69cvgSgZ2S+4MrSjFoaukyZ7NOYmPV2e+VdxH5SuSnEVEZhpmD47j/eO+v0jqr1UqPL5CowG4x2nBHv9DpG6UCMUywqVqh/eUrN/hn62X3faR2iKSETKvQwj6g1BM8ZdZksRHlEwSg0Aaq/jNgIxBJAj/16BcXQ0PBiJRn57J9/661PfBSF5B90JL/8uc85S8dTRI0jFw2QAGl9qFCFKKpn5ufmMzmYG2oQY6HZyJrIrRPu0AYbR8OleIHiO8VKG6DBwPznKYlZU+GDPk8mFQM5ZePQKyAChOaesJrtF1+88alPfHzr4d3lQuZjr7yMfM1ppX5arprakq5MA2HttBKFikEp063HzR83UGm4el1RnHaDpoYFSPqlrHfOnm83yNYjTAtHgQV1eakwNbtTU5ONi/aRBDokCK5SBFwg/s1aDi0KF/ig2SAjFcAFFwHxDAbNGhI3GmBVq8FuIQY0A2vwKDtZ41+kYweM54ru45zMaWSwSUSntFGSbD2BthHgESk5EJTPZMBYqLqJGq1igeXVmqsIRoHgYDIDUFBs1DTYy8k+2JAg2/2UAkXO1oByE+RApfpVFBEKORyJCum9czzQUR3JvH6BoTYQSEGFOXvGZ5EqMcLGEcTlxrqBjm4tl6GTJ80P00USKU9hA3gXfxOLMtFFiabK9aj19rp+7+N2ddvbbcRjD7f3isdFfCvlUSrkZMaIQPijsaXLN73B6JNH96jtQKNhbPPCZIzhNwYQWFRiv8wRC7zXBRhC9Dy7NaDULJgVUnR+Xbii61UDkryP7QslhX/97/1XX/jdf8ErNDAMfM9qTvKEo2EIWgCbHKYysQwcTSYAIlTH1V4MGH53cni8s7O7t3fISJLD/YP9g+29XRqQDw72d/a2d3aRctvd297a3NrapvvRgZma82vNPIKJ9GcBTbZ3LfiVUdMZMJMlneObK5PzM2mp9TuhWxt3wAvEtpZ2p/GXlFuYkB2TYvQxeIWwcfUMOePFqlUgD+ONJlH2CVQbVbU52J5QscxcMkrAnOujs1LgojObzSDkCw42d2mVY9iuV1u1+iJaGbMTYIjIYZUqDbae0ZvRkwtXNUXU3z0pX5wees8rCBAyqp0KCZAWCREvghhCzkEniPEOBNNJH4c2KcIdde4iEuO5fGlpbjLDA2sUTzIhD211hBjosKQRlRCrmkZI7j4AHwfok38MBaA+q91ApCkfGy2Cr4dspxr6qD+Rib9wbe0TH7m9Mj8x1kq2HeB0rgwJF6bsmEJyz9pS5nqNw25J2xhztoqwERK1/ubteXZjENfmhXl9iBuyjWniIbWZWbv5dGub4bh0N9NfZMJvjvWrch0h2fL8IpykZqWysjz78msvUqKARUaOTGsbIvMkXPlC4dbtmytrK4hKUEq+qHXrpyVQBvoi8EloaNIwm81kr6yvLMxOi/NE5h8OTkzkFmYm6HM43tsu7zxeinV//NX19ZVVBo9cXV+emp4Oheh3nI+mGOUZS6XykVACJkE0lRAyGInzBDs9D87jtN6tNPvHldZJrX1W75ye1ejeZa4lZDYYWcyLZkYmbHva9XudFuRsRAY7VOSb5Ck1rwhgzZxn8FdfeeFn/s5PZeYWqsXyn5GRyGCYtafwS/GTyWaon2ZysD7ycSkhMz/aaeAo3id3UyJvxTZtO0JLTYKh2NXH61aqUAZQwdC7mW23L4uRoI3niYeJhobkjLQFCNkXiNkbLC3NfeyjrybjwUwyDnRw9/7DYDhRxL1iSV0FVadC20KPXQmpDVYD/Bn5rt9+ZWFtnTKdxcrjdgdrGvdCkedJB7wReoEzKU0Kxvp2kSSLhWinDkYYaUkxWrO+KVQovx6n6rpi5YE6VMbcMByhXKXkQtIyYt57s14ncaBgx+4UVwhYHFG03jktOyZZawkyf2VfbooOR5cIS5KJwsQVMsEuF0vkvLM4ydyyGG14ODMUc6VXqJhHuuiYU2udQTcwfFStSC/peSVfLs8MqzEXne1RwBYeDF6cnrg9M+2p4UhANon1Bq1BD+ZoEl4mmJ6YXZo6IRzaBkQav9u5bGufkxVwRR5TQ7IIzSI1nRrR8kXCxqSAP4r3Qy1lp1N7r3J0nk0x4+3ug6d0nRHAUcHGLKIPSH6ZKDAN6PLTx4+Lx0duqm4uGViaFIw6TgEd8wyrabroBkToQ3W0DcjWw1GwILdhtXW3ujLS2oqi+OGD3N7Qa3/6f/Vf/8Hv/k9gyqQd0FewToXJCUwXh1aKGpr1EqP2LLwMsTW1H8JFUEsaZCkVvqTupC2nbkJH4yWzYXdrpCxsYagcJFoKv/SY1SPhyAGySY6ZYXmUM1vOMxulUaMB/LfWJpdmzZEox3RBh7yGLCKomJv4YlbQYiPnGKwJVFqEiqz0dhrNwQd7kRBNFybJlqC9aksYQ0Kpq+hg3mgizgS24uHJfAImsO+bHzzkLE7PzcJFPTksls5KC4uzly4tUMql9bN4VmM/YMphLHR8wfPm4KJ05u814D3S3pgKo98l+FY5kocRmmBuVg5UzkrRTvJwXBduhk/n36DF3FieGzYqR882w8Newj9EzQOYDhWDHGgUEdYAEUnCKw2hgz6Dc6QzVXGqZHTQtKaJCqSIzlYv/XS3NhY+8caLVy7NTxUor6ghyvyW8nutlvyusxBq4LBjYtbCnoP+8LwhzWoh2lBKZi1HgfldrSPfKAFENZCramNUYGl8cRmB1NSUJ5K78/53URymd5l40cqTKv+abALtazOZeAJOFH21L9y6PD0zCdWORjnNspYpCNJxyPmen51dWFohcYkgCnf3YWh3b6dSOgTZR/hd7fWiEU/mcgU0TsSoEabGlcASncmn56ahdfUe3Ht0996T9x5sDi6af+6V+ZfXJ7oNRpMdkZ2II9+oohbPYCuy5yYJdLXOuDYoz6f87+y0SHWUmd5np6XjY47hWfGIv6qUjrvNUsQ72D84PDzYr5WPG+Vjmkga5VK7WurXy6NOPeiRvu28N/T2+sbMlRXfzKTHe/pn1ki095U7+z1TqOUkwxMz+Zm5WUl3qVZJjURHwKB+ywWFIboU0MYmWJmyhwxQt3MGBkg7mdG5rDZigZV1ydEugJIy1Qv+RvO54BlKuUZVZjoEb11fv3Ltcqne+M3f/YO9g9OJwjRvhEi4VOUMT3HBmWUmLms17UB/4PpLL88sLIsy4YINR0MXz9APYV8jEgk0+n00CzTkgwhaDZUQE6E6RLghovWLkb9LOG8cFJlXI8xpyLSqcOx7pneHavXOySnMKYnqwIehPEs8SAzBz7BBTEKMuvSg2axh/ZWlaVq8RLfYCpSnsMaa/OP3gbk6rNY2MeODUPO4WKeDKyk1ETI8XKx642kuMWar1d0lB4gQyzFdnef0xwhQV8+tcD5LLIjV5AJ0+1gWAOjLhdSbi/MjZvSKHDvsUBT2eSnehsHZeRbWpy+s2SayO29hV+WKiyaFPXYkFt8bX984AjJhPFRMbR1GA9l5n06V/uNK8b2D3QqTFrP5e5v7R8clJkxPTM9wfig2bO3t465nVjbopX94924PSWDyM793vpBErk0uzdV32AaSLR1zBAUVuVTDJXbmNtxq4N+tM0d/tOxRaKTVPMW6lZs2BtXf+Pv/9Rd+51chmTR6SNgPoL0kc8luFxFc/TOroeZRa3IG2SMRgA7AIxdiaDL4yhv5MTG57e1B+6xtTjGshTFqwFfPodpzTTZtHDfpO4fF2UVZpV/hsF29YBbW/+pidnkubcI76nR8noFoLKYQSreJtSx2gAyt1dsoSlYaSMuCYWXiI2FcOv2LgGrzyWq5YpfmvKuxO6gpUi+IJdEB7DWq15cWP9ja/eIffQst88OzOm17nWqnXqqlM6nr19cZZ3JwfEZHJ7V0TY0bBhnt4uu2mVaPz0jFgskQXZz4Jq2EgiMSbCNhu0MuGSgRF7WzcajQUiejvvTwonFwhIwl25+gAdalJpr5AzEb8MKRsWkumnTEng77h6jSYk7L7XOAdLg1Gyuz1y8v37yy9PoLV25dWZ7MJqX6T/+BYYK2RI6MrlzOdUVrQ2jnfH/PWMeWy9LGSa9ZMMHLpkAxGiFyj1gCP4HYkSQLrZTlMA6FZ8Hw/MaLH967y7RoplGQ3UouT+GtdAV4XnTNoAZPJZJ/IUGbmJ1MTkxXa52jw2O6JiYnJngCJ6cMXy6tLC4jz0y00zypRZ9sxTudB+3mQa3KliQ2qTeqTAqAqoDmvsZNMkuEwsUFlEKZsWQ6vbAETjhDFLR7UDk63L86F39hfToRGt69/+jDuw/LDFlkB5wV66Uy0xjbNf541mqU2o1yp1nq1iuItZ43yz3aQZrVQbt+0WkyxwR0CL4EVo6BceetJmsuC6DnS7A9RFhBAnqSxfRnA75X5xbnb133zqS80c0/s0YyPpE0vq0vT2Zy1FeiJNKWNCj+c9QjnW09dcsULSCURD48VFXJFNrSfowRIZMyd21xuVU+CbriYf/STDZDcmOxA6YSH0HsxT+hCUefy8LsJKjQ//gvf+PdO09S8cza4hKdRcVqFXDUBP7HXAtzJDqUUPV5hMF4/OYrryFGJiTBXaPtLjYO/6rBrEZVBGmFJAf0a8U3FdP4V7Zumrlmo0ClSfnfKJsWyxAOgylx/RL7AAgIB6mCb+4ewSNgB6UgiUQiRC/woLK5DGxjTFcqATepREYitXhaZMyWGEMXWqEfSgl2CGiL80fPl4j/4sIJiVHIOhxcZiZEIkpJ1zSuRpJrU3QibUcj++oEAB1XKZi3QUR1aAWSOMdudc5x9ueTShgfs5pJfOLSerfCCC6MJdrw9Hd7kjS8Qd9Ugd8CSsWUZv4MgLEsU0105rXNcuspjxESw294qVFbvd7tSvWdZ483a9XdVuPD4927p0elYT+QyzVGvkc7h6fFKuwMrDI0+qNiCT3mQDKztHGleHLKMAaxDDyjQiKyOMm4ahMyMna1OQIlviL7GuLgUg6Hi1q2ZK/l0Ut4w9BDi9ddbqKLs/HPZjL0O47ki7/zP0FcABjhohm5gb6lyhKil2m8CIsPy4h1IFzAMEANInehTAoaR5KizAilL6pkNJ2xNSUjqeW0KqugVvgBUiA1gq/4e4bKS9lJWYhSYlMFcA7Paoaip8ppE9Ffns8tzWUFRMm/iAbuNGcEIKvXV87SQCqj29pdKzPUUpicvW1xYWD6v7zdxbmPzgi2DUUcy9+M7GhzOPgR2EEAaluHB9lYkoD3q/fu7R5W4WTD8EqkqVlenByccp8rq/MkaE/3TlkgVV80kqeJ1QaB5vwiKiMAlJHKRhEkwTceqyY+cEdKc4kHbRoH8UAsMFzPxa5MpxOensygaoEsOALsASBySaNyEi3FFGg3GjKwFmIuVcx0Ln1au6h2zqUn4B+9eGMNtXPYq2E+2A4mMANPWKQD60ewTWvbRHdtYZGBiHbjBg+ZsLP4AZb3qSY5zmZdQq/9QgGZdD0OwkDHlqX2vINhYXq3cCK7d4rK/gFSCBxweRGzbCrPW+VucW6WwYrKYiORrqGd0HB2mGC8e7B7cLy0uHR5fYWJaewcKNjIOFHZ3Xyy8+H37tzldHgD1MQk2isBd2Xj9ZpGPu/uHm5ubt2/94Blm1+YYaNyLFliOkRXVlcQz8banJ2e4g8GnSpKrG1m9Pqgt/mHfXAqLS8MQP7EQ+LSMDkgkLgEuKe8JgbrLwJwF0givUfqHfJFYlp/tpMI0VKVg/TAZ9IgSxQNi067MOkf3S5MTa8veqdjnuGDP7tG4mR+s6no7evrGqMA7IkgXxAQ3yXpBiyNW9/saKh6LJqwyBWSLdP9Q6hvaramkY5UI9dTtXY+70whNT+RRm/RgAsYR/T3SvKCo4XqEHdLZ8O9e/eebe9MTs58/KWXJ1PJzc0dtYvL1hJ3i3euwQ7m03T41CcJnTd567XXM4VJK3E6P2o2TwR34RwYJWyfBESDYOVtqMVmHkObuye0VdEADvRFO4FaiYXn6K25AVGF8AHBIHxrnu8OA1dLtK9RRQ7RcEQ3bK1M/O2juoC3I2Sgv4mtAK5FgIsXsF0mZ6acRkxNBLJ6+UIGa4TuDYAPn8P3CpsNud9YnEYXqVRirjLzEsJdhTaKio3rIGEBS5N8JIYnAJp2RCwfFL6ukXHGMTVMHEIttPnhYir6I1euMtSUMhoLhW3C2WjasxtY4qgqriVeP2dvp98V3PFf1bgtUnAlS3uZITaWl5Jwbtdqe73eqW+0360fMo6CigvUmVzmoFTZYzY1jf7Dwd7xCS2o6Jd0R8Pk1Gw8lXt85z6IEJ/CSJiFydRkGp0Bi+Pti4/W52rnyGK6L12GORIDLfXFC02c0Mj7Vhp9Hnu69zEgTKGp52f+/n8DtNWFT6ZGxkHjvK2WAZ8PdSm2H+/JGWHeBpADn0gTA51A8hcdTJUaBrESkmDQGG5ciWkz9WnMMKIImwY5QpPOMKMlA2UMIL6hcu7KTFpDk+jUAHFOgeUW8vukgldoD5wRGUYTcJ1Mv5IeMdNM12PcYWGjjAjlzBtZoG25JM/OQQIO/uNagUypUjI2PFetVQTwKVlQduZkx/kxegGqnd7h7sHiZPakVGF4MVOHp2cnX3rrdnYi1iBhOT0FHGesyNZhiR+XQ79gbTpsYgxQwudJBYI5xm+EfAxCZCg1B5IzBi8oGfZrlhZiLyG1brCfsxH/5Yno9ankVIJ6Lb26LJzqjWohBhhqdtXCTx+S7TOCGgoh5OvcD9LBteHw4U4JYwYLi+OZSkSaSFMg8lTnFzWddrFYIoNMJVF+sQhDLsOYK7ZY43PgtvQ4BjF3YHPIzJkY8qAldWitORyJP5Pk6o6sOCeYTgsoQTzvnccER0f5bFJyloZj2xuoLMTDy6RT87Mz1MyZBErQRpkTYOjOzv1Gt/Vsa//O3Se8cHl++uqVtY1La9lUGjwDOev9wxMyiJNer4hotVQGADLAtWD2U5WBrs+U9Xq5UimeFVdWF65evQoxRmVr7Sn1vDCnBGLO7uHBVD5044X5F16/ura+wN1j5lZWFhhQpp2FpjgrCweLYbAoImqRYarCHAhxWP3E7+AGnAEq4TaHNZJAklnVOqktWNmV9iJTxxL6ilVh3MaNeHbpyrI3zZC1+z/oSP7p537JBUskxflkZHkpZ8MZCIUgT0HXFktKPTvaxFCjxmkim9vGOdng2F7v+OAIijSxBl5DzbUYZmUzEl7DWkymEygBcLUskCI+8B0ItExRIvBHMlYJbwR4D2iMe5jIZxFHrhwcym34PDWONVwOEmoHB+koyqpoWOPIE89kXnr9TboTeN4KCUXOHwclvFJUapsRgjYB5oQYDtEI7AJl7rMy+7JNNxAFkpMz2qVcbK74gpTCsCk/yw6eu3dY3D0uIyqBU54opHEYDAEiCwxFwtDVu4B0rS7jYvijaFyaV9KRUK4MsaJsZQBS5/Kurq3gazFcPD4sDYioy73Z4BtLM4VEAoUb6RGq6G8DEon+An5I8ewFGxKOknbkuFI16ENLI1KwcRyd2VVPm28EdzLs7c/Hoj9y7UqzQoOokCiYTDgcfIwj0al7weUhFlaZjZa7HYNa9pdjDGA8G0XdXk6qkTdqdnsqBIWj9dGoQsRKvZSqeip91mw/2NzH8LIz0E+soH5lAnp+mi8WV1CVONzZNIyNdoHIYgGnbD5fHzc+mVyPoDiF+zLGBilZOGJeU409Ipur3cVibmer7dLHU26ttKDURny2n/sH//gL/+5XeaXY8hcDWatIFFMgyjIyp/EYNRHD0nwwHflgAkk+nb1J5wpR1FjGXmmIyLxSgsXIm2yWOKTy79Jit+tzDD31pbq8wQUSFidbtd1iYwcf8kW1dnU5n0mFiF7VPmyTR0QLFMzGYTJFB8p/etBymAI4rTkUHMwqlIYJGVDmMBglpMhknQ8SKZpD/Qw2NrFqV5+RlCCvYqvQZ3FwckC4AymK7ZeI+hmrF4nEXnjhWjwTV/GwXBk0G36ah0QLHLTJrbVVhphVxLCzseBcIbo4lZjGBdnzIUhKYe6Tmo5CxcWyyn484F3MRK7P5gpqVZdMMIZSXAezu2xs2oNEm6SLedCzFl0/+EcyzdAB+ouHH+yeFBsoV8JUDi/OFsjmLTuVA1XTIOPZum2eOXI1FvsaLKj1Vl44How0ZkVa8GvDRc2LOC47yJtiCEtb9MtFxw5rcX7IDgRVc6uk+3wHkB1b3ZnZaRvwKuUERQ8WH7A/sbeLCwvCPeE6R+NELESZbRTpJ6C8eO6//wwH3aw1ST2pjjDJmJaXXAZaVbxKq0SPieNJPBPhMguDQB34EnuLPhrsBQEpuwqlv4++enNtbVVK23qiCtDZgMVieXNrn8hjMhNdoD/wxvrylasLCyuZROqv/NTf+NRP/PlXX3vtxs2byD6aStyF64+B3MQS0p2E/4CmCf2afjQlhtqiI4XzvqD1e6rshT2xCpJUNjAsSzHfy/nEVQ0BhiqHk936YUfyy/LreA76NnOxxYUcCZTkilxCqHKdDUjXcmv3YtHcXFbjIo2q5fLhHsOBqUZI1IYrUOih8QgqEgDiIjo5PzVF2ttuj/XiBDLSLSENNRGPeJCALgSa+OWNyxv5fOZwe3NxIvPjn/zY0vzMzjHziJjYpS4hTpuJftmcbEmPeFO5/CtvvhmOJZxct0yjATa2x2RkWAqH/IA8sq/jKPL0+xIQj6oCr9bNgeewVGcwoIUnIAvsFoYckBgGU7EE2nBPdw5qDdq0RxyfRCpGnKBhMv0hdCesPN3tUPITyQTZn8nBic83zkZUt1DqxNXAklxZXj4+PkLlBIUGTg+SBlAtHdF2bX46H483qjVMmPqCtbxmeDye2ZmZQq5QLpeVdVKqYdYg4mCWQSjVM3KkGX6IEnpUdL4mwqP5aOit69frFTridXKo3qjeZ4gJxxIx7LFxVnhm0JKOkiT/BcJYgUmOSifNmt5lE2UQeVQ8V5IMelvoLC1y74ztRAQpmRyFI/d3dqtN1UWJniqNtkIJBYG+zPRMKpN7+vhJC56b6nDMsIpPJPzU9wyqsbqAReT2Pe0g7jCb4J4RbYQz2FI6yNCF52MfNHaFgk2elxYsVhyO/uZ/9o8//7v/gltQV9bFgCFxBAEK8IVuASOZeaVMJRUJq3IzChCdljajS/tkf3gN3pBwzOaKmqkSXCXJLAuR2OpI3YgoYGi6uQh943TVbJcqKTdzBu3KFlbT12X/vfSXP9oqvv/oZOcEduIFZV7Kb25YvfWQndvcQ0l3y3eZiPSYXeyC6rGisQBfgZRKfJkaBzbiR5uJxl80yAzMcVmdGUv8JfhLNMYI99AItGrAeBKmXbGjJnIpwBlBqBetN25tXJ7NTyeJf0dHtS4zONhRWJhkzE8ZfBYGEWqgE7T25xYXUJOZoF2TzSyd/04XDagcciypwHye7kDJu5OHmJIz6tFDjYZjau/Qi5YvxXZ1X4bIY/FucYnjhgO0cD09au6V2qDJaPctMlhlIkuDlDVZWucmyZclbQRrcG1xjY50YJtBNW3bv2472+nRsrFwIrm5neXKKQ4tFUFAO84dAIuSLASQS2eEFWwn9Iyr7YNiZWp2hg1Cbwj5KBdgIaJVvYaeuRm8apyqZoLJH+EQBFvKLYw7qHQq2492i9sVDhjx1N5RqVqGMt4NQKxNxBHU+sKX/rhUPX7p5uXbL79A4Z5GJaJWg2uRwwlFqCJZKpBKJd987SU6e2w2jbtiRDQudnf2zyol8pJoNDm7col5MZ4ws6QnEflBeHBq4cbiMvNEbr32xpuf+szbn3n7x1555ZXl+bkMeVwknE7QQxYmvSblVn2A9J6GJKgOfU86kURaBlEtHpxCn8EF4iU8qtmI5+de3PjsrUspNFIPi+hw+lM/VGz/lc99zsVNtNysLOTmZws6HOKhK1ozTTlHADEmqEyL1bt9XsQgqfLTdIOB1/hEEfS0G+VINIsU9icTDsLThRwoEBLETUabXghjduVMXIgNCZUJYY303WD48Y9/9JOf+OhUPnltY9l30a+dVegf29o/xh2YTKj4OfgUnU7LPcGFb7/xpj8SG1dlXbbruqVsG5m303hZivvkDWxL+mRJcYiWCKY8vtBRrVVUy4orxI044WxboiRiB3bWs+19UH5yLEw2SuM8xUpJQsq8vQDVaBQhFqpk+JRgOEgCXq+gC83GGBdo9dm203GpTEM7PjllbdU1RXVuYQGuBvuVBb28OIsQIN5CGmSsA1EAh0xycb6VpaWJ/OTezh6rxKlLxRNQOQGLrEtRJUOzVgKeRMfiqQd9+YSXhtpXr1yl40iLDXeACUXwyiR8oiWRdr87QrIv7pFabO+YRWZ9xliZKYPZTchektyB4xE3XwT8Z73ucbXCwQtH/MyD2S1Xnu4dInaeSdIU7UFUVktAFpVMMWcMQG9ve9vB2SmmjWWCaaaWjlE161sRljhO4ozdrHTD7LABmSbL7tyZsbZEtnawqkALd8XjCzeCr0m0/fw//Cef/91fg1imyodS4Y41QPiYTkpewp6kKEJcyDnnZvH0Ym736WkHfoTsN56CgwqkGlrG4JsFqzLcGn3KRxsTW+smI6dFM887NlAutNEV29YSDCnFJtkrP1rGZ9Xmcam7Xaw8Oy49PTx7ul/dOkScqb26soz6nITRqbFhvjgyqtkYWsbTsI5UnqdyLpkVI8JbUQjgBT0zBIyS6RQSis/1emRF9QLrl+DfgF/wlvl0FC9IVyLnzt9uZIOoKHYoYvmj2cUr16/euM6HffB4lyqjpvX4vLPZaCERBYhnxYiUeOwggswj2T85OSOT7p3TkJyBdRkLpaNBqFncKv4Pw4rQcCwU5bixBxiwUcGZoGoECh+kX1LCfrRbs04aajkYluAX+iG8JhBhnJvJU/e2ohRi7OQKapjVtA9ljV1OXyoZc5IAzjnYjrD1tiK5swN6Ao7lYBmItWmqsuPAYVf6VVOciyPHklkM3oCS40cP9PHOSW5iKhwLg4qbxLwBrybgg5UDQVqcnUN+AXVepigQW3Qvus1Gle6ZkLd1unPaqKIo6OOhlqv1zZ2DOw8fb27vYjCqtVqpAY7dY0bhxz/6yuTk5NnZmfR0CfUHQ7AmUmdwQnrFoD+88tItqje6bNs83CCCM9uoCrabvfM2tmR2YS2WyKp3g1S7T8m+Gc9MjdQTxv0B8XBp6emZ5as3br/50Y+/+bG3br384tUXri9fWV5Ym0+nE8C3ANDEIEgJSTXAFwBGoEGPmQrL4eBqIDzrj9zOxj55dSWRinO2+qVuwN/zFTo/mJH8yud+2ZgllMs8V9dnafXQHACTTOfLnVHVjV3jgpWngKeglB0fHrNLJISjRzL8PnSiZ0b3NUPx4lGGdPEka/V6o9EQYoCsiJPBMFRCMYSlJnwWmClenl6ptz72+trqktcf+q3f/P1SuR7NZiqdc1RrjGpEku1wGKaB6mghyP/iq28A+lhiYyrz4rI6K2NtwwafqrI9xOSFyZTpit85LGLvMgBTA++z43JT3QhGEzTWL3Abg+KQOjg+Kj7e2tNAVmZIxCOZTLIm4m+TB4xfoTQH6MQUJrq49H0sgq8sn51hi4hr+UCL5g3QsGUUHM845SBYsKdZx+fUjQigGPbSIkIPqXK5JKEtRV9DUk/3U4VcDiN7fHLCVocVszw3TxH7FOxifJ9WFTBFOarGANaQGVKh/kuv3ri5eqm6fyyfjWtHEMzkiAWLGPnNrAq6ATb4iTs34bnnkb7ZQ4PgDYB3R9C8FelmD21wHxOFtlDpazVZh0giRtva9x49rXYumF61sbpMTAESCPQLizY5MRmNJei9YN4M7w9COpOLTmbovhI5wo4HYoBj16Gt5hqFrTXHbN/Y0dnTtgs0kg9ragmLUXbUzK5/t1Y4p/Sn/fULv4gj+VVe2EFL6PycIgGJL0M4gIvplUPMAhRLfQtqNouAUIeDYUZUwPCWuLh4Beq2V8Rr+1RxiV0Cj0xSnZrFAnZq9X1dtr3O6Fdqi5HP08LapTpm4/NAWO6YobChTCKAeQXk0aoyEaeLhhDiuwh49kvVc3SsT85axUqj3sIRQulRnwdOXBmV8SEENdoyWXSlNSQoUZvchYepYbwMBqiVE7UYXJjjVzBGAQI+rHeCxPmZSXzCRasxGfZLLjocuHH92tOd4q/97p/8/jfvvP9sG+Y9yDwjldK+4VI2tjqTurYyHR6eQ3ItFysIw9Spx3AWoLZHgtmo5hLxttLp9wQG5+i3DBjVQ6tvNkVhhaMYKDVoaeohAAODC2lA4BWgOkZ40ZFOM1K9e44jQsRvfmYC/Eebk2ZhcjQ1N1JctyklFjVwALEWjIEE87AFNpxJNkxFBH09dxTWTOwCXAO+HGfHkkJ+ws08GVffDEjUaYSkIxXq0eOt3ThqzznK2lKX1sRGF38ZI48VXlxckHo/TM9gCM0niT7R1NloFBLnE+nzBx+eargIbbD1hjSyQoFWt1cq1mhT3N0/RCxyaWn+ysbq4uxsLimZiQWUdxYWD0+OW+0mgbWgzkFvY3X2yvoqYiq4BJducW2oQYq3W6wcHu7C6F9bWYtGNY2ReyXIO9jcTySnwnFoRHaELbaxkAazTNsxSonT07MrGxs3X3zx1Vdf+8jHP/5J6vAP7txROo5Q4cgb8Q1mfYNXkolLodBkb5Ri9MZwiLBNit4UzLp2WtOfGfyQI/nlz8naDTyZRPDS0jTpbyjCuE2VJFh/97senmkY8BjpxdvbRrO+YQ/BZJbNuNvzEZlRDBTNMtNMTaBYikL4Eem60yeo+1ELoAsRCDQERwI89ocsJaEC9b3l5QXO9m/8zh98+U/fo/a0dmWt1mps7x8IDTOGjOWhnD0N685Pzbz0xkc4IAZxKirRLnLD6XRVtnl01gV4shWg7YL3HJ01UJFhKDeqAnvFOvL+qsdIVGwE547VgGlHB/uD+0+K5ZroNL5RKpPgPxC+EaSRlF44ILGJUAgPidwEEQlfRGsnJ8c0MqJUS4wtQXISCy2PfpHh84M8Sa4b3wPU5rIltu7G4ux0Lls6K0raW8F530nas0Y0Ldaq9FPWzKvLotOtSqumvK9a4BS0C0xC5koyYMNocFRIBn/2f/v3MoFQ5cGmqpvSXLnArxLiUvJR9cxCMTHgjTfjMCML+a3/x6kSWwYA7iY62/gBu7I2XY/+0nD0qHTK4yCCiaYym6fFJwdHoXBsagIac5iCNBV3CGaAKZNzC9Bsjg729TZIgkaDCxMA8hxtseIsTgf2UKurfaALDAn3bL+Z5Xapkp1gh626kgDWxIFI31ciMJ+iwoIj8Hh/4Rf/8Rd/61e5W44HqQYlR1OgkqCyJcR9ghXCferJ9lzAJVA/pN5MlwAW2myN1audhrWTXLI0GHcoaJ+hQVymy0OMcWZ4oAYm6roctGXHxwJkzM1wRMBJXzdibbGAhyFETDlEeA/IEUOMUirQK46oVKlt7xafPTve3Ck+3S/tnjS3DhvP9ssPdyqP96u7p3Uin3oLbWBJe5oUkiA3jpWJ1fdw3wQM0zMz9LrgJwyfNmByfP0Y7mAsLTYwBJS5mUJwMFyZnmDOFtH06pVLpU732XFls9SoqbjmWsSl8ksNZHoi9elPv/7yj7yycWl+fTa3PJkGOUB6ciLFOO+Acjvym9GIcqZkwGk67ntq1AGwwDQaIXU29J5UyUlIrFEMJKFjAhAJNJk81QUaLYNdHB1tiomksAd5XmezYT/K9VLfY7OB+Ng8BwCQUYI5X0hbmlKEmROBMYo2XfgmfyJqg7lwFdZ0N7I8Av0tSMYlCwMze2XhlPG7iRMuPIFHm3ujYHB2dlZEMU09Vb+ReWST5RkMZqanUskkoFY4HnMnSD3+Xn+nXsskEYA/vf8QXgycKLptJPCMj4XmNj2Ru3H9ci6dLh4dU0BcXFqYyOdkcRGcz6dmp2eBJQ+PTqUoGAoimrw4k12dn7cKvB4kQThP9ei4iNbCzvbOUfF0YWr6ygZDw6FRafZOp3nxwYePYD4UZhZsZ5q9fB5/WXwzZpYrs2ddg7F4qnCys/PBn74TOu9Pj/obPv9r8dTbuamXItFZb3AxGpsOhjNDRAl9iXh0RGkA3IPaMbW3X/qlXzKvPf765V/5nGBctBPSieX5giAVJ9zoSg7Pk3rcBAbicP/w6OBQVTIJf+Hp5CZd3qisUceOH6RnR/+jxoawjAQ6CJO0Eg4uIwoViYUnafoHMOpA5ERAgvfR70uo9Xt37v3pt76L/vjNF69/6lMf3UZgYXevBzXFWDr8rCH6yt2n5hZvvfI6h9Qlstb5ZxCVBYi2+AK1HQLAsYOxU23RTYTHQnorXqy1SuiVEbRLWkpWgYZOskWaMHe3D7Y393kPrhYaXLaQBZujUAkex8LwNyhiEo/T8IO4IMI0bAWCkdPTU3lGFUxR3g7wtwLynmMjGHH2hwrQlHZNn8joqziSuelcRo5E9CK9fxZhfPQcAWp91E5r6OCpdcTrp5UarINRWswBdBCwhV96L03YQ13cO7h97dKP/t2fQYytfOdpV3VneVBeCHNfoy9MqAPzDYFfRHpTOLayrCHJ2mlSP5cVt6liWFDBKjqcqtXzf4S5d9rtrVqN+j5JXj8Yure3V2q0M6ks55XenUaryzjb1siXLBQmpqZ3d/akAiA6gHc2HZ+FyqlyDReh4qllI/qy7ehqNKaJYnC1QATtG4vw7YE6Xg6mXzQgQdX2rJU0G26hmMfEcjyev/2L/+T3f5uGRJv33kU6vQsKh6U2v9JTsQKkToML+1gubhlukASj6+BaQkhkNsbkNVsbXZ37JcTAlMXlP6w9Unt7/G/2yu/T6gwtJMj1s7NX8pG/9vaLf+Mvvv76C4uLk/FCEhm48+FFk7JzBOImmrERciOcPYQaqnhgNwn0OxlXSBUd8iLjEUr1zn6xvnlYfbxderB5/GjnePuwclxEMZZ7lEg/Hbzv33tSa/Vm5xYy6TRNPLgWw9bMzYl5rQVS3BOLgawySXiRkSapOOkqXEtys2+896RJhYYONJpx/RHuD0ngVm9Q71wwCQKBv1h2Ymp1aXJtdmZlfnF5bXFliTc4OK5uHpwg70MP9gtrS/gB2r+8UuaAukJBbYBBrYLm1bt0FeBI1Gmoqi+qRYwVT7CIvB6oMZJMI+5EAIrxBf9lsimjvXIpMBU6tSlJ8ns0k4xCoKLEyP2C2zgeux18jUkxmhr/1XkX8mv5mhwE+9adOLn8cYRu+0QLInKDPW9sF9J8Tyj69gfLiyuSiZe+DlQcS3oNtiBRhbo5NztLBEnMbXKrTq8MNaJOu4l4XfvuvdOTcs/sHZQEuS+k+knLEMuayBdeun3r+o3LvHhrZ4cAdLKQh4emlArxmEiEwVYw6Aklde+ZFFkmFoNkAiCdnYby2/7RKQNVnj57BmX0yqX1javrxOxKhpF0Or94trWFRNzy8io4swB/1wT2HPhVwqwBPRZeKJtSafHs2+9F7zz8sYnsj0/PvJWZfileWACuhmuFbpknmBt4p8HHvCE2GUfOn0b7JAG8+GextqxDFMWCmakMKkpyJYGwKIA258FOkBeq0tHBEbbUnSaHM2r8glTk5NKdDjNnjP8j81ur4UQkvOfgb1elN0kcUSgkQEmnHpyzaIjslSEIPF66rlH5ooLLGE0cL7Hmi7evb1xZm5/MTKYzm/uHsBHdJjBGFv/1L6yuX3nhRTIKw6UNhrGQAXxDSR25nnyICTRJV2PEeWsbgQSfmk2mjs7qTHJRwd92FGcJc5NNZaErPnzwhMmgqvz4RoXJAjuhWq2Bras8jhwe0z5jqGv4oFrhKxGOAyclmkBaV7PG2XnDPjELk5HIJjS0Sl9sKaGflArJEwBSzJBdIGR5aWF+Jpeh+VRFYdPlnp6eBshQSzYDVBkYZ/g4D5FmahJk5HUB1EydwVk2izZFI5LM5PXVxTc+8mrv2cnZs/2WyIpaGnJMusCMG23xGF0QZBtqIzVRITsmRpnWeQJp0VgSYUVAiEBgBrdaQsMH1byj+6RmlBmiwXgmddrsPto/5GVoQsC4OUIx/HyANnM/FM7PzlF7PN7bE6Dv8SbD3oWJGH1txreR5za7bwRYK5EYKcs0w6wqZ0GJJSCO3eUwCBcdmF9RGqkcV1Q+4lRFJ1ZhNo/j+4X//B994fd+HQuBxgaZHn0CmDOksWiqoNROwYmatiRsUQ7zhyFQoHtULjaxG65Z2zyZ6aW7UyfLpKOgHj8TSeNPJBkW+dpjcGi7mp0VtmrOstuQw0E+6vvxj1/5h//xj332My9sbMxcvTx3+4X127fWbt6YX1+fmppB7QEGLVJd0n0nX7Ig0sJkKa+wTcBFgoyOo/aAOm6IobjIzQ281U7/pNLeOqo+3j299/Tw7ubJnWcnu0dsyAtynbmFWSpteAt3J+aTx90oLA48EbQNz0o1mjUY59BoVmYYxzTyvftkH2X8cDSAoKPpRQpQYp2ZWlo7Hz7ZP/vOtx988J37W1tn+6fdvVL3vc3D3/uTb3347KB8MUCD9xqy8+EwLBJMJsXcFsSQYR/GF5S5YqOD0conQ7CHMdyamY1xReUMNie8YYJ5COQT06lsmpIw067oF+YiUZlMcdaoQZDH4GEsrjc5rhCRBOstYF1ByFjU1R7E85TQkduVZCiXFQRsDt/qfloUp/5LhGnERr2K4/Bk97BcbyyvrPBPophqgjt2XDG1wfsjPn91ZQnLiJlMpTJSUkAorE4nOHzdMk/v9KzzdLMEkh8i3WN6guQ5qI8hPSV5MaidOPL1SysM9ItF4kdHRbYuOs2RMMNP+9LnjUcPjo/PKvVUOnH7xZvsjw8+eHh0WrVRQ34JeNN9cniMwyAtuP3CtY3L6+R1Qrgh+vf6TINB1SeXidNrwrEwkoxj+lslz8pHdv/CXLn7fnE/+cGdF857Mwzo1TQ5/H1tv9l8p1b6k/LZncOjRrUUgkM2RAsSHco62SYjSzR6+gcykn8KtOXsr4KXIfqJBqrogZgVVjx7ckRz/Slm1FJ4uw67DJO0sIKV6MI68bLXTAdjEijxiYg7JsMlky7/Id+jE9nHSeNFgEHox2XGGHULmh95TTQa5FG1mi3oBdlM4tXXbs9M5ia9/rVAjNDs/t6eaXqNA0B40fMra+s3bjiJIYNIdfDNamlhBQvr40xBGINInRh8Ti8b5OIp5q2dlFHMtGqcuoDFpcEs4Uj2tve3t3f1AJiAkogyA6cECZBSJtEICsQBP7uaqI5VIoil8kEZIByLMkP0+OSIrmPKo/wgiDMzD5Art7GGsjbsBKAtHIlq40wV0LQ4KDGelfnp6WwOsQoV9ESfDXJrtGeAdElLVbCdfhyXwNhBqfz4geDojoRKqxtUminaim4SFZhor7foj6bOPQCpzXNm2wkNUo1LRS4GcoD/EnNeNEY9yGe8oZUqJfRCGiXyuSlY4VNJ5iEhkEtynaSy0HD0rOFDd7oPqqWBf5jOpujX/97TZ/WL85npuXqzRbN0DW9P8OD3MzmKMt/+7j79Geql8o6mUsGpLIwU287CFKzd0Xg10o9yxEYTmxLoZoxZ/dHstAOnlSVbkm9ps8qJGsRlYLCZPCvKj70u0NZ/87u/889ZOY4u+gH0YbJJYoHIRVcz3/kMzc8gaWYpqaL0wK871WoLXV29lZUhrFwuZonR7wyxNQVyOVV15wmZt45E59DUe6K1tOTYZrUjV9O9NJ36T//6W7/w059eWMhr9DcxKh4c4xkLZyYzCxuLV164dOvVyzduLV9emZmfyDAywEfwQGyl/mKpybAQjBhUl1+EyhyjkMIghOlINIVQN+N04thXpXiCtIjRuSkCkMEFOfTMzBTBLLU565S3s+G8rNlXZvZB6jg5Lgc6rbXleQSRsKDvbh2TPqGmc+Hxw18zzy6SJKk0v/gn+m+Ltc6Hm4fvvP/oG999/9t3Hh82LlpDLzgOU/aYElUs1ZmrxJFDpYPuG5KJQhYujL9Y76SSUZTVkmF8ANSAPjKzkFMFdHPyKcriK9IpjUvHVtgqY2DMPjqUzUw/f20Qk3HYeJ4IDSqllol0/sSiWYO1naHSzQoMtzOuvxTl1AVgwkVlJZxArXxt8NH+0e7p2cbqJWKmNkAKzsp9uTKefQJ0NRJx8Ga4f8zoBHZGHrrO1O0Bk11IUWI05CLNhqjMdF5yOMgW2wkaEi3OzOZbjIKu1xE7n5qcnJubpvDAHDBCzFSa/JBTMEgTagUiu/tH1ATAbKqlxt17T4+LiGhXIHYT3aKiBK51cnqcSoRffvEGpRqAWbc9Kc4CWiCLgmuGXGfFOWsCM4avQ2osLmMl2YbtVuXw/OTw9L17f3Tv3lcODlAohRR2t9b8Rrf1lU7luFmf8/lmqbqnJjsh336Zwb2jCDPxWPZY8gcdyX+LIzFzCwKEyibXw9ZU4MpfaLJ6+ejwiOLwGPlQjmh9us9JWtYy5QpaDo6UBDQlAGmt28Gzx2+RMOCyMTQx5BTxKMVjmyi4KdinMmv0eYoKXEy33XzhxrW//Bc/u7a+BOv58Nvvp87qJBFPSzWEBwSrS8AqlEihgDm7cfOWtL3UL821m/aOHWs70jIBpjqhY27NycZwHQ5TqPUNfeUmIbtlKyJWKZGik5Ns7N6dBzXk7TQ6bTQ7N411hymhxMKgPMIKOF1ko4S/7AlBW9JdjoDqnBZPkAgmF4bDtzg3j2/gyZNnaEM75hsPAVxLG1lzhRDopDdofjI/m8uVoIcpIMWTMt7x4pzJGCYV/DzetZJsb9CWtpWmR/BKa/GR8DFe3MrC6mznA6rbh+gTML8XtrG4jEC8NGkL6GVG1kUTIH3YRYoBYWkyHvYZ68c98r3NhVV4Ru8EtpbYmJgc7IUZQJgrTGoPjmarfthtRhOof4Xffbb14fb27PwiXCP0sAWCW/tOOBEvzEwDypVOi4ZHDqkKzOWCmbi0O4UFWBzv2keNZCcahaYjCioS6IbygJ1dHWG9VHC5HXfBM9pzrp1Ccim2SDI7tttkeKw3H0fy+d/6NViNqNDBy6NumyCSgo6pEggq+CEVSqG9eWnC75Vr7dOzlp6QBlO4Ep7tWpeHuNMn56eqsTkyvYz3Ifiy9MFMmGXb8jy8otdDUOknP3r1P/2Zj3/s9Q3CfyBpbU9tRbV5aFnpKCGO0BjnYDITm56b2FibfeHGysc+ehOS/52HO/oR+2QxltQRBUtWeLsl9FROqX16Y5oxgWJ3TMPd0RjR7PYhO5kEnGGjs9NzSO9AntJMalZR3s2otLKuCAUlGDVcqTVnE5n9YvFP7z45aJ6HNZc6XKdiJETHVGrsRMFLMI/vw4wy+4hgh25DfyjKSBPaZ/pg6DiJILHOOc91ajK3tDCP9B8ZVCrOPYao3aDowEgTChuIWoAEkGZRIeFJSsyckSnZDEdalt8iB/lvS8MV5JkFNIqIg6vkLOQe1LOkIcGWuDqvYT7D2j91sO24iYMgQZs+v8OdoQgmpqgAU4sFbBQDscvmfpGyw9qly6aCwauEudt4N4PGrUkZvVcKgUgCYx9Mopp0ncgyqGEo8TRk3EEv8PDhs1q1TGfO6gxXPCw3Fd0gGnuNmeQzE1xzqVzFQOZyjAJPQdoFnGBIGuRsRm5xkTxmkG3g1kNGuh+e7h4ccBSYIP7qmy9x5B8/wQo2Dg+OKIBNTWRffemFicKUuxfunXyCSi3GgzM/O1NgbjhxrVXceXKMDHDBhG3Zi8Z57ZQjHJ+Y+/y3v/Wb3/kOQdnL2QyjNL7RaaIGw7J9Ihz/VDI34w8WsoXjeh2Pu7C84M9PPux1G17Nyf5ffLk83GENrYvhw2eHz54dUgBHiGfz8bPDnb1ui3YHHWPliObLzJs7QsCYZucibnfeeXY8ZgUZMnDKM5RRGvqipAFcC1p6PEIQz1BZnhPHO5sCMhWJntREhVEkgRvtuRk0VZI0sn7pK98+OCuTRsxk6I0fJ2cAeEQL2Ecti7GzDF138Id1vdhlqo3e2i7YK2P8RMoRSL5fIG9u7DF5IbFCuEBa5SOQtc7OylUK2OQfOYiYkSgaV4B8tqdV3RmP2RZSr/zG3bbsncwZXXNWcx15Dg8PwUv0/k4lnCBaYnAuNJLhNjkEscstd1INxLAHFWcB9XXhWnWZLVJUyhM8IITOKQ0T8ssMKKTXjauCzmsMTeE8nw5Gd8rlp82aD/QGhH0waPT6FFGL+LnzxlG7ctSqHDcqFRwgOWafRrQLxJrONYzWRlmx9YQZu4fF4JZRVCJItKlQZQuxZKV2EzgC9gE19vceP6PpZmJiAm44TwQdWPW1gsBk0tx28YRRYdpcMMtTJKCUcTS7U/0RBv9oNBA7TQfWJPENz7KWWqu3WdShlZQ/MWkjp5TnJEhcpCjTaNi1uoqMNGxIt9usGE+yFmyGXgT5mzSSs0/7NFNqSJEksUOfFxB056J82uAd4cWNMXbbzxbrWkri9N8d9OYobOZC1MSoVNYeqp6cXgitJdHvfuTS5D/+Tz7zn/2dt69dXvFEogNE78KEvPyzpIvQTqZ5ijE+kouhjMVc6HpngH/3DaOpSDJCwZIEwAAJD6eJeyYE4aNU2DFHbLNuxTrSeCmY/hGNGZOhR00X0Ss6MB89ekI8BDizsrIM8m71JNXkMKyMC0M8gbHtLH1uIhdZWnxn7/ju1tFxHSTAO5FUqYZqvg/hKKpgPtRN2bn0wsip4voiamPXmCWk21B9x3uBoeVySWhIK+vzK6tMGc+zF3iQ6IGo8TIY5awg6xuGVchscHaAkExUGqlZdtCgpYnhnKNog3Lls23tLW8wspxzFA7NtHxPC45h0cx2Ah8z9EozxpmH2nAuBlDymN9eqaE7hf4UYt2tWqtDwEqrE98TqNn7O8gPy+Pf2j/dPjy+tH6VrAktZJZH49gJriQ+YIMkRyPKObPTU8ghogKuicDgOxT+eggre06Oa3c+fPrHf/T1L3zxDw6O9gQmIwwrJaYeno5wGVZFAd5nPDbNJLJChjE3jx4/BsZn61ALAbzb3T/50le+/s133y1XmxSHPv3x137805+EDMqt48LffP2lz/7kj/3Yj7/98u0X1W4RCFAzymdzTALTLWARNDybxkPwc68aFbzDc7ICLlxrURn2znAdFJFlL3r1wdO75Xf+RIMkUvOjQBKcfMXv/5HJibY/8Iet9iMUW7zDQm/4Riw7OQpMp9JB33A2Ed346Gvpv/NXE//gP3n1c//nyb/wN3/IkVjwJaKnDd9houvm7tmTZ7ubW7twD80VuwZEHVNwB72YsykwQlPHjMplkYOKsuArDrq3lGDcJGbSsi6PDLLdvUJ7kf4kOgzicy4I3vI5Js6JwdXs9GCh4Xyorn949979x49++/e+8M6j7T98ttWFcStBH5kUtjZQa6ODWTPSquWuEv2RnTEDaPC6+T9HtZCdceVaEc2oSpOk21Ri3CwHEDqIyPmih4SOj08lTcx3sfDExCQBHVgBh52tzS1LzIqZXIxMcL7TITJSycGqKFI1sQY/ScAJYCCFDvWFyDoaIgJR2aiMSjZ1SRhQkgYWk0jTjJhuRiRmgSOmnqjaNoiFHAkolOYq62UKRkV2UK/hEIKcDZ7SRCqWA6mvo15nv1mP5TKMfVCdnOHY8D3OL+Cet/vMzlL/uHSYRH0ggtCDE0dCPDynygK+ADHGFwPlCAawaei8kGXQdVvH6o7OGRqGxPGHO9uVbi8eT2IAiD3p36R8yvNFkyEaTxSLp60mSk3y51i6LEO3dfKd5KDaA1j7i+6wzVRrMW6ZsQMAyBK5hiTu37Al6RIa4dVYUfZmtm6OzmFUX3w33Ejz4Lg/XKyUmK0JWuMRtVWBQxk7dtGt0S8ZCLU7xOuMGgJPCNPbBTJZKvKIpYTpIiRnuOTTRDtRoV/2zHkPw1RUFkTcjn4tm+NpmIoSFZ2Q3mAm7v/5z770v/tf/4W333oBal8/5KcLSbgPlctIqE9qlkZmJMysP/0cMQFtK2RMjGg8H3hag+LW0dHmIRRUAn8rWWkZRCu0nkabdSzMWS5DIsquyUtdpux/rpQUS1mM339Wb3zv7r27Dx9wE6srK/BsbQ1p7xCCCWwjLWPkbrrdSRi+a8tlf/Rc/KwoB7TW1baj5B2IQm0jAEIPmFQ9LJm5MEV0pmZwBnqXCulPXF2/BHsp4NcMT39kYmL69Rc2bqzP8cgeP9kc8mgoMfuZX9fB0sHRYkItureUqLOZGKMqeZ8IevKZDAwX89QuVOVBaHyVcdW19Pz9uEtNjkVfFlZLCRDQUl1inR5uA+QH7XAGdZcQisF3NHEYoroA+mnmBTvGRtbwFjaVU/mEaQgHtvaOtg6KqxtXwAfYEIRx4sgYA5DPwcDxPenC/MICOMH2s73SabNS7jx+svO1d+7+zh98/X/8V//u//3rv/3//c3f+a0v/tHDrW2s8NBDucHXugD7ok6gSVvZrEZqsqy5XG5lZTGTTW3vbj/dZCp7UHPb05n9w7P33v/w/r17Z0dHdMwl4uFPfOr1H/nE65cWFpem5zOMEu9fQDf42Buv/vnPvn3z1hU4w/gnXScpINgBEZlxfFh5VQHDUZqFVdDV3AvwhQsbHEXO0hncfXfr13/tvW98FdqiEJtWfd3r/8kXrwUmMn/QLN4fNSvniDe2JmjajyXytNv5o2xO6niJj7wc/NG3w7dfCMwvFV557YdYW7/8S2Ogwc6Q4jD5BjIXOCOmpWywowA2M9kGsHptwo4ASx61Jh8bXcpxvQkScfi082BjjWtmfBrrmiKuIRmnEQnxXbEdbGC4UIKAH/V0Bmhj9Ql9GCvJoUAuhH7Qb3/3ffQskjPTL3/sNeb4sE/gGdIACAJTb3bml9YotkuZ/XnV0761i+UAOu1IwQ4BAgt2khlznQpso9Aeq14QXUF6PodQCZ1z4Ll3/xFBOvc3NzfHhUN9ITox4Q5AJAjJwkHFkBILw4N6I1PUpG8mHXI0JpBuhHMpeXhuihtXHq3WAbRqiCP87Blt5vHQJoEMmNcba0szuVz57BQBTo1AsdOkrU8MSvYP2Sgc4hKqzfOWJieqMWltZjaquUxNqmlZ+GOhIGEmd0p0iD8giGIw+O2NK+fN5gWNCUy0EUWLBbnQ9EJmlqhtFiUG3JeK8NyPAkipb5vyjUlwmiPxIf7PvXqDiVFI4fwe7fKhXnIiv3VceufRUxwqsxPS8QSNzei/FOsN4oJ4JsvROT48UrulVcVoVC4QdYWUQSknGWfBMHHF/BZx1U60Pl84rumkKQWR6qV8ntt12n1uM5lCsFy4BQ7qDrBNav2f4yKF1/M3/zf/6N/+zv/AJ2Jq1F2N9BCtUtKclL9nrh5QZ4sQtdo5OWtKCMhmoym3s/Y309nXdgHrsp50+yDYDGQFYgipQVcCkOPqJW8wQEPsI9dm/8HPfvonPvNSOhMVyBUMSjGf3AIVPd4SRVvpHevgKCbnPrsMtbdVIo1A8Xt7r3xyhvtstPt3nxyiR2cnzxAe18FurDVXbjTQXyGmqT8p2DMBF2WyFl/50M/Gl4Mhz87Pso1AWS3Ic0fZuqzspLBsyXhqFArDlUBTDopurS1udCqbnJydTGczMJPNLuCwtUSag0vce96/NbeYDsVnJgrs91MQ/VoT6ZQbK9M8bjJdJB+yuVRBQxkJvUJM5OXuc7SpIeCPsEqK6KLHQURnCKNJvI9MCkQhizmfcx0c4GHHYVzWsBqPrluFFV090AJlSmRXmKRBaqvGH20hxb76QXlg/YdISwI3houi/JRkNpGc/wjQ+Q5zCU8ql69exyhRmxIFX0x9DIzG00lqmPAxEFpdWgZCuXf30R9+5ZuPnx18eP/pd+8+vPPoyQPGHJ6cVugnY+6cRi7FC5ksSTwmvtb1NiDTeJHNDyzNM+KQs8+e7zEwHnU+AHwIHguLi2mG2g5HVKG5z3gyMj0xsbyyTAMkB3lxdobQhPSO6Uqg5/lsnlM6k0uBJJPg1Fsa4imBRRG02B4Buu8Z4Mn9EqkBG+Ryab7XDg3EvEFEZbwXxe32w++Reu+Phpdeeg27VL/7vUxodPWv/MX5z3xm+VUe6Uw6FpsJBT8RTd9A7ln9NhdMpesTkU7lAMUHBydS/y8e/TBr63MKhN2DcogQnGj0oqFzaPC9q3Ao9NIR08QatVWzlzTt2eIE50ZIFlCM1EzKkfokUKNyrEkCODPfQgmIoulmxbkR7JhREJfL2iCU57aISkWTERUdM03MSNNsp0su4Ll842osEby+snJrfZ3KzRmzwGjfuhiurF25evO21DhdQUZ7yP7jjopBbYooaeMwKUadB5Oo4pHD5UHXiihcrt3rpWsSwJdG3c2tbW5pYoqxwhNUn6j3WG+jpv2K9k5gjfkF5SEmYxpMvdpptSmhEz8SUxfLRfBYAek2kIr9YWoxBogBQbAfA6HxwD7D1HgNBJXVmclsNFotlyT0pOK/tIFVOY8xRzWN/DkXXu+cn9HiQBKiGsJoY2pqaWICk5Rl6xm6B1zBdUqnRoVrDz0Rr16/SmLM/BpulKImGYySYjpPBVXhPETXZ1AiraC6L65Q0myOQAHsq0dMEMX7IXWGWQGubwwujhi5mIrWPMP9anuzWErn8/TlHh8fQ/UuVpCu7voJMmMJ/CvVSPMNSkeY8MwDJySW1ImNl9H+tjlchlMJE3IlbL4zR4s1pMlOY56tgiUjLhchfMNBvNbpoudp12sm3yzMOBnmPziS3/vtX+UCqAQRnSHvCiKD32Lsns0w89KOQTJ0dFqhNUhpEBCc2N7ysUT6ZIiu4YBrBZEyDifLa/gV12AVCyUHuno8Awt7/vYbV3/xF96+ujpBKYMVhJsodWsOEc8eyqvGihqSr55XErIhsAMtM8ZnHDWL5bP9I1AnDhHvDN5z79kxBt3JeJlN1CAyzXwy2M/ZUynHmKjwuIbsJC+0NArhAGbAYSgOMQsHuiqulPmOhgEbFiSMUc7Emnl9mVw+k882G5hE5FS5VZD61Msvgs0wBAAAkNJJREFU37p8eX15bpqy8GSBTYrIKUSMAXUG9hKCUbREQEtFAq7V52GNEJZayGdoLonE/OBDiFlAwQLSQednbjILKXR+Lj8/V5gupBn9S9vhzFRhdnoS2CcUjzPEisfA8xVlxoyOZV/WxWapov3Htspzm8OOIfWHMcG/WGsBy6NOag1g0Ml/zu5TM4qCEr6oy9JhiZABN06s++Gj3bNah05+uosxWugfiDnp5qqZc9Z4bY9/dWExm4jv7x3Crn52dEI9iXnLrAOHjTInCPxkLp1l4JC0mkfkbWx3bAYqgZqP4x0VMsmluRl4niwRVA92AjQtQk/aDCi4EnQT5xwcHVL0feuTH5tfW8XPELm0rQgfQTypXodPQR4/PT2DuAXXBkFu/foLl66/WK4UT48OmONZgswNTcPno22eSydI5to5myyVghHOOr6EGbD1/UAhE5la9FVLhWjw/NHTD7/61clXX03feC2Uzc8tXX7hpZc/9uaLH89OrJ5d+KqtMhzlem2n2z646B5t7vbfvRc7qzCxp3tc+qFi+698zj0li+llgPmKRkm+kR0WBmO0CtrCJQ9F6xD0Vh4mcTT7nd4jRYjWWGf6a8JnpKAq4ginBbdjvAgFUIoFiGMAtXAkJp1lOIF5Is4IS8aeaAMWK0shPFL3Igd9opB/4/WXV1bmnz15fFGrhxqt6XRuu1TeKZUoNpOQXL3xoiuN2E1Y1KovoSHmROwP0ht2Uybk+7SNCM4lR0IUGUQZiLy7jsPwB59tbiJiQyPJ0vICOh/VOkx8dXvhSLh4nD9fChHdLDcocTX6SDqUDXFGvBtjWVGqUYiIWI3B+TYpTwAEuI5GayH9RCQMdKYMm7UZJCLBfDw6kUho7iZ5HJelTxxR3S5M5uYX5sn/abc+QWkB+XQBXJzyAfSYdCQyPTX12u3blPeR+WL7E9nL8BnnCanVy8y2TOdgFbOMXAwIEV4El0m4xFwdwDyKVQhKx2Dji5BP4UAotXEmFDHw9MPK30ybQZWGYc3fqwIJ+vzfevCoSDIXhbcW3N0/3d075gjWyengAiUzGOtisWgCvfJexJ4ZmDoq9gKzW2FJ/YBeUGqnlDBGvp8TOFgWm0Xvalp6etYcwlr6Hb9bwwgtF3Hm0j3w58/dPXD9lRzJb/0aDgv5IMAzIG8cD9Gb9ibhK77lfHR6pvnruEntQ+TQ3RhpPV7TQ+QThFha7U1zM/Ao5rRACKQ/J2lsM/S6FurOLzP3MO3rtWFJAfNEfTRwp2OeRExFdcohuBMWQfIaTANzIo09hYs0apzQO3Dca1/QmaRXDHu11jlc3koLxooyL5d5uKDNqay4DNzVB21/OVl1mKj2XyNc8glM/SkzYnk0oCOBDJvNA7Cnk2J0KLaKBHmM2MRdkILMTE2AYxDhw0ejtwRhBULsTr1yvL+Vj8YuzS9cWplfmJ3KZbOxTBo23km1fEj3DVkbOLoXUQecdisdCWdSkVwKtEqlVrBTMBjqoLPUqady+XyaYgETUDL5HKBWIpMJRGO04ELAUjTqQhkNW7PYwiWbRq/AD8ufmrSiw0cshPBJnFmMC/l15anWm2TKNprUwBI5upVGbQV8+XQigqyCd0g/2XsPtoHeUIQh+Sb2xTzSnqrITyKgOp6KUH1eWAPT+cLB/v7dh49L9Sa1cbpHpyYymXwSf0ATfo6kCicxHKgFVO9xDs4HnGXtUIzJCDIjA4eqTQUfK8b5g6zA4Z2m9YqUh2weguW3v/ceZvPmtauF6Wka0OA74xglAdnq7O3vEl2QSMWTicz0BAxoXyTtj03H01PLy9NMM/zmt949Ojlpd9AyQJbmXM15fdh6TToQiMiVOffbF3ub5Yf365vPkHCsPN30378XYSbwd+/cOTm89ImPxPPzcrNM6zk7Cdx55P2T9zzPTk4657+99/SbjdJB76I1GuVDoZVCIUoL7eKkCqc/QP/933/uczoKbldaUZonRcUiCXvJGJWknzCaZyCv5bNyjKYCL9cv5V8HYmozS6IxSKPpiL4Ker4ETdqADzkTzQo1kJnZmcac1b4d1yzG8DO1A84CwlVQA7EjXA4hBmedh/gf/exfS1ME9ARLhye90wpbjRTg8e4+/m3p0tXL126aPVKQpRuwmM/5kHE6YjVxySoLT3clAPrDsOd0pXgKjKcMRUlHel4fle9Hj59ysug4BfghpmYquyRdNVxECBgTbBSuY1Qxu7YUNFRQmlPPLdoBnhFE8k6nCViDLbSY2Sp6FlZpZoMolCJSnONljaOM9YIEicIXvQTwpDQZh+tUsublVC8tL6EZyuYD7N07KzeFgtNKcg7IAIpCXHzK5LPjo8k8uhKFFr03YuapX4bPgmJD59+tlbXTo2PEBZDhxHniRZAEwnmQhfANEhN4ETkS+RVqp9aGakYZ3w56ae2jeB9F3v3AqBL2nPgCe7UGLfhMdYbmv7N3tHdYhkt2juYmFl9ctlj5DFEbtJZl6ShsT2VjUVivgu+dUJ5q7WZIxS+ynee+bEn0+IgoLSuxv7GdoAI7964Y3CYIKKfhTaTnpY37nApiRIbnTgVH8vnf/ueoh5wPznHQbMBkLMquxLmRU0PdKlZbZ6WGZTOSNBfTVibashBlk65NxRqQZHktqUaxTKC5IF3jBqn8p9SK0q/XtwgtLdpH8JxQHN9OHsQPYRSAb9B0lcQNH4PqAVg2Hbi8K0KNFH/Pal2Nt8Gx6lColAi9u9t//yFqokAvVgww3wjB0U6bfJeRMsZws/lT+RvRVAVwWfOU2EjMpSbz7tMQyg9mCDnn5qhHIetkjkPvY1Q4V47SUkfj8cIkdDN0uBr0kSFQykbvttt3P/ygdnQ0aFeTnu5cIjw1lUFQNRMYFHd22PtLK0tTs4UIhZ/BkLG603EUBJl0CLuAzsoM/0MpL0AoGkaqM8GiQDvu+8MMOaj3R/CGGfAL00t+QRdhnDttQE3TU4qqu9TlOTaDORcDHZyboVpJBiGdAzckUY/OTIHOKV9GolM1ECQ3A7UqGqVR6/is+p33nwQTqctXV6F8AClrYoDmHsr4m+1Q3owBm5mbnp+dPDk6+eDOE35KlWImoZFuDkfgaUR4LdKuOmMlKOHT/qtrwNxRXaJJH/fKcU4kwnNon7s6U1R1JsmKh0PJZFrSCDau97hYfAKNvlLLJ+LYJhrRNKWCi41EEaN6tr3Fg8X9crxyEwV8lC9Ep3madZLVHAzf+ca3tra3KQyZphwTj0LImfPH+fk5SQkzBdDfaew8eO/LX73/4bPDuw9C+zurITotAt978KwW7K+n4qHTyvn7d8//5KvdL3yl9tXvtHb3Y4uFzVzgaweb2IWZePyjcwu3L634E7n7zYZnASmbxA85kn/6K7beYwtiqLMHniQZCXxmqk9I29J/xwJJJh2uR4dxE+dsCimpWXAwxhrsDLKVCfcgPWhurJo+pMjB0zcYzNVRKLZDAdKuMKF7q/IruuN7+iVZCIYDSk5c5CiBMd2lRcixWYZbfPeb3zvYO4RXihgkdXhqbQvrV9av3bSDY3Htf2CWVM0WW9cwd80/l6avFQBUx6NlFUoGfcS5RBpPUG42EUPf3T3aOzqCgzQ7PwegDO4hqq4K7ELDxFSRmLO2GS6TYgkwaLVS4W7dH8FhmMLbajGFV2wkVcrNPdtuF3xBDkfxQPr5HcmlcHNsr1Qi0ao0C4wGgGoO1pRIkikglpcuZGg1wlhTI6Rx7KBUBTBXmfS8w0rRSceWr7VbPK1sKrlGh9RocFw8IQhjUWkMBlAKDs9f3dioFMvtWpOKEORLevGTFDwZ1R4KM/g3QetqkOoqXbSq9TsQxcgvVgPQIyH85cJVweiG/Zve4Vef7X7tgzu0ibBKzFajCQM1FPXXkLbCWIxFKXvS3OccAP6sQGRKuQayIGbaKhzOBJht1qOxYofDrByXX87DBDwN35JT1QJyVU4fwCWe+l3YzJgpZ/becQ9dl4G+/uY//Ee/81v/Hz4EUBPep1Tk6RCj1ur3Qf9nrtrhQQWOGk/WyCTuURkSIaOlLJvvrYVBPAs3MtXYZgozkcA3RQf3F7pT9vHaVHJ5Oq7El5yCsJ4R6E2UR6sX1bqXBluEagCy4CYCm/GSaqOH7HRNSmBYDqExVjtSCQX+94XHDBegjcRrXdOvJpJp8QxrdoGYw/xUjTYBB7rFnguh8nZsCQN9VVZGE4UPRWpgdmaK6UzseZfE6cbFpnGa07KEOIDpqUKOOWiBQKfdPitXwnHY8rEesNignQh64rjTi1ag05iP+28uzczDugz7lmYmV+Ym53Kx9YnkZDxE/vzho8PHu2fH5fqzncrX3tveL3czU1O0p9DYWIWkBpmIdldfEPFlFtnaClT6NShRz1xbRd5b0h+22KKD2FPSxpHhsFu3v/RJ78GI2uZd9Yh4vdHH9UcsFYc3AwgXClF03joo3Xm0PTmzsH55jQ5QEgJ6fg3Rclxz24sWm8xMTS/Nz5eKlW98493tvSL9xPytDS6VuiunnMLiZA4KL1lOmAG6KN7OTmcLk1nQOnrItDvk7kY4FQTHxN6OhKAm0KoP0Mr9QktX1ti/OERbrVYDFyFuJj5nkHoLKUyIcz4mMjCmsinup5SqL+g+YSYSW4jC59nuM1INrOjBweEjxO6qNbxhhQSUAcbhYKGQgR0Au0QFPma+p/2Nw+Ozu08y552ZgS/eGZXOmuXZ9FQ2nf1w2//4sWdz07t57Nk97nQqoY2Z1I++5smnu8c1X7NLxe/29Jwvknzn5OT3nz1Iz+aRfv4hR/Irv2w7cvyM3CGk6ZQSWxqNwxjbifiEo83EWxkyMDhYtzhVcxEKVh2WZAZCGgL4kC75nfQkieVFfNEvlXIFUXAUyEjE1ld7XsCip/HPKxTz+NQjhi+RZ6CsR3bCqW8hnfb1r39jZ2sfzu61l29OzuQPDveBtqeX19dvXLew1B0ZMwcyK/pdp8PyEkuiKGmCa6s71NJ+ouFBMoY2nO+UQojXw2yIp892qNJsbFzCpsFYk9i9qRqSfoE/wmhR5mV3q4IQYid9HhtRwDl3R4jBBVRwJG05EqEWtjiyTWPGiX6UpF0TR3gBWUUksEwzkT9YKzfzilNkiFGQYIdCSMtOZnlaXDPRPRLEZ/CEzzVgEVeO1Sc34uSoOXHABDr/7PTE7MLc9s4OwLTUucPhBK/xDW7NL7XKaEnWUXlibA1TdbDqSkpCoRSyB4Qu3MgYdlcw7GBleUoxOhydlQXE+g6PB6PP7+x+/cHW9uEp5pjwgnkylOipYtU6XUrzkXiC01utQDY2KUGEfiPBQoZMHvqvYmrDoVwriAmQjJ+YeS9zzxZQqylR0IJFhibe5lrvVfN0eYGZEdtvhuk4UMsKKK6XZpyM/vx//k9wJKK2UdKGuaHJlahhhsoUZ7u906PqeaNHGq1MBF6bJYgC36HbEw+LKMH1uhqCxclW3FbbiVMpMpMv3TFLGZSSjIaXZ3MbizmpQoHxoqBJTk+jBCMa2WAo5R4ct49Lw0o7QG523u+WyiBuohyJYwoU6lQnrT489BYrzfceOj1R8Q/dOdP9uv+4OdMK1WXxFIvJs+r+bbYynh/w1FaT8oBIg0EGIsBnAsJjTAOtUaB7brCHnI/4jrbkvKX+KHXjZDaN8H4aylmnXSnVYqnsRDaLJIBNGPFGeQWJL7PE52YWpgsTafrThoFuPeonBGqdnZYPS7UyVDhuzzOqnnefHFfppVy7tERDAE3yxHTilxsip9ZTR/N1D9USLuUezm+Y27BU2egFjhLuRsaLCuReb7wkzeyxjaHtZHtJ6Ir6w4js0+AOwWirOfjw0TN6+dauXZ6encJOXYCAqO8QONlpMlrgaf1iU5MTK/Ii1W+988F77z0AjSKIhzrFWAJ0IZSuBDykDKvzTFBK0nc5O0VbSAKDZYLRaMNQ3aWfjLGDuPTzFCKxYh1I3CKThR+TIiynFwj3QM0dKJgHcd5pL68uwMchBsU1IiNCH8mH9x9CiaQHXnO469WFleVUYQKA5c53v/Xlz/9uu3oMGrG0sobtfPp4i15IwngKLxCNL62t5vIT2FB/POUJxr2RZGFicnVp8dKta9npxRaibc3i7CduJ1uD3DAQI4MMx0NE/s163z9I3r4SXJyNlKr7959cVBtvzs8RXnx17+g3n905OG+gTA1H4Acdya/88i87NyCKnRU2eX7xgI+QhA4PeN8i8JseIs+FmSKVSg10PZUQ+0J4rPMDxoLFV/MUNI2SMpZaefTwIZxLhc18jBQ3vRRgmNQuHIzA1wAME3s36y9NvT6ioaQlEjSllsHfkInT2kZfJLop+YWF1Y3V9ZWZV168lo4mLvyxpcvX9dzsEiyYMWEmB5QYaZl/00QaDR2Cc0VqJSoaOBJoNFWxYrVSZ7uPggwo3N/dmZyaoqJFa6jJJ0qMiktT610QzRjjQpulw88j0Ittwv8jVqfEWaVrKl3ldpvWRSnJiyBt0IFNhpE3EdRg3HT+GnYb++/y5bUSA5brTRD2BMkv7EiQhItz2uUh+KdySbrlMQl7x2dnlRbRLRReVozAiviaYEaVKBuQwE1itHBmxePTCKND/cOYfzAZj722fKl2TItxK+hFKFCTNWH0Mt6ObxIhgbCq/trBdTuAI0vxl9WzpjyrwoINjQYtb//3nmz93sMnFIERX4J2Il1na+RiKjRTMQPhRDgUg3AJrukeA6X7yVSUoeywXE3KzHAts/mu3m6Bh320uRhXKbdgQ7CV6K4CJERrFlJhj9eqTha+6ursd73M2N8S61U1wTA/oWd/+xf/8W//5v/APbEpSXR5HZLPTSD89jmVrHIJBVyLhKTOA2Yl66FZnw4x0bqIAyBNGLNk1hqso+A8GC8V10rJipQA7ewMVqbiV9ey+A7OZFi01jiaUGQRYgFRoya6anQGtBY162hnoDEgJpkiAbhrmlylgRmowQ8HeJEPnhTvbVf4MXs+NiRRVtci7jHMo1qKyyANEhA6xVmSmoTo6MoiBc7Y+CkOFlNAQNuR0E/FYpQopmfmOlqJlvV46WXKSFQQUkVK3pLCETTSZDQTC4667aPjM0bATU1MIVgCgEXswtgJFo7CkycYEVRluRJHRt0XPAmVOcRcgB5CD1OljTz+3PrqrPULCqGwDMMBkS5c0HrbJGjrN3NAh8WFJphj1REnVDFOF3liRgVSnKGuSQ0DpXyrN5GYlPtZ9Vsk6XTMEufsHZ196/37PX/w6s1rDN5AGoL+IRJHIG6beqiNpcYh22OFqamVxUVEjr/+zffv3Nsk9ED9jCYBUQyhIoAwd5mlSbXYw1EifWfnoN2CZeCAdxq9Rr1NwM12lLZLRPxAbFw6Sz0+rukawTC3XK+1JM7k8wvCsby8Xi6typEkFWRRxL3obe4e3H/yDGbzHgJRjSbY7KWNy8ncBCFxF/dSr50Vi7MLC/OXVuenZ+gm+eDuQxqkC+kkRHwUTZ5ubWMdphYus/c93lQgORFaXvPPMSt3yjdbGGRjD55t+o4qzJUB2x6Wmr3943qj9u5FBaWg5P6p7/SsvbO/FmMXJL98cvhvjp5VPIM40X3Ai77nD/aRmBfRY3IFPQAWdgBxB/frNqirdrHSNN+X0T9owUfSMAZZVXFE5P/NiwiVtVhbB/J50dIKY2bWeYGsnpX5LHYg0ZcehnNjlquKH5zL6JFRPODt1Jc9onrve7q5j5gaxXHQ2HQmDd8m0upey09cXlzgMyVC7IANlwLIMDm0bhwAO4EDM1IOSNHH+oPhevPiEOHGLvntkFZVrmxmZpoaD2GiYh8Bc3QSE0WQbagXzd7HZunIeD3f67Ivwl1cNGQXoFNtSojKXVRBtGRJhCArXhtgHOENy9DCag2AcAYxtFrWF2i9uCxMOoNgUqaEakcLpQqf0hjJ+I+DNPWF9PokTSDrzCu882TrT9/5NpW/lXz+Wir5yZWlv/+3fubv/Uc/C49k1O5AlwK+wSnD96VhBcqW1BtdzdIiPoMGDRyU37Vk0DVA6377eCwKeV9/ttMY+KdmpqGt8axqlQavAaLDc0CUQHCPeR70lymyN8ohcywQ85CBNIBx/ERwS6pljk+6Q7n1YS7Y1Jfsk1yHK37Y83KFAxX9nV6nuNHqRTFum/20BSksT2+oZgzknBFcdw7JhZi8Ri1I7Kg6JcnzcrGmyh1XBbMD/UxGS2uYg0ybVSikN2KsMrsOa2PhIvD/ffS9lYgQjlrbo3HKeND8E+/EQwF/gmcTjCYYUOSh0Xb6Ui+YhL/eF9HBbs34lPRxaFSMRk7zRSGDhmYunufffrZ1+off3Preg9M2Sjjap3oZFgeLbawPAVHabYQjrsGLAH/I9iCP4UpVz7OMz8T55K11c+xoFoe+4pNaff/0dHNrp1qub6xfnmBGtVyRvJjaey8gClAvgNBONkHY1iZAiEzPLV1Zv7ow6WvUtzcPim1EePIDGkzEu9PTtqqVBAIGATxK3EhkUqL2BBPVXmCr1Nk700jEtZVFlhYX48jvMvsS3HfTiG2BdXhkBiz4M0KGIj49bJ0INqLG7Skpc+Js/BEcj1+mugoRRlUnq6tZjyqNtNBY0uj4ZNvdwbt3N793/9nEwuytF29EAkE6iUA3KSGLumnNOmI9GAkPcdiJmVkK7EyR+OKX3vnS17+tIN9SBIBQdq9+81iJtdNvtXqgUGhQ8RyhtPCu+H5iQeK8FP1V/hi0U0D6aCyFtAm91chuGeRO5zUoPi2hdEcSi0pHCw4QjAVoXFIvNCZ3uVY/Pj5hbgW/b+7sQGGltFI7PCw/fdqplJYWZj/19o+8/vGPJ6cmSbQZ3fzZv/LZtz/zKVjQh+iptJtbuzvf+863mbyHUYe7Azt95GEr5vqxWe/sRuQjn4i/8nqrcd6vQ0yt9SP+rVbp2UXjUahfyoUDJ7XOt+6HesOrs9OFUOTd46M/ON1vIYFDlSMZ6YW9DDf4QUfi6B+uRM2ho7sDskmGsSTxmJyzaaySL3c7g/JZo1Zpk82L9SQ7D6XEip5jUNpFxoTwND9ofoADu8wUacyH9o8shotDZeLZCXIhDp4wOgxHmcrsJJmflIw87QtkFmm0hr1w0e5c3H7hxfUV1Z8htD9591H3qITwIRGhxWVuP8r6mLsw5zXGvEx7wwJMQ1PMLgA4enwAuPgSgGsqVNVKFdeOji/okHsvXZHp1kkLyMH4Dsi3rkxzGw5ndhnQ+OPsX2SBXEQl0yhWgv4HEETPDQEJPwWdBDmyw2OmavUGqj1CC2Ym1kUT4mytgpoDe4lKB47i6IQGSfAAc5M6ubL9nCtejhdBGJ3+kVa/X2m0KAn+9Z/48//FT/303/v4j7yen1kMJy5qTSqJ7CMK6bA3EEtCbs20ZAwocGCJdY8byUdav+Ob1C0YgYExPYjGV5tb1IzaXfpyJydyKGo9enawc1rdPaPSPmR0MesLkusoanzhqDLga4rVraty/FxcW+j4GbmQ4vmXc5EOn9JAVOfYtFWUJVgIYAC61WPNcnkkGkZLqcE7euDsVOwlFpo2aX7xI26iiCBWCCndbvHsjEmi9XKHjFE8XmNhWG5jtXyrzroNalVbeS/rBzcYzvoSrDytC7BeKz3e5xVyYbSqfI3AP5lbBQGnA5vp/v0t5n1roK6BOMK/THMDr0D0ADtUwYn8i6gZpOHP9itf+/Dg24+L+wSFJjaqnYXf0pOXcXVKaGQuwultxpdT2nR0aKdnYtHAmLfI3uNPdCGopqtoTRdP+PL40RNAm5XlNWpd1vBnpSl1OVDN6VupktoN85zOETn1pvMz6xsbV1ZjkcHDJ4/ee3Z40sSfhrOIgtCpahdAufrZHqqRe4+PKpuVztPjxt3t4r390mGtAxz25qs3V+Yn7egryxTo9vy82iXrKam+ZZ55HHtaVGimSQ39TiHGGkRVPoEnCUog5XbTizH5PrXummYCH6PKNjJWxDdbm6Uvf/2903bj+iu3mFIq8bEOzhIEHcqLdpBIChJ2VYzo91xQWp+fnSsdnX7lT775lW+8B6SMAyZNVG8jca3oMJKqO9csVQKBIf3KCGFw++pZCATBtUgFePqYGIT8wIEZMUIwGolES/QJVZrwPZEFx0dTKGXq4jlJIlya9jkUFYJW0hdqeTFQ4kCo2mhRamLmFfVaLhGJDZ4qJvh4e2vv3t3jJ498vfPV9eVMNqen5/MUlqb/wk/95Mc+8ZGdo5Otw2MMG6ksxXsJG0nyQixKFskPd5I9x+CJVPLqwsTia0uxH73pu331aSK+s5gtX52ljrBI11gwBlXiPJY6a8CEgHsWAJhDnKCHNaE1q139oYxE9kS7z4ELaheSlC2yxqJfQj4iOieioV8UmJUfTlAr53kxU1qTkSScqTjJxpY4r2AkN5ZO5VvhtiCFNhbRPsLEQCwIdVi8+wFd0zjaVwCbTYZzsGIZBo/we6cHnsPh6bZ7UxPTy4uLVF/KzfbX3v0AjTFYXgoJXYSo0/886RhbqbFvUclNn2Rdyoo/uIwAHK2zSg0gk5Cq021QAYHTgq3E51l53BrzHLvZZeGmpiD7ZB+ko2rplMtM7PIFNdgvMzjGAOE13LA6gsXsomJPjqOft7CLghBuEs2lWC8Y6fRHTO1lvFVVkwcH8NOhxcPrap5znWVnZXkmSiIwmtZ0K4CE3mTVoyAj+YulEkPu7r53p/7soP/uw/7D7dpJGaBMukzqZTA4SEwxDS2ni0Axt3aVfsfwikCsh67HYiwFJSU4tKOB58n5xeTiHE3ZvWZtIp3uXPRxgI+PTg8qNSak0jMBv5ZfzmPQv5dEAxzmCpH6mLqmldJxfS6d9X1Uw+0CS+O0hgpUHePIRdaGo1uGZ/evLaRtJmancCZMpICh5711LheyPMpiCD5O49rtXS2K9VZqHebaQkQXVGt+Qt7TpWUuHLAn7DI1RbZ6ma4P4JKIl8RcoqQu+ZRlNo0alE9GPvZ3mSEEBK7wt8+7yDdEA8Nu86zbqCASiY8j15KquD5DdQGMo7SnnB0d+jA+375X/DdfP3xU7HBrVqkRYkuU42of2i9W95BmngrpSK9rE2lqjOnaOJhZr1FgLs8rmI+nzbxcB1axKD0VEoCVCZCfPN08OzlbW1mfnp7X3CRDnon+pTAiR9gS9tVFwLeJuUMIPrO8svrC9aXFmXa19OTJzodPD46bXUIGdY6JJtPd3j16uH38YK9297j+wWF1q9KBRDw9kX77rZdfurWhjkz1KhFiuixdcRW/6YypkUCnk38mNBf/k1PCb+quFQaucqr61gDp7Kc4vXzviBEW7+FX4Mfyo+ot8vaQAUsnM+Vy92vv3v3e083Z5ZXbL7wAAwWVCtKGbruGUX7trZ984zM/lcjNWP7PRgLFDiDwwmjG492DP/6jd/74q+9VUZ7FfDEMEnvHg3UFLcMGyIacvAIVlgYANNhXNEKNBPEd2mxYPsh7R6XScbW6uX9ARwH1dSCQkxL1ROo5zL+q0yeAtG2Djmbkmnl9pcqugrhJQmgJmcy+/gQVm1ATUiUtF2qN9RJWMlXucGf32YOHe/cfVp5t9U9PqDqwE9cuL/3cL/zU9evXHz7dY6SKHv+oPWoe+Ty03Kpy6ch5NogoEMnmN/7Cx6Z/6i3P6lzd722gzHN5cfnNW6uLC750Irw2PUiFYhvzF0nfTNi3mkh20SQIhPoeBg4FiGF/2JFYZGqkGmw3JQ1sHhsSCJE1w5Rjrc/KAD9QBn2Yd9jhsMIx3Sb+a8RvA9idR7AkxMHf/z7alKcyNhC/W4BvxbJxuGH98NZNZoZakRfXMJFBmV3HlSgPgg0QIybjzt275XJle2vnvQ/u7PfbjbgvP5mXD7HATIZAp9KlI+7jHa4mC2Q+QVJXvEoQx/l5RQNGOqA+HDf2yvLyPFuEveLsiH0Z6mLVVmH4lpSYmXG9A6Y99vxOLT03g+iuwa7G4kn9ABV1G8dDsuaLxAlP5GiBSllhUGZfKN7zRxj1zp5WeNI9p8krx8SbaBy4q9Js87IYnD8rhBvt87lRtkCUn6IExODPVDqHnnEZW1lt9aqtTrF+fHAG9CQBF5ecuQ4DCTwRFbowXuxVGSwlmMj9ykgJEtSA3hG5SGXk+0ax+M2d3dxU9trG6kQmB0MBgwgGB/emhcWixZJvWtI4NXwCnrSP4XUIDZlmjVsIB589N/CWVViJWgO2noee9hrZPMFhTh7GZU1meflOf6dE1tA3K8vbDHqX5LqRJK4MbyUX/sZmWOm0yy/4NG2+XG5Yr4hckToMXbnZpH5NT1+1fXMqvItL1AT0Qz0wfStDXtzsG+JjXiysZdxS2fcHT+vdHZoIe95gNA7RG45YLhVgorMKLDAwFSYDF5t/km+4AJPi1+Dct3fS/c0v3fmtL8PNrADcw9IGh7Tqi6VoAq1MjtQQVNWVLTtxjZuy/UrjbGKCsUNIfwzotWBA89pMMdu2I26VAiblPa4OyvvTJ093dvYX5gCM1zDQCpacMyfZhcKvaQ6QNAndiZjpsu9HMlOrN+iDu9oNeO+flL/6weMPn1JWl3worFbaarFFqPZrXLF0Gbxzs9mf/JFXb19ZJqpUxiffprV1Q3HsMdmsdVU7JANlQYAVQaxW4QJb7kliJxdAkBR7zOELxjR6mhl1/oIOEUHGdOqFAgwLIWr9k29++KXvvIcw5OsffRXap8hZBIkwtNBV7lwsTE1du7z+4iuvvvTKa6pzwR4KBK+sbWQz+eL21tbd9z+8cxdHqi3ACW2fAyRKIZrMxHacpN10M0S6yKmodwQCBxt0okDtOMQUD7AtdkmbxORiyOD33b0TguFsPk8Bcu/49IAxiK2GmIOcdjg0/V6z3ag0yugBianU6dDmjDDEWbGE5rqorSAZKnAGaPQcp+rGbKQXqlg8OXz2eO/R/ZPNp83dvWGrdWV19Rd+9meY5L21s8sWiXgHF9WDYeuMoMu2nrJpi5J8o0R6NL3Yj654M1fCy5euvHEtuzSNemh4dj702jX/rbXBbP5+9ehuv8ajezmRXpSjVhmvD3uGpO8H+kj+u//Df2vFLCnIkr9gsIgZLPaVpAAmqs69tjVgNUFHDF1WtPCJvmsyEtZpYP5DcQUPc4yxW98GLny8aWz6iP5PBxzJG10qGsppJC5TVtLwKauxOO/CAaBSg6uvS8FRG4eNT9GSMj7/2dnafvL4SWa28PG3P8lADE8oQ5Sl4FJRrRuBZOiSC2CRVrYp8S4IkvU3DAoXUiTPbPW4HhRPgFMT8STVSEUnBuPalyJjeT7HFNBV6hLJURhjhVGgKlBtVKGfq0NCfc5eGgOb0B7oFZCkioyfhllx6S5jsxox2Z77FIIugmFUkqOJPKOSw+eN+cksdZHDYpFaFpUiVphRzwcnpyxvJpMDjYVuREiGCyKlsOmHquSzJtwrusWThYK/N5jyBwoaSB6gsfbp4Wnjgmen84edgOSAC6On3WBHByypPI3JNq1GUQnEMnNsfK8HsZ6ti/N/fe/eZqmKOunc7EwK39buHNeqFY6IWrw0mBEvAvFFflsmYJSKMSBAI4Ud5qhlMPnWsRuxPMOgI+eqjZLlnpd8sQis2ERXrpBMrssqxyCOFQWcvTN3wptoa7lKuJWmHNrIX/y9/+qf/Mt/8c/MhSljYxpY8ZSWT+wVsazF59JqMCDFKrQq9hqBjd2trj+jt5samaH+jl3kCvz2dzoAZuisvwXvRJgG/FsCOELCi4AEzTGyEBpr6aXnpzWg3FZVXGseGQ7uwtM4v7izefq7f3L33ScnnKskgALhNeLYUGMl6W/tLQpbVAK3zE3rZu1b5vTwharBqxBi4KrcI2GXy+fonQZVI8UWDkZsqDl0nsmJNOCkgWN93ASyoXzA4vwcioTMRLDn6Kw1psoemSag8UfiCmnvExWnILrOTTPuG+tcPqkU6cfptMiZmCBCQwIbQDMFL0RDf/Ha6q2NBeytlT+U17v4zBy1w7a09GOI01bWyo+WgepftIWwC7sHh/x9ghOhg2g1PLcHbFdYsEG8oMmWiIjffbj97Xcfe2OJmy/fWlqaBZfHGXak2QSphs4FSkGDuG9YOXzaLm7VT0/3D4qxVObKxqVYwFvaf9o8edqpnp6UkKxgOoliLJcnEwfSSa1sULY0wJYnQBNCLz0kbXsGAExPTTJvosGI3QDbuA+IMji3SpZnyLAy+oOpe3INJrmjJJkgrymQbYD/ODg+YXgw48hwknhi3gcK1uOtbWj8eDDwidtX1xfnONzokKqyJGupsEk2E5StgzxWtQ5vGK1j3oR0d3936/o6o9nnYXzBhvBHM2QKhvxpwXm8Oij+eCA67Y1OhVL0QWTSs4uTl2/nr76AlNNFKhm6cuVs0N9sVHkc19L5SK9HU3tDU2S8q8uzP+RI/rt/KpE7qWAxWgYFAWqSGHWpE7HyJIJE61RoofrEUY/mCJBYqpphQqQO/7FuEbFjoVqOO8kszmO9cWLcuqlOyM8gyKFBHtKLsEhzPM3X6idmIiyMstxBOSxxCMo/giSGUJVEyWSvC2JrNHAAr735BoO8LnxR0hyrW7iwywyJTL6LrW20ah9lRtq5yN+FD6DHxgSBk7MaxjzOJBEZvjj3S95qRktOVA1iJqmiITr2wHRr2rpep6yFjZGrq1Z5KSwUnT6fp93iAquqmdvZZWUcM8pq8yLFGTXKEDE7KOwFIq1YOg+SEWrVJ5kDl0ztHh8uXlqZXZwjET9E+rFU4T2YkSUJU4i25pFZJ0VHCvvU6GcNN6ild5ipMk2GHgYgTtUHnvs7u+g8CmWWchqys+At0iGXcLDDiiwrsDGIgJU6mAbkyTT2PMO6Z/jwovV1jlqzR4A9XSgAU5ZqEMFIeRgAJ0RBUqmSw9EX7wlxPEd/CnvBqQg6n6EsTR7FwD+rh5m9t9Z06+mzbM/yUZU6rHtEXsQ5GAsLXF3dcV5tJoUzS0ZRlnl9nuXIDglO9P5dHMmv/b9sO8D6H8BAqZY6ATpArJavBmn5LaNQmEvVCZOICTgwfCOtgORu3WQMhUo4fb2xI5dpKp+XHlaN0NU1UGu2dkt2zlm1trV78vTZcWZ6aef4tHTWgCrNdpVAs6IQjReTc0N/ut3+6nvb/+bL93dPm3GEYZk9oJ2vT8Nmmz9g3Zy9NLBUFyxFNCMhEEgr+bDCunAQB7U6YNCEPWhKDRBWa6Sn7LZULblbZrPTSkJqTNjAT4hmWkfVoTuNVsn0NLpEgClOtl1nylBrRZRW/LZ1l34IOQ3QPGNi6bBjANs58Fe7jpwck9+ZlRIHhKHFmghm5JEiehTGo0vsnVnQdcg3Op9hMbZrtdKeURHKlaqk0WBfHmjE8N3hxnPfxjjQU3OKhOKaDZlp3z84rX/4YPvDx5vAiC+98TKdhjCGkIBlc6qrDWstRQlVNUi2Rhct/4BxCtWjozNqBRuXVy/azYNnD73tw/CgCskQFf195LIvNDGew80KEFUIbfb5NK+QBj9SHLwuSR4PakgJQTEiHhTKs2py1vECCqndrKx7RM2cKS/Lqyv5dEpogGAyQm2pseDnG9XG/tHJ9HQ+Ay34AkVBehMbewelk7MSpXs4/1SYbl29FE9EqTogrsEuMqYZFA0EEyjLyS+RbmJ9KoillKuHx4cvvHDjox97gxtHZIUuU084D8HOwnTDNGSu1NTHkXURbyiRiaYL/nCaXrYhpZWZ2cDC6uT6Bo/q/uMH8cFoHl0lX6hBV5Z/OLu68IOO5P/6f/k/Iv7BsAmaZfC6QKS4SHGhFaDqyDIZEwYOFXi8iIH22FaJ0eI7HIDtQC22hfMi1r3BxlC3odsxDnlQjEF3N8AZT1hZtFMQ4OzRjgX6YtUH21rcoUY6BwM0b9Evagx7Qm/NoWQHIePFE33t1ZdWVpYiqXxnGKJV1USH5PtVUbdcxNyS5n9IZQvSTIiqj6ZsYxw4XMfFKogZPi4NRTUVx56Q9cqWKHkYSbjNpjSTMUHaAt4FOmbbECFK/IJ7IHcLBDiEuA0iHD1Iy34IzeoNMhJNSOQShGaB5Wo4kVl/6+l2PTSSWoEcSQnK4w8zZw0YtN1IoKHW6pQQLFpFjnKRy9gnPSnV1e5UmDo9K9ebYnDhxamV4OgNjoJCItVWnD0cdop9c+HgLNTT3MRxrcZYSS4LlywFbz+/JNcoLSexPk34RLYdG6kCiTynSLoB4haVjr0DpNXP/N6t88FusaIkEmsK1NnpHJRKQDVKovo98CI3eIinx62mo+EM3EPNeudd1V5nHAdXu5JlcObfzIkCX9dmKBeiZFaojaquVlLXxBZXOLYKt7HlXB5lhpTTYPU2gx2Vw/AEHMXDRRN/97/8x//6f/5nxuDzwH0jbqCaMCaV6HLlJxQsWj6uQriyDJVOJMVh+9mBWPIv2lOuWD0eE22OmY0uPAwPbdkQOYckOHHUaG1KnWpp4Xf+3R8/fLj/iOo03Eqx24PEUXwiHdGIp73/YO8Pv/640uknMBDkra4rBVaSJJxJb4RIyrmrEfJ5U5Jhqrbc4/FNxhVQxKPjas2FpguAbJV0qOAcW5OGHBIRhSuMT01MpmLoMDp1ftD/Pnk00iko7S8sLPEBBGoC3+hENZLBmJ9pUZSKntY8yR84U8lcLpHNMeiUpySt655qsTEQcp90qGrNNiruxGRRut6ZPKRdoTRDzsMgBJeUOE9tZS3Hq3Drbp5MT5kJSQwACpMi6e7dvFNzN3xcpdm9/+yYIY2Pdw6RqLp68+rVa5dCDO0WhEWJwa4J4VRBnCaFoNlxkNMYiUJsUfGGkivLK9Wzk/e/+8H24/v5CLSUHsU9ALNN5sGaF5biqny/B1cPswp7xfVSLKekzpA0EYIZtRmQ28aGWOCoQIy6I2vNP1sN2Evygb9FDmA6l0dRjdNGVQmTIpbaaFSpNlFXmp+bBBWDWAzh5qzaerZ3BNpBkM1I+9devEqfilXBlCsTyEqO2aAOA7wVICt27mPuNKpofnriIx/96Mz8PKaKohej2f2xCVX6DIVwiKllh9YHZf5d5UdjU9u02pgvHCc68oYTqVz+j778pUe7z5aWmKYSSp6ru7gwN/2DjuSf/d/+Txh2DKOm7LkRMCbvwUNmcpNkDaJ+9Nt5DVtWHEnTY7LhBwqCFD4qOlPeandj5VQFGiCW8hHShjNog23LDqJVWx7VUlMndGtnRV8Ws1jG6/rXzGwhY4iAj2MCquwWDJMhTU0Vfu5nfzqfz6NS2u4FMWoOsrINKGaMZTguRxe0hVeR87M2Jd5eRIsis2IBl5CzTsC6hqRi+YfZMvSIxM0TPAWKJA09ThRbUgdIOqBcBr4QowM6iuSpCITKdnUaxO0eOxJ1zGhqg4Qv1VtLPmaJOaqcYOC6UJIk03/yI0ZKEuNjIBr8K+qbvc7U4hT9YFz4wWH54KTMRXDnx6dnFP/Mb2MjhGOzc2REKOKyt3gkpDXDwUQ4nAmGkCw+LlXOKhWOIlilql/kpD70Z9WDqHhcFkgbiJ1I/VbzELE59NaYdhoHog2WyBHxBw66F2dQtrrnJcYGj0ZntQZdlzhYoPkWj0ePRntR7UehQAGmp7JN4fYGwmju0NgvWBytjxy7EEXQ5igs3LC/Z11UxLEfEJgoHpgr5VhxCDtub2BFZW0J+wn7KauZ/P/ae68gSdP0Oi9NZWZV+izvfXe1mx5vdmcHu9hdEBDIoBGCutCFpAhKokISBElQBAApQCIQEklQFLBwFIkNgAAhQgAFQYTnAgQIp9nx095Wd1eXt1lZVVlZJisz9ZzzZQ+o0Y2C11Pb01tdJvP/v//7XnPe8563neY4sPkb/+33//zPfU2dY/XW5gaCYyhXwpeTedbuNFil6w4DGoF2TQ3icbkqLN1/F0X4py5b3spgvnA/ux+XLRxou3aJtWeRCZrhenMgwOWrtcrq2ianl6f2dGXj+q1H9x8tl/ePFtcr124vPFwsX7+9WT1qZjSPynlgOODCoDUYhl2v6odZFQrm27JecrIuRcrBKKHyIjhj01K6fqIsBnMDmkCtPhD0+cupFaVjyfV3lzLSMWTP40ogTNfP6DZiShube3JyolgsgGfDGhBBw/MXVCAOhAThPP5P9X118dExkELruKe3M18ihEc2igCIluNuevDy6UizVt5aZQofR4AJibh6PW+XsLz3nFTqZlSls8sMNUkZt1D/0m6x/dPbmmTC35Vq7dHi+gd3F965/mB9tzoxN/38y5fpkoMcxRyOMzoNyWKEZQGtcMZk0JXHqFtGFUOi073Ds0J3//Do6NZ6+Z23P/zjtz9Er3KQ3ZsCfpftX9zY36nCi0SChYYHyvxs+RjZvGJUQOyjY5BmtD/yxN/0b5IqiEDGyD6RWt36rH+zYTUdC/yg0aI5DFom85I1Ro6TReQqU6kRD8urGzDkzs+MIZABdFyu7CBIvLq5w6nHEF2cGnnu4gyH1htWrGsNEiL0pGMMhCclyWTaA0wGECOevnmwSkVQp+qIpGJHf2m0I49PtB/xpm/TSsMX2um880U9ASspCDnjiTASYmV56f3rH+02m9XdaqEe6Usn+0f6P+1IfvnnfspjCj2RVGRbqdThk7E3LBMuON0lwoDtoZZJQvGhwKm31+4P6Yi2gvV9AsTNt0SUFz9TwZz9SwMjls1n3CHl7EMmUdso1NtDuKhzLq+i9ZKAWospPWplcP4i3gt3SJZK3+ngyOD80/VWqkACIxqLIi8TonTune3YULSHJgnu1JdZqorG3ezx2pgL6mM0RoAz+DRq71riRcAyFya/j6ALUQddS86aaCoR65AFQj0U9YL9fY6m58Mq9NBXDis6q8rWNR5VdyUNSv6XNIInb2q/KQ0Y6qBcRYr2qONq6/AAo6u0J9rM95VoXMJrrKzvLK5ucyi2kIUigdc9KS42mzpgGAEv0ew8cZUjkbQwlNbS1jYFH2ZvsAS4MziSeBHcWkoM5E9mn+g5gWsxkBm3STsDL85+rSfjt4/2P9rcyHeX2BCn6fTy7t4aVGmmxTTO9g8PWWbUjqmBQd8K9oXDQbrTR+eSplvJJXulvfUNVfjfwVvYgoSEFLtu/9+OkmxAXAp0muGIWGUAI8HONb3VA8hjj2RM3ZbIHN2AigV6Ho7kh//WDyIbsbuDUADkMqXIZvWYam7qgovsoeahncObQityNBIqNAbnQm3VdZFwURrBpWmfaikXvmT/pciANNrCktwSTaY72+XgFGnuZx42p+jouPF0ZfP6/YXbj0DhaVtvoLqs6W4h9pbt1BJheALPhRzC0bcDJH9bCJf+5yV0UC+0Ww4liAGIVkYgKCdBTnmigFcVbcXHhgf8g8DpOE+GJumdg0/QgCimtB4e7O4B3agpd2hYUzqrNdyiYWfTnf3YhIjZW+lQ8p9iRcUM8VRXtrsv298Xz2QAv8ioOJZF6DnsCcK741NkttMYWBfSTTnWS6tfR/Rm3UuocglZEOFOI1bx1r5Vkg8G6TTKB8d3n6y+8/G96w+ZVV+LdGYvXr7C3PK+ngK3hgU7qdWgzMmmEvcFMNoBayC36/UhqydS0zMzV5+7XCymlxeX3n735rX7j8to2DTOGHYw1E+bupSxmCi8zqxqfs1TDtgg4gd6DAEbjMCKaDOXFeavE5WKoEzR31vQkBRcCSaVkI02Zk49JRA5E91FeXt7cQFC+CZ9JHg2YTNJBHvqj5+u0UBCawM7WwNydqsr62V8A3sKC/zy1fMlpJI48jawIWjQxFPNTBGrz/PgFAjp1LRaORhiKYg87C+E+hPJQjGaKaD6rcnxzz5shARW+hQG12KL7rOlp6Jd5lFSSEDuV26+/fbu/vEG8mvNI35gamjo047k137pH5MBVqg+w0U91QwtBnRTcMdUevIaClFUBYSGSOvXKvHBSisP0dFqM6PYoHhEh/yK+gPxQ0PSFfLIlHCRCCmTogq/kti5DkUbFbMGVwi01POhZ0ViQZB8qgOPgSZTkk51GLwIEUHZH+Xoa7fn+0fPMxtGp6EdGTuWaUNbSvnUSeTBOM5Z5Okos1MRA5cAlKbwKOUjh5T8gCdNQemikEaHBpPftEvYjyoZiR+Cf1XjsqY+SXzsBBof39NBFLCC3lodojfUGB8M2TnPPTQXPtahnU0OESrCIHVddHUxhzGa6qKD/ahxuCfUQ8FkM5lFrztGuxP7aWt3jwfuYCNk/kC43lM6JAF/1CwNwm0SD148GYkzuhnupfrCHNmbMSmDRciMuaeyITsZ6AMiR2GvyW4QfwDblRL3TrP5z+/c+5OFhR66Q9EQS3URSC9vVei/BQ/msRM3EUZj6Yha7RrUx97NdO4MKL+sjXeALLRDaRn+kDI6wHBA6hUPv/tsQ4Ul088IGHAlXRG5qi3tAovm2xjZsaRCO7UJmTm/IG+gejj/0G3/je/9/h/7kR8hEsQqyydopEh77dvu2G9oEXgV131u+I5opS6FCFWRbLUwM5P11HonQxJgZvM6LAQQ5GX1bCjUq14SQF17SCWrcYbMEttrrq6GtVNYYl8xk4PH0fa1zsPCXDZx7oU5yXiJ19zWEAtxug6IvKwDOd7AjAX1SIa15m6Ux4hc3EHow4uE5TeRUHLTqn6xPc4Q2ziU/ISqgWoiFvyjEqH6/mnJphqHYvzk1FRnF8rTlMPOsP0aguK0RwdaUV6T1EmqkNZPovTgRlrIKR1duXy6u7uruz9dGgA7oheWHyQSWlxY3VrfLm9uV7a2TpFpQxKhdthAnQ0P4DkgYugcN1DB3t2jcqw5MStrlYXlrceLG7cfLt56+PTOo6f015QGhqbPnzt/4fzk2Cid9porxCFXMdcJCNCVbKxQPrllzRVxQikX0EFd5+LcTG93CU7E3bvzH3x0m+mryiXJvo+OspnY1Cha1Vi8JLDt0uZhBbJtwPTY/FghbBoF17h4nmy0UhaddBhrnIhWNtk50g98JIwTVWPG76Sp68DRTHXQ8YwvYfnBx5nQvrSx83R5fZVe6IM9vAUDMUCwGcM7ONBDf8nB3gEN5luVfebDsShzM8MzkyN+UEqmNMdKApPcovY/JoCwVcJJlAE42sAdZEjA5hxJVXdFrKZuAWsadEk8dZ254DjcO8VMAAG+yr0DTmAGneu9znpDxk9w+fGfvlfd26nFm5VotHzW6O8vfdqRfP3H/x77BgeLUaKYReSkadyAXQBlHTGN0MBrqiIgspACWPaMGMlBbDv0tQVbQEai9NSWwbZO+h0qCgY8g8vNZMAAqbR4FJ9sotSNdDba2ZV8B5+qz9PYN1AlpRGOHUeCrFlGgcIDCi2Mpao3V9c3Y6nc6LlLIM92JKFkEyDDcNbkcDkkNvJSCeVnSAoR7YZPyKKhmdHfV9SIPev2SAAfNwJeg4wuIXYyhR4Er4mrkCocJEep5RP6i2vIgqjrrHYomSQhekJOeQWoezxZh84KYQWB+fZMCPLBDwY+1gJyZazJ/slZJleUhjwazorG3J3cwUSsMyZ3bZIHoIOiHeNys4bhuXQQYi1ZK1k6cR9pYZKzoEUizlFn/1NZQ/efp8HFMoQrEdHc3HDtVtvQKeNVhY6prVot57gkoqtHh4e/du8+85UGs7mJUvGAJtujUxIiIBrJHgmvE/hDE5ZYdbKqkUwi1pfvYvOESNPxjG40pCDGMNrPuO1ItBB6WraM3j/2B/6ukZoQ9Ibk0u4jkH/bZQOFBCGE0asEu603MBUwvNJ/8r0/8L/+9NdYFikPi30qBUNjkKY+6ZoUyRhStaPSMBL1u8Fv4+58nBw4+8o1UjckRDpvAXoLXfAK8xVb616YGKRxVUFXRe3u5j9zVFRSsjFT+qhGK7WIUnC0sePJau6ahwUHdqkov5arDmlWgAB0u3zTnc/Gk1VY0K+H23G+ppOnRYjFkRM32qcoNuw6/byDVtfI4K3UOAjrm7trW2XwqK1yhcY6hsrQ9bAInLq7x0/D0xsdHeMt6JBxscbXwOuqp1w8PyAv05HbVk6S32Lq+NxzieDC2Xy6pzfbP1AcHk/3DkWQMkylqvU6KtlMFSJ+JU4i537wZO32/NLN+eX7TzduPVqFVfxwiQnq5Y3KwT4Zf0cy39szPTs7d2Fuemaip7eokb28EfLJapsUiCCimMj0MjwW72E9uGRLabjABVt0emLi3MQYdvfhg8fXbj64M7+IEB3cLNoL8T7U5NnAY4NMyyDEVIixuF5b263JC2nUsfYO96fqPU0kEEGpCCIiFY/25GJpfE9Hqr+UZ30w90zTLWiEIRWxdCaf5VCJdswVykxpc9ARCWmFDpMlpjAsr0MJQKo+ncpCDNjdP3yyulFBVbOlsXKvvYigSzqwYmQf3eyFc8NVKu/itv98BCQBZB0f1tfdDwjnUcwdnZl0gumTSWJW/hAYKTOVh1CKbSZeTD3mkSg3rE0dbPGffy4jGqXL59GNj5cXH1EP5klXm/XuvuKnHcmP/90fpuzDTgC5x4UgtAfUg7gbTgNdWM1ednHWzEiK1UEMzTiaBTrD2dexNAQZiK0O0FuS77AiaUCzcQ9oyFO5VjVKe1phkpMQS/i1A1MpvcuLyM/IDnGiEZbi6FWrhC7CSPlt0eCTqf2DWiJdPP/cS2QOgQYXfC0L5dYxK0URLBl+4XvittLjc3wKEQpfwS2NDPVnwSwt5KptCXUeRiQ9iS1K4nCCyVqT8ok4fc/F0iKAiKpDShg7MtKgYJqza909BZUIhe2jvkWbpOyhOc8mjnqiogpLtpyiTKjxM0N3Pe2vuVJPDdwIFSaRSlSHIXcgLWLfMWiagl9bSsbVEaMf1gvwwzDWyXqpwicGtukKnG1eCWU9xHncFwoTibRWg8M96teVG1e4FDLbl6iabT/JTewl4u+srVfqZyPdJWYtbNVqa/t7GxgemFoJZjkwj5nZIySc5EPaAJAR+qF+emS7gphQ8wrbwh9tdNe+Jdhsh9amWhm6sdeQYbe10kO0TqjSi08SzWDGHYbZwD7zIf7x8OCVDOmKAOKjkb/5vf/9T/7oP9CLswvkL9pCh8pczAcLJQZ+Ebfu58mec1sUj0xuw2G+GFK+4HZVU6mckkJval+EoAbbavwQAb8LwnaHoEzi7kmXK/gA3U1I5rW91SVCmmCdY/lHdQZYYB8LKYkWVbmdo/hCwq72nbazXT53PKJrc+aBC3OPKubDI3RFyHb6okzFxXo9FfcLK+8EdSbvpuF3//B47xCF6GMO1O5Bjb6HtY3y0vL6znaFU0HVYGxyjK4mmF10OAnF8l2YIRZwFnkp9r+RbeB/7WFR7mXtZNgtA075Lom8Ro7iTG8vUl/Z/qFsb3+6p595SqlST7LUmxsYzA/0lYaQZBmdnpk6Nzczd3Hm/NwMnmN4bBBuqtRjiU7Zd1wHmYtG9xDhidRrvRkFczKqIRNs+2QtIwaVyT2Xzp1DWnF1ZfXmrQf/93s3P741jycDICHYI3nj1/FFeKeRvkwpm8gw8iPFyMjqwgb9oTFgBELNZxU7Ch5K4zSjD6ZdopXPauodhIJcOq0H24wWCkUcMFkdySdvkc/l2YLI0pwei8Kg6VfWNKaMoIZr8crO1nfKm5u7tK7uVo9Wt3dror6cXr04NTM2KgKJVTZ0lNkz2iEWUrLXDh8CL20DaGk42BOrmAZhXA9ct85cGi/ajMHOkuyCGJ4yEuYuwjyMlH1SM3ZwoeTm8/lvRH/A4lsLD+/cuU5ux4LCp2BU8KcdyU/9vf8Jm0Tyku9ixFOn+SOyR5wKsHTAdTexBaaFYFHt3UDGbBvFUAu0VqOyQMNY3liaUMunptWwkeGtUcmSWxJGJudkebRnAWewAgFZd4zpliUddFUAMPZNJstq7pd/BNyfNCWaKfZffulVzZMQwhMuSQ/S7syrJbqi4jmbHlkKKLQbGztcGxtlcmwE7g3RDT/JboRuW6VTgxxd5ZyEyNAUFqyehidhg7plH6ke/pYtRk3S8J0GxnJ+THyAgLGD+oHcoK5F3TkOdRNknGEfhKQJt9LfP0Bzw+7hUa7YV93bPzrYE+sC+mmapx6DvsWm4wfg70qQzgE4r2B6huJWF5C4J5cJ0KN1qViPjd0hhkoT95tNSlAY8JcSIXK0xMvmYEO6C/i/roQqFq20NNrUO5MnsNSxwtlUvZhfJkSFcNw43TyoPd3c2gHV5ZHFOvBvGkaqSrCMLJaWuKyP8Eu0Vt2sy9nP4gvb93bS2Tb4TkH83nIngYfRLp60qyOinYYc85OcxZ+FFwi+QRtDd9HO1Z2H28SJ36W9+p/9d//DT33tf24XbmVE/USkeKIoJuhB2qUwGDEMStEOseyvv+uERQmHQ30HPOGh8kdUBaEBIMGuw7e/K1uuHWv77wt2NCP8Vxcmj6NwxtKofDhdUCzgGBrnAbsE1S0trIQuBeq3MxQ7Eq9Z8L/BQ7hv9Jmj9fA106MBETwBwTwGERe9E+WjZQ7ZuHh8FZzMmQ7SonZI/BPlDPXvsx5ECej3LK8QQhwANfR1l6amp9ACx3ZTHVCiFMRi7JIVKIvUSPiiMkJo/nb3hbyL6PeCzUgdxAZVHG3lJc2CJ1UGcOjKpHPoKCJxmSX6Bi6iKYrrVLTEbzDwnVBXET1IgalhKivTDyIEi61uQEBNXiGCCTbFWZ3GUvf2dJ+bmUXTcHdn58Hdx2+/f/OP37t+6+ES/pIFAdxmFDG/x6G30zvtL3Qy+4DSTinftXt4duvp/j7whDFO+e3A8NPg6gikbrQ5mUIr9xGNF3I9NJfZGsJnS1y5ehU5xUyarrkkWr9kJiR5OEAZM86gq3syphCxUfLGV0Uju/tVpv5ul5nLIAGW0aHel567VExndVrZo4puCPDp/lePlglJinKNAwUPWicNfe/9a998/yNmcN26d+/B/JPNjU2SFmg4XWQHQridSJuA7j3N5CR6dFD0z+FmfFD1sg6dQsoezm/kuLLz0Xt/JtzFURFE5E87kp/5+38Xa4kqDc1QEMCJLi1nI/1EzhMoLK5RwQ+pQYilgu1vH3HvRIM3FKh5vMo1QkRpn6n40LbAIlrMYO0i36ECBcZOoSmkDyFKcyEctZB2aGlUITC42vcGRxkfjIxjUJhXihRLjY6fO3flOXN224JOqoWIoigPxhvLb1OnkfXxsYl3QHTcWN8CSWX42/BAieOAPjTOH81EzCa9dWxzGJ3EEbSXEzvwpIzBAgaDNEr7RXUTaf1GmWmjQRJCvbSn9ZBgx1bKMKh90GTc3D2jAj3LaaAG5MEHl2kHg4PE9TSuZwvdezvl2sG+gm0wqE40/ig/nHC1aMCJaBB0S1xUM1hqjKfNh1XVRJaRxmm/F4vD6WLjZXAkaEjjMKEgnZ163qua8axd1A7eschwbyjpnHR2zR/WPl5c6h3oaXA2Bnqfbh/eerpWYWBWvcEkb6F1sQQxLI/ZmYHGQ/EqaIFw8Gjm0hBGBcVuOwhxzbMPr78tb9vbt7/hZVDaYbsqj2JbKfemtQpeJICfLo3YT8h0htdvV8zbuz3Ybf1cCE3/i+/7wZ/6if/FtXh1lnNlQbRLEXyIVp6lTIojlD+6j0QIkH02plxHVwGN70XX4ZK7ghw5M6ntapO2LarLJC7Hq4ev7deULoqur6Z0nQrXfFxvUCSgBylDyAnDCIum7pFfuncn9RrWZJzPT98H2swAFkAXE7gAPm/+MXkRNgD2EF5qiPZChGljoFoaVovcS0db96fSu3Zcm/iiZXayJBuiEcvMn64erW2gcb5DcwnXylC/sbFxjAhqVYQTSvHjUWZNcL0YPhf81USpUcLmoiplFiPEfQFC7zCQGkLlFmFZbgVoahIMXWsO2BDAEl5DjE4bAn9T95DnAM3BuIbvhTjcg0HCIHZDV07ZdMKUgSoNIYu6fGlucnSI5Zi/9/T2/UfX7y58fOPJ0vJOTUkSVBqEyTVqD4OBm+LQ8Yb5VGyAsY2ZZE8xRaLx0QPaWJnjFyng3RRgBPMmjmIhC6YAjkMjCZsjxQwXrAKsS5G3Ws3xyennXnihd7C/gMp3IZ/JpplgT84ejzVACbStfNl0jqE6w6Sc3u7iyNgAlauDwxMAIZTXsT8qA4DkE9EiXCcgRKF9EG5SSGD4gWVvTwZuNSFwX7jErL9Lo5PjDKDkjlZWV2/dvLH85EmtUj49rMB5YJRRLM5la/+Ijne8FG3tRhHcbEG+wBGG+7Obaefc+qxxvH/t3bcP9g/4Lc4ShZ9PO5Kf/7G/kwbJ7KQb0Y7SAa48H2kJgqk8HldI+C/Uw3UI27hWe9qguHJqQJXaj3Epie8EjoEPrNlZxus7eRv5ED7rgvYTfjFA4FhGg/c6orqTIPigM6UKnwSi4+D7wuV54EaWUVLpOnfh+bHp2U9exkdNoZwxHx0IbWABtroQHcJ4B4KDqyvrbMqxsZFCTtNWKNtwMNRJSHp/dMqvKUjSICQAISToiYiEwoJgU4PQ2HVr4HN5UH1VgWFzOzLSdTPIeheNT08NMjWIjYDnUe3AhlBxk1To4/gepnWBPm6qqpbf2d4+PjwMi0/yoihVt49TjFEN4vfUdWg3LqvD8koQNjwKpXv0iWqXqXJBLihYQQWSaKyQ6shC/wOSPzulDo3ojMZJOBTl1gQRQULiHjsSm63Wb9+5e39ju4+Bi33Fo0js7tPN+fUd7AIBWY2zj951I0LPrfI7OwIugHoVrDfOHnixeaIqGpum12ZD2eXYqTiHNbwSLrr95LmF4CLYAO2M2klHgLoUdzt2sS6YH6kNXfjQS7Q5LG3ah8pqSpV0Ad/9fX/r//qVX8DMZTNQ2JOk2lS8FAQk2YNCKLEjsBU9XyNoqz3rHlX9SGut1nYNdpQLDX5R0DJnWAV3c6UEFYn8awFcMcBcHSKN8H2rjhMWy/3P5r0avtKWFxfIWnZsHNoJAinRbazKXHTD+vmw0A48NFPRrwZK8mwFVK6RCfXPyUPFiObJGAj+7ec0aqTtgrRgsoMaeWBOFzuozYYIWY6XWeCpfWVoK+dfGHIgoGW4qExIYyxxJDowOMAgh2w2S/jEb3GQSRfUPa+SjXelGbryF3IkHpygEhwuRYiFYGDXGORS5Ev4wjMZK9wLSojEZnUUuOVk5HH4nxyJla0wMuZhST7GHwY/w3+a7SWthwRzcAcvXbowOz1Dr+TjR4+u37z/7oe37j1ceLKwomFhGm6GF5EMNgcZAJvT7T42lD3PkpH6IJY/mxzoZud03n28Pb9eRSu+mCEwC1m/YSZmFCWTbC0sJagE1AlG78gzC5WQ48TYTZ2b7aILkRGRPd29vb1zl+ZefOm5Oa5rdqrYU+A9cNalfPrihWn4M9nO5LnZEbhe8HdgOXExG+XK4vLq0uoGtGwCOM9XZDhbQMhDZqF4RagsiDRdXanE+Znzly5dOndp7uLVS1dfevGlV9944aVXZs6fTxdyi6tL773zzs0PP9xaXz47riLnge4f/M7m/kZzb7Ejzat0ulKignyIWkIA4kNH11T98d37i4ukL4SqkJ6in3Ykv/IP/w5EKoYMqEOO1Fa7R5YOi0mluNTbjSIlYbhfzllRG5JX2UQl+KAgEjyBVFOk/2DSlnJ4hXRu0eHQ8lTgMZgIpXTEB8SBl0NP63aZYqzz430RCszBozCxgdSBKTFRseXkS2hRjCeuPv/a4Pi441qjNELepIPyzJEQCCrB1iGyug8HZb9SXVle5bVnZ6cYfmxCmhrmK5T19qlS8C6aIeDsmiZ/5vpYTEegE1ifSh2aTc9gXYSj6duyGKC3Oh5ItmRvr3xaPw5PwWCU5tGbWvDMEsGCwA9FznK5DIIou3t7QF+V8i5vI5BTuxQJRW9sYXSKVeVIrGnvoyOUTsBFwLX8rHX+Nf5Bhkyz3qSxEynGO5iGkaaZVEGBnA8psfQ/HOPrRXhM7CQMYjK5XT/7s4UnlVaUMT0oPTDG7vHa1tLmjhqJ1UCEMDteRE81OHoZIQ1j6OhBY4Z9pntXOVuExABXutvD2WbIJfQcjVaFtFbPK9xNQMK0XHrZdjrt23NO53RE2RzftGnzfgv7w1slpCFt7oDImpbDbX3P9/3tf/IPf0JvYHgKnFdOJIGKAX6lM9/ViaEAvIaJL/wBMizDQPm7U/8EWKazSjKthIHwFTm9QcLZj1LN57qwkMbwodwsgDyBrBYaH+w6LQeiUU7a6dwncURAowi7TMIBU4XrqtzDeKypnYahvEDB3yraFkky+FQvoCMBXwQ/5HIjgJrmqnbEyavVw+uuanlw039DYidnYqkG1tFLTSevfBiuyWWWdpzo1Mf5iTs8eWMI6Otb5eW1zcoOCuVV7DvDFqemphAPxrgzFl47w8BaeCKuxygYCG79WVcjDkHsMINRwgrU/KA8RedH/BxJ5gvbk/cIibcTGtkSv4Z3VnjeOubtdwqZGiawq3N8fGzu4sXxoVFe8cH9B7duPbh59+HyVnlj7wD0eOyodTGBPlOrwZPF7iagAuQoieuqnc4CncfPTgYL6Z58apDaTbZzabN248kueQNiYiyPrJ0ofj5BSHsxgz2p6L6USRTRVzMPJ3TXoOQLllQtl6l9YiDkBiSg1zM+hbG/8uJrr775xTdfeeVqX0+eYg+AB0ndQD/+pTDU1z0w2J/NF7oyqdNIk2WnlZEb34AxXq6oQoyKVaJLD1/plxiJEmCId/QUSkM9A5gvrgNrHiOARLOm0Nc/gpTaubnLVy8+91Lv0DB27JgemL3yGeKVXCKSkesP4qkGojKRaFcrIhsb6FrhOHrHMdUmsrWwePv+w1qT6rIs96cdya/+zI/wchwTAWgKw1xK0MQ/KIqJcxenPvfm6+vlHfUbKx0kolEPrkU5PZ7VJl9RtvhCSr20dz3dU7wauSScCeJppJCKA9XhR8MOWIOWm5eEFSf+g2JAuXKtjflIPhoCKUILlAyXXG+KdnfadUmLub+O1z//hZ6BAcPe6loXIVJRgbR1be/4JEwWcS5vkwu7DkfCGF8a47k29hM+YqdMZynTXE44Y+jnU0Jjl+HWcFmSrTtB/lNH2R3p1JAAcNkuyEbu6Qo5LVyP24tY4N3KLmGVQ0YVa4lpJVvalrXw2gqGVr7G2xSyWRwFc7QQfsHQanqjxi3oTKlZzMUDoDO9mHS01QqjaFVguk5nYCWE6F/bWx02nFQUyuOKoWLRvOKmRF5TkzkgdcyYajvWoVWjFUtPk4wdS0cht4Qiy141R5rW1UnbxfZBbQsBVaw8EmqIC0nV1mhTKKjHwCpjPdkUUxfQXA0OTdIPz2hWtvzBDsp0KoQP2JT3ixDfIF8YPJPqK0abbCmDm3GBM1gkG0xzl3gIzzzQs20iM+I2AfEjLb1uB/M9P/BDP/r3fxhiKQNmkJaB9V8VkYJPVIeEywA9T3gspFEmS4jvY+1jFZAdvdiQe9OA5mulVeVCPJ3H34nGWIJWgTRD8yT6wFQv3FCSMTpZ/i9Bmxgei8ZjN6/SOAFkwMMDaBVaxms6gxfYozHAhODqxjtD84a7gBlivkA4BkHBRXiYq0E2yYGAECAcZ0PtiIyd0AXodMKNSqOr/RGqg7IIlIJEWdZJh/DOV0xI0Wu6GUHsWLdDedtpj6krzcwwDis/XY/SUneytrm9vLK8TUPvbgV9QSLxkeHR8YnxrjQj/JRM4Bd4aM4nndW0RyQ7yDKaw/9UPBUCKC8hfErRmBExfck+xrso5BrtsMWRg1FPf8m4TOiBgYze290zPTN74eKl3nzv3u7OwoP5G7fu3Hv09N6jpb0aSU6EGHQs1flmq/OtjsxIqqsBJVcDx+pwraRMg/53C8oTslz0kdV78snBYudAqbO3O42G+kf3NiibQ+OVnVHEJHRYDCRny5pIDL5Ha7NFnIjIWbPTerRvaCSXy57WatV9dEt2DxCo2Nw82NlEkZFHjinMduWHR0ampyfxzSDqJEY4ieH+vq98+a03v/DmlSsXnr80eXnuHJLyrCoZEsURxu0xK5XGUQUPoqF6kIf0mYKQIe1l4IT02zDqm/bz0B8lnQWyDdKnXKFvaGx66vzlidmLpe5e+m5211dOtrfPykup6DGqkJFkhmKKWCMhG/GHQxqJ+J9Wd25+dK1Wq4Sa/Kcdya/97D+QT3CXnRN8Poek2wkCOD4z/vxLV9/64hvLa2twP6FfcNptibhwVSV96ELkARVbRSQ/Zz1lh81yaTLh0i6nLYtKuwo+ctvtSqf2gfiuAZIOevTPXtL9iBo7Le9Ca5atJtadlzIIyybteOOtby109xjvVd+JiVUyqirOeCnEIwlxXRsaijGYjBHH3MPk5Biel057HAV6Vkwa5+3w53yFD5aDu4McgvA0G07HFnOgzhLCARYKIiAiRXvCzSRKQRcUJpcBOxFI+KC+IfqTK9PgVWVDwjw0pt6NYZYPIczltUA6eYcqnV/sThgEwUQYFuO3ldpTilUJ3WoARnj4pku2nzxr5TFkV+pRlwsSnoGmdiEeIyPJMWAqobyE1wel01hKZz0sEmPYK6inZPMCyzqTkWz+yTbnDpp8B2D98nZ5pwo5EuxLXOSgnxkCFG4hk4yiqVUgv3RbeMiN5P5khXSHguYCXy9wpMIYPvNh22ujqrjRHyM2IdZ2bKg3kYO2HFMbuQnOxUfjk1TG4YJ+Lfyfkk/vnvDocST/6Me/FsJ32XIZQ1VMZcJcrCLNJRx2jdhjJsBYsMEUuI5oa8PbHNJ7jNfRqGc+Qf8WcgVsP0kAqvOtgWOt1yJn6Kpxb+q8BXJARggdS4wL404RgqWQmyOYzaaQvJSWFp8wlVPRLcrOAiog1aQznRnqtl2dmXwKDiECPJrUQEBJ8piQ1FuAmjU6S+7Fmvkyo0HpXziZXQz0DX4lhbKnxRZlyrVk9od84kBNqyRVPHVxKaQJYVu7tGQA0i7HI5e1+/xcPvlLO08KCNVabX1je3l1fYdjs1XepQ8DufjBoanp6f7+fvJsrFtQJVEIoNzGWjN2ecrINLlAPvCZyJp0i71RbAG8IdrOI/AY2ow5ew/npURQrAIIHQH+1NTk+dlzI8M0ckdXF1YWbs/f//D6n7z3/o17j2n1hecJ8VSBb7RVrJ0O7Fa766djsdRwKoXm/ypNACqy1CUvBNdRUlmq7ue64kM9meFSerCPA5S8u1A+aRBBthv+LHsgNXz+oAXCCFmMBfkEGlhgGOQDPEIe1cjYOLqWsvEOt1UxpoEXUVcMxPZWeWWlvLq8u7GxubZ+/cYd8iV0BVdW1oqFzBe++C0TV18bHT8/PjY5NTl+5dL5kbGhweHeb/vWt776pS+9/tprV164NDk7BpMNbtDBQZXtFWRkAW5pQIalL9IQ6l0c352d473to4Odk6Pyyf5O/ZB5PLv1Y/6UT4/2G8eNzbXt6x+909zfLCSBW1pMFI9BFI4w+ITYUdFdOO7heCPB9PD6dSa1qHwAuvVDP/RDf26BIpHf+PmvSdAcni+YoSk96PMWC7nnnrv85pffSjNrszvHCrNtPNi4Lj6kcTPLp7UtP+fItk7zcWUbXOPgdHkHKY5g6bs4W4IIcCNKAPUzBj4VWWvnWMnO0InDsMBE8Jnxh0cuShUSxwvsJvnSWOLzX/wq3U+uPvEd5cBKXOJJGzNdp1yRTlQIdFVo8NzKJfKK8Qk5EnwGje5bO7tEp6QOqDhkAD7RYPNh8AicmqRR1OQlH0s6JQKtlB7O1NYuXQ4QIlwOU+hIBSL7iDaeUb3W+xlN0Dgmk4NabhVKGPeVvwDvJAclDSLJwzNqfmIiQTgmcNCYIa8hwiXrw+IGjqmje/Gn9antodEODmWusyOLnLBJwcIsIs1MIlkkICAUkcfSRUMa4cyblUdBoGP+9PT3nzxK5vKDxRKLF8sXri9t3H26hstDFwgye5V4uYX6niqeJgjpg7+5nJ5sogBtAhvtwMc9yZILDEGjLLotXEgvQgwdHqTBrbaXlRlrz8KSC1FKbY5UKBEpEPLayYE+K660U5SQtfpiDLrqt+1ag0/RX//1D/zQz//E13DcBMWm/ooDTOzjPekZUIJgtDnUH2C3LfRKDj+cHe0fWWjdke8jZAkaYC9V7NAhhr8DypdjES1Vrse5Tu2U5EdNSRrqgQ6iCm2ImAsB1WKGzjl+O4TZdJJB+CmWMqATYOe9xSLjv7t7CnSoMZF7oLdEtxNV28G+Yl8vf0q9pUJvbwkxWmIexB5xUVSMk2m2Fl3rbJgQtwezGyjUyjDMKfDW8qKEgC24DlVvnhHNXHfxqrsIFIbXmg6hr3pdErR4cssIXVd2y7BqePjra2sVZsJH46WebgryM7PnevuGSNwkSGLIS3UTjTwQ4K2UxYvqNh5tarNyxEAIbk8JK19xkGFSsZ6RumXhEKOV3T94bo5+xPPDg0N4z/2dvUcPHt24de/D928+fPfG8aPVO0vrDDgoFfPEeAhagVnq2VUOsgcMqTpJNiL9qLU249unR5s03CO+10T83sIqYpoCWMWGejPdRcokeVZ5ZfuQNvMIIx8dqbtzgeMs8EPBjkY8IFIC+htj/jQnHKENMv7x8Ylsp+hcxrUVSbfzbm07d16eoB2/t/D46b2Hj9Y2oUXSprkTjyKT1Z9L4YwZRtDVlS91DzBU7OKVF14amZjlydPrOTQ5OjA+0z88VsgXCbGhu6Hc3N/b3dvTC0WMHtI0NgxqE0YMkLxF2wyp+IHnf9dajdrZMcJeiNY8vnf7Onnbg3t3IRod1hprS+W9bTmbROwE0rIL8m46ka6qzhiRzeL8/IP5+xwnINFPO5Lf+sWfVi+/um0F2wAXj4+Nvf7511549dWR2VkmSxKXZwoF5haQgjOn0IAqFV2aoY1+Ogx0H4IthgIdHWodQKBI0b5EcFZmZSpcNlck6mfPgEcTkwWlObk+h/9GTp3uSkzElctnH8o6/NiwmkTuMkudmde+8JWOZFr+xqIWMl+qFKBmLyzV7B05Kp8pLYYcCZHI+jqL3dfbq/uOJzZotd0/IC/PZTrzBbgS1NjZ8ZrIgGgE1iHIpSh5dOqmowjFlikCVXEYeHHIJBKpptk10qoe7gECGb0WzOYjoIvDMbAA7CajvzKC+BF8yclhletWc4cL+MBiuFqeBdl0IDoqIIWk7BKj6CgBLBIOb7+rRVLe05dO9ALI6Tji1FWvwPWi31DoTOV5uPId7Cr6MaWawK0wSgtZ3493ykjvzQyNpLPpvVbk3YeLq5UqF16pVncBgJpImWH1bOyNWMobUxrp6ujB26o3Rfcvu2/Iwhi7PEaQ1A17QlvCxl4/2/Ygf26gQyWh3U9kLxIemB1QO/8h9W2bMd+83zMAH7Y52nIWx/LX7bz08T3f/7fv/87Xh4uJgUKyP5fsZX0yHYUu9dtmGGcQj+aSsS6OSyzahSEHzCXGBf8RkgMZSe1KanmXCaXBkPqf3A/vJKhWuE8YbxOShWeMEtlqwmqiJBiJqo1L6cthP7o3PCuFTWfYLOTj1OGK3aJNCKouszJxOfuHRKuHe1hnprfuH2pc0iEcEH6EWUdgJLJy4jiJysGZEo8DOEMU2lSCaYBcbKXM0AB1pLA2GN+gcxFSulD0cKQooQPFd/qyxU5DlfIZJTOkLnL5wblqvnrbu5tay0tJwJP67vjo4HNXr85dvNDdW8yB1OTg0R4zWm17c2t/bw/Yb3R09Pw5hiUxABrwqRvyElRXtrb8tbX3fTTFoNKzsx0JT9ViwET3kGYzhVIR7tMozSVTk+dmZycnp4vFIn1Mm8trTx8v3Llz/6MPb33w4a1v3rh9c/4JqnBjjeRuqwU/KUEWzmjXKiP5djd3yieHJ3lGqzYixMMgAt2xjkKsYw2RIzUSRAjBUsYJQB9QdhnuTnfnIW4V+nq7OQs3HiwjCa+oTfvSpZl2FYjR0XCIhddzqItkoGjDNKO5YunS3IV8Oq/oV8G9fynQ1rWP3GHUQMnxlD7QrZ1tZPQA4LA2NFjmKQMcH2+sLmytPd7b3Dip7LVguYC4YKtQ2ukqRJMFRLZQxWMAUaGzE+uj4RO5rLS9GepbKDBwvmdguDQ0URyZLgzNdA9M9/RNFfrGs6WxrsIof/L9swOjE+QO77177fajJ2u7leXVnc31nZWFRRoPV+7eqmxssqtZeuIOHznXYRLx+mHlww/fx9qZ5vzsBIZz+J9/+3NKdhUsdzCWY3b23JUrzw1OjBYHRjr7e7ZWH20t3kfr8fe+8UdPH6ytLSzVDw/VWkHDjOYWmqQiv6WQW41cjjVIwDG/jZMjKgnafDjXdHKgv4e7ZJw1+BDpJi5TouuHVWUlzJQTMwqoGvfkZhXX601/cdDJh3UYhdvwNozka3Q0M4N/8d//m9FknlMI0wmOFb/tXa6BUboIdBvUSOgcX7m0SjwIs7/3wcf0nc5MTnWDhsbjT548LVf2AKC6SzwaKGxg/prMClmCKySehJJFFiI/C5LDSaBQk4yTRG5ubwS8hm1drSJuv8/uWl9/ilqfj6G4oJx5jQNlGnMS0CyDdwMQIXblW7k0mgolMFOS/TparS2G7x6BG4hXpGJTR2UfldhjD8cgOxKH2zehc66GEoIrMeVUOKDLc6qU7IMdcBYngcIhESRDxx3PZV/s65vMZAudCQhbSAPsV3aysQharI2u9Dcezr+7uTY7PPRdn/9cMdM1v1v+HcK6+09o18XtQJGkLnLsvln7A40SBBjKdMZ7sukiubBwNgNudh+qwPEzYpVJdlv2jFhGjChgWhwb3d3BrDnaDe5AaatTihDmKQ4F3a0rk3O3oIvaEiTj5Ep/0BeCBQ+12mdGx/wBcwXb4Kj1ER5Xmj/7H75K9xfdZIB9unyVdRneBfJplCgGHu5SFMoiCPxIOIEXhcwpyXhXqYRJIBzkPp6YRjKL+ay2WNR1sbHGjFx41K0afnTRgqCUW3KWo3eSrVZhin9Cz1ITIiEYPssEPCtWK6k7g5UB7zMipoU1kdRVaToKqBnnwI0vxDcGDN2CJV+li5dlajYAXYW3kedoqKma6j1cwW4eK8DzibONiVNFIODM6m5Fn1LAJWnHILAUxMh0GyEfkKYYryP5A5tCBQONaLGQfuHqzCvPX+7v7sFuECjTtDhIV1Zn8mCvvLWxXt7cqWzvVyvMRa8TH5dKvZlcDj15z1XAmKtJhlvwtApOvfOPBviRGTcKVtwzawBOVkA8YYlb7QNBM7bQiiBkevcfPnqyuLa7S6bXOAFmarR66403U9knjdP5ZJMexpmB5IXJGEMIbyxG6oex88fN4uEJ3MVcK5FpINUcf1ivvtM62o530DuejDQrrdMKmXk88i1zva/O9Vw9N3j5uYkna3s/9k/+6NbSQSylfoAQI9rdEk+j3t0opjv6C90s1lBP59hg90k81j88/PorL6c7EGlXC4gegoh5mtSgcSgYFDVTNtZ3Kgura4+eLj58vCzYuyPGRMSXX7rw+qsvSxxeeoPK9rFRuAjgUfonUmmWMYuRI9sFkW0cHxwdVJiMDn9EY9/xvYV8qtAdTfdRF6EQ4Uk27XTeSBK/tPfw7vU//aPfL2+s5PHRk2PbT++eLt14aWYCkc1cd/4k0rG8yXy8RvfIpStvfKV3ZCzSgQYHit6HH/zh73z9p79O4pJTyez/7Uj+m7/6unGtDpKml168PHf5UqF/JNs/GMsUYbpUd5cffPzHkzNj167f/vibt9Yer9CDzSY9PZTGmUwES0VFn0t1Wduul/NGMH8ENsR2VakynoB73j/Yx1rgVAgzWBB5D5oY8ThsihNKyqL78Rf8EPl7aXeYmWTAVGdFhFcHxQIpsUqp/NiV177934OrgsQL3jKXVaIjVKcj0dYQQWtdYVyYMeWSe6wDAuCHH13PZfOD/QNDQ71U7p8+XSI2zGbTPd3i6wglQzIL1JKP6oG6ThkJphnRUrLhQy63AyGs6ubGeoiiuAnDlcyKO97aXK4e7od4zmEgtGYNDIUQRAmWwh4JDgrBnBaKcxND/QxCOANwQuYzQn2FCdF1yjNYV6RbqUqRp4B+1g73NCVMBFCZ2GcADvZV+ltCSOPx6WKyBEddzWz0HqLT0awe17ta0ecHBueKJUSBCAMpRu1U95sntUEaejo7b+0dfuPeg55i7vOXLtBnuX18dG11/eP7j9SiF+ngAqiXSKGp7cz1ZLs6oqVsEsXTFLYxpAXsTVMxTaySOLUALvkRj98IqyA4w1ctvChwxkzK05M1dK9YQTwN3koEOaE9ClFddSOigHutieLtmosLbEFkIQQZZmSK0hZWBi8THMkv/Eev0bJh1wbA2CTh0A6iH9MccQGG/hVl2CrhCH5XBVw1JpXZSOCEL2r0u2Sl3Bvhyp0wLTrIJEVjkSqardQRBz38WBm87lPDXUSKNhWj3SUVCuSqb4n+plntXA0+RYNqFIy5aUBvpX/pbrk13ELo7DM/DEFGjX/X0gnuI3TWwRNNQwlKArqWCGCybwIZLawtDycSv0NhJCHg3XNYPHRBFlo/KlEG1xKdcYgeppu2nn+Ee3N1TjmJxF94cabnvvn6i5cvTDMPkZGs49OjgzPj6WIJlF1V+ijBnKRaCQ1re7W93QNC7p0dpH4QRmmqj4D9qjApFAihQmneliiHqnKqUC+uibTQsQMWwgcx1g02YS8U83mKUGtrGxv0N53Wnyyv3Ln3eHVtH5041ogiM4rZb3Wmy43GtWgjUyq+fC79l99M7x81f/kPy1vbjclUFk3W/ePDUiyRrjVz9bNsLLrdaFxvnuyiHhSNVaONPSDoRuuNscKbl3qmBtMvPT+d7+n+448e/++/e315k8Y9mR81GERPVZfFBQLaM9G1xGgWmH5n5yb6YY+NjY/MzUwgY6m6Jxkgn/E/hr0Jy1DFFxx89/Bg4enK0vLa/YXVm7fnoekDWi6trw4Nl77tS18s5kpsV4BYs+2b1ObUz1MuY90wQ6xXtYJpqmeznRSKQLdYNqprkxPjYzMzveNTka4RTR8xOuBTqsaT2uHWzY/efv+bf8QRfPGNt6Znzg8OjJDZ3PyTX//ot37mxene/lK6ODzYOTESYYze9un1t2/dv7cyMHWlZ2CU8Y6n1cPf+93fvnbtDinETKP+aWjrz37z/wBYm5meePOLb1x44bme8YmuvrFoutCMpdFBJ05fX12gjoe7XJxfOmQEDvofuCclybRYtrlbgWRoQqJCPasc05zozN+jEzXPKpeWoUG8oc6QyQPMCRGBNG7EBtSelaVTi6nh8aAt2vZ5cgQ6S2bT+kOv3T083T8xhwmQqUdXjhwfMVXx4F2SNf5tKns7/JU3inXQLILEENkF8V++UALOpsuGzwsFyqKIwsi4mPygeU0WkpM+gnBl8xBEFdDM6BgeSvQJm3ZroIrLiBw9oLjYIIE/YLxA1HNDIbwy+B4/rDnqULAaqIeSC6OvR1c8Ol0MStM0Q1YWDQZXJk4oXTI2TbxkYdlSfgrOWvbPeF1wVjSqlECsRHyiWaSRhqxFFT2eCAPb0TOlHsgnsJU/WFh4XN6meYpbRVuuGutYXNs4wf90JR4uLz9ZW6PN7CyCQItGCirVl6luZyTkKcxalr6v+L7y2iEd+YTmq6uS/Ze/eIZp+Zc/yUX8+PRbbSckaZdQR+HJmt9qZ9GGSJ2QBInAMOjWLyaIPbygd0NI0Uz0a1+rDWIEaOv27/w8OxWowNmCEog2N9ElZVPwsQsKhtWMyDRDdLliMVhYjP8CKO9MsiotJtVzx+kkU3laxWQr3xkvpROme4KVxQdh+BTSg8XEYDHZX0gNlZJjpfRQITVS6hotJIfzyaFCYjifGs4lB7Op/mxquJgeznf2E1dlOnuzHb25eDfVJgC3RDSTiGaT8Ww8RsOCeuWksMlECNmDFNlf5Ex9pMKkwNnkg4w4hNwBNI3qmqo2gfumLym5UM0phFF2SyKJCgJk68lrmJ7rY+Lk0EBYgKXDjGSLs6i07eMWHPbESN9XvuXVC7NTTEodHizQtDA0Ocz8bc38Y8yaHqzCBtViEFVA+Akl4YmJ6blzMxcvTZ4/1zvUV+rJdXKr8ebW6pPtjZXjwypmkXbMs2a1wYDvM8YLNjG5DHQudGcGRrrHp0bOXZ69cOn83NzUyPjAwEC3FAM7IiB+QnIyTII63odiqwXBvTdHmI2eSKxAg++CPlJgCEa11lkYGB8aGsQ8NNOJJjBgMX2c7jjo4F0b6QaRRWyXibQUKNQkRHLagoA33suAS5KCs55i54XLw9OXxzozHP2TQgLPAdNaukcKWwX1Mz8R20uNUkwW6BTDfb051MBETCXCYI6WhiCKKngEd5qKuITBVH09ZNR3bGu3triylO8SoA3SBVV8engEEro6jaRd3lpbqdy88+Dhk0fkb8S7tBhjqIo5KtmF7t6+iQm0NXOMU3v4ZPHO9ZsPbt+lcpXLMrIvQ49ygAA4WStPb//er/8S03u/+hf/yrd9518fn7iczQ0QGRIfVHdWn9x4N59meCA/CVkgFqPHuH96Yu5qV7Lxh7/1B+9+eO2jD99595tvryytYujSreZraAl/KiP5se/+65cuzV68eq5ndLyrdyiWLrYYm+WM1sf56N71f312sl0qFX7tl35rcX55f7fMqVWJVYxYnW1Gc0lL2jU3oAG5GqYcNxDk0Ix0VhafnMml892UhhQy11snBD2lTKG7kDtiegAoGHxFiWNGD49pLycODoVzz1Cw5h3fw7gHtXnH4ATXicnnvzj72l+Am3FQVQ8sqQJYoXpRzIYXS4K+pmOERpz/G3bFWS0srd29Nw+zgMcwMzW9C5GxvE3CJL+eJkgUzV1kLcHT1FMgD1pPHkCAxgKp3sLOwKXEKZCsLC9z/Eh2WVzOA+gW6ls75TWGkigAEHfVZBQ1yYhgjSHu7y1xw5X9feTsSIbO0YCa6dre3mbBUO3SOLOu9BH50FH9gI12coxUfmciDeFSwLxsqqDEgPbJ3Dok50Ghez2eS2ZRXulodUWaXRTGNA0tuVKpIFXwubGJ6RK1kuTtrZ1/eeMmbuc7nrs8nUvV011/urT+B+/f7uvJDgzkV6EckJq1OhgBR7ynFmtXsJUBmctZyEj7gG4psu4wfNyknza9wq7DJkwCx9JCV0nBCYecYFviRf8yV88yIe5U8M/IUAVoVIG/UbwQMrA1jK4pS/A7tKde2dIZXrCGsV2Ti/NyKu2M5J/9x282NFpdMFsAzsKsSMbRipbakGtB4sKmV8vqKSXSTFGhhNjIZQ6yBa4S442HtVX1HB6z0zghYu5I19kyzDK84tF6SrqLq+xDbVjdDqkCYK2l17hC03lpJlG7LdpFLApoh5FcfoEuVID1Nr3VBEXleUQXiPsyA1Pi8Gcx2afIqdpQqs3G7mFj/xB8TnQas+aV+YW/Q58ngRjlYDBZ8gANhnVOxiklwxGtv016Ngjjpx1gfdec1IPpUfWt8dH+z7/23PTIUCbVNTnbN3d5sjOd1Z6TWKixCEFoFmUJgYTeGVvWad6PHq6mcerJkWTW3vnGb24tLo5NTl783BfgDpLFCa+VK29HYJqUplUE9rDcZpCIZIdSK6pVny5s3rjxaGvnYHljk2aRxZVNksPoceONaArp3W+e7ddzXWP9wxPp5OxY31/+D/4qs0fXnixRSUFqt0LdA6uOpdrcT1aO0oen283GzUbtlDxJye9ZMRv5ChInQyligksMOnluNH5+9rTZt7NW3V5Z21hd20FBfLdGTUsTJo4PeVbo0oG1VGtVDMuVuTkKbwovhUxa0tmaXywCaSuZNo+6cnDAVHaIwdfvLexXyr2ZTrQpV3cPcp25v/Kd33rppYvkYgzYvHbt5vLKIuy+sfHRAYZeMM9Vj8PQUoOS/uTlV15nMh50s/LGztLD+4/u3Xpw7w4R+9zliy9//ovnL78S7+rZWLr70Xt/eP7iazOXXsYsuJbMZbEP2Klnq3fe/b1f+JHJHma0I1JThOyRmhlrjl6KdpyLN47e/T9/9Wd/8TcbbBv8/F6NQt9UI/pdscKnHcmt3/7Jkamp7MBgotAb6ciyrS0KLlqCI8nTjZXbdz7611cvn/vlf/Yv7t98RGVQQxJ1iNsAhcoa7tJVJCShUIqDJrPGU4qiyVoJtQoQITNq0Ha+zKbIpjIFis+8VApBRgy+NEhQA9zbP1BbEr5F7CNB0JQYMC1kAAIRHedjFECbzn/u2ydf+NJZA80rqSxwYygE0HTmWgjTUBCEP4E1o0apoNfVAc+6ubC0Pv/4CWeeSiBDTTZX1yFZ9fblETKgjureKDE8cQt8EPU422aWBKiAKoWaHu+JHriZtdUlF4ckD6y6fJWBT4fl3RUEhFWtdeecis4S6dE54rj1dOfBd5H1xZEg0fulL7xB8Pvg4aODA15BYH5vX88qQADFkiptG/VST4mHXgG7Q/pCYLZky+VFQt0iQHYQEFPxEWagRdQ3lIOKRreDKMPJZUC0k5NXh0dexCElkw8q+7997QZM7bcuzE7k0+Awt3cPf//Dh9BVu9LoekFwjzJiGLVhddPrSekRW2UIqbR4PhPXiHYX+hW7qGQlGMolxEC/cSjs1hBt9HYqYvhJPQ/q5zKXwm1DdiSSB/O8xjZTSEVMxdKycE4weLG2lIFkveQ4QuOiUxOha2YJhtYRI2n/hiP5tf/yy4KmGROl2TBEiHzO0hHeH8E2oBZDfwxFGRMXFGeonVBvzxfp/Zb3M19YYRq2lhpLeF8lMYTNphYoZHcepaBJlXYx093fgYiwAHVNQ22eYQstsCCTLqQqYHAA50owkGZmAQSc6eGqVMHqtW/LZAZBsgRpjh5i1NJMg4aiSdMOSgbJ5b2jP723vAFRSS2rnDHHYBIkFikglDrEWGPWAE0wPgnqe683YSu5uUeuz9vJRZn2thJXh8VVPCQ+QZyRAm99/uXp0QF0d+YuTs49fy6FWqHybWka+NGE5DVYGBN9tDyEHFnJ16u2ggvEfnGKqSfvf/Mbv76/uTJFOf5zX44ks4AR1rpXZUdbTK8k0WZXel1FaTs3JC3r0ePDRq2x+GT1vQ+uPVnaXN0qP5pfWl1epzX9+VZqItn5uH6SLeVGGJp41hzq7n7hCy+QY+6Ud1bX6Krc3mSWbe10v65J7kz4zJw0S4nE43ptHclz1E5YjVj93HThpbm+ib7MxYtDY1cnEM+KZF6MRMZ8k6BtFGXchaDiETJDMs4KqUgoWhT5SFSETIUeBvRdUIDxkFUKJOJ28p0jTjwNJttbK4sr9YNKx2ktnc89WNzdWt//8l/4wpVX3gDs+uj9azfu33nxhSvTk9N0Bxk+pw3FpWSCmEZienZu7o03YoV+on9aFXUQ6kfVvd3l+QfvfPMPHt69PTg0MDt7PpOPv/6tf60rP0O2pa1qyAvZLC41jozWkzvf+Kc/2tt5MCDORGcRFtpQf/K5l5uF1xOR9MHCH//k//iTt5/sjA31o45UWV77Yr3j21Pdn4a20qnD3OBYR36oFS9EWtBeNXrAFiDIIEqr8vHtaz35ro3Nrfv3HsBbk0Sqg0CRj4Rhh1mH7V+zHahjHagwm5grWVpK1dof7lv0lAdKv1gkdf8BGGnQsQkhSs/VGaY8Vf0gbkIkH7foWx1HYvMT5I3iw5OXCgOTIpUHXqyxHxFC2gYNekyd8F/TX0JkBav16BSyL5kGbml0ZJgbRAe+MxlXDSEtod/wocpKe7xVe2yXW1alNilNK0sVucmAzDScU+Hy4jfR23ZcA0K3gTD4YNPW/g8V3lTSgx+ktJvpil+9coF60dr6jlYAdI45vl2MPzrGsbL9pGCAbAPqLIbdQ0kggBohbvRZ0/V0dkSzmouhEwiZKiVSrszN3mkTLWJOLw4MQQgaUrbpkDo9hs2lbZ9MHMC+3y6HCnm9yQBRoj2TbZ998MZ4pLTIEQCcHmfxjGIVAJQANwUjItNjhMSrra/qy3IY/j//mDld7e+E/3cS0OZ5h7YR47pGSx0WmxCmlw9kUVuoAG213Y4pNG2gLzhY3k2srX/5cxQ7VKZKSjVLk79oaYUUh44Dy6HWqaCcJg01IxWqcDuHMrVatkBOVE7CHkbOSxmKN6FRRTswCglmHZhWp/K96XrKCdxIobcW50WEKXU/o9xkTXkxetTRoaqB6QLeWCo74s9w2HAeqF6Ltw3kplzJxUPCMn6LGA3IS7TwaHxxq/p4Y19ar8E36/YD88qhndddjUkeRaOyU5uypUelK4RX6eKif0xLp3WVE1BIFtBTWiyvXJyZGulnMPv4SM/lK7PAKyFHDII7ZsQG/6HFEwHBUQDWM/SeYpqJLgyiSRCzidV+8ohenO6+vtLINOIc1kJDnpZKJ5xMEBGQWukpB6TaIq5SgjKRXvuBcBZiDH+XtyWGSLLFbEHOe7oVHe5MTqW6XigVxxvRwkYls3VUuTW/9eH9/ZuLJ0tbZ+Vq6+A4ethIHJ+lBaNQ7mpRbKdafahunUZKbJXobr2eS3UOD6QHBwu5UjFW6I50FiOxImPvo8gPRbtbsWIkTmWoO9rRG032x1L9HZ0DHanhjs5hOlXiXUPx9FCS9sccXKmJTPdkrm+2MHC+NHSRP90jF/vHnhuZfX72ygsvfu6ll7/ljatvXLjy2ujFCzOHm2tvvPXizKtvZXqnJi5d/PxXvnL+6ut947MDYxP0pSOF1zfc2zOgZesd6C6glprvpHDiUA2PjnmC61bsGx59/tXXLj536bCKp7o7Pd03OvtiM5ZlHmNMFELn+1pK1feaZ3tbq/eZ7wprGLYoU2yjPQOpgfPxjpFolDWur9998PDuCtSlwdHh4UTqhUqjj/P0qT6SBE2ZnaUWUQNRpq0P20lnRuz7YAAay0/uNU8POnPZ9957j0RO4kTCTt2fjTytVPyk4WELrwBWHYgGk9zxoC+qO02u0DC33QmhPXojHFUI9xrPRmVNSSIZgPESx3o6fqIqMgpUKu4qzrn6qQuLJQenruT6xzF0rkfZpSmAknZLMLg4Ev6Q3wSgn/cAL0JVF/wGcz+MIyFDZBxIprOAvkEYaE30qJED7EycybGOhNtG8WHi30snzRF0JFKjhaiGNJ4ODy+uFhvq8uCgxwhIQENQJKkSdID9Q08JkGRXlwhYJk6Do371q19Etv/x4yVKNdRlkrBa4sBKvD00rjjN0YQ4lHnaKxscu51iuznAsDemKY32HO8CRoFTAeX0CeRd905bkJEPTg6ZsdCTBX5nVFlmpbxLwb9YKkDKWmcmRLXGU1CIddo80kjVoCWtN9PfxGiJGLIiWD85dU/BCC1WqmmbvOtLCvZdVesgSRuMWPBHNryyUzLOQuDdk2w4xSw0oR6h+GW/4cdlKE/dnm0PqgzY45WkvWDlMV9K2AzeYKFipK1hu/Zfff8P3v/tXxDA7x8PpGJfHfQHPRLPXHPHowBYNckGLTwaypibisPRmLvgafTNINBiEU5dswSBbCut8g+8HvwXX1aZW2dAV2Jj7rYoX6Rn1PNVeS55Fet8KSfTjBDdkKgkfC5raw/L/1uX3k5LkbxuWX+03I70tk/PPgDgqQYfazv95/4jnAPV6f0YBO/yfmQhhNBuXG17QzcQO6XS4Q8O2s0lhjb55anJgYszo0BUhWLqhefPFYvdFiiui9RsDFR7z6L5XiVx7nTwXVkG+xbpJkrRVIghxktDG473Vh/NcyGoUBWGZlsx7D9gLIwqUHtICuQx/JMf5921CAEgcfbLm7qjG18F1SrGNLmT8s6uSHgdCXRXaSid6ymOZ3PV7fJJpRoX1wHxec0UIqk8ap0R0h8065AaxVLQ7lD9ievKdCQQW602qfQAJMbLBFX1s3RnlG6S3gLfZLX3I5FyJLoTiZeZP9mMViMtQC1UhI8YOxmJHkCRQW0VAVvGHvE3vANpBok9IR64nagjXkckSnR1Pk6bEo7oicPF6jzO9XXn412L9+eHpuaSxblY51Ay2U9zTqSDObDdiUx/unss1z9dHJotjcyVxi5kBiZiSQhaBSajxmTAg9O1JE68M9/df/H5qy+8/mL/+OVWrNtSk9VWZLsVrbq/NYx9aDF1amRmauLKy/0XXi6efzkz/Urn0Kux5DRtxzpnrd3lWzfvP1rZp1/3+GQcIZZ4Ek76px2JhQy4gvYURvfck2DyxwZSjPXIXmVj8fH98dHh9z74kGqRueikReqrIUFm90oGQttQEZqSajP7Q1Nx6HvnQ8dAOhGuWHAqqEzp0GG41dKkoVJ4ETqd9E3bKhVXdNhE+7ZEKofblHbbp3hqaPpKtmfUNdhYAJLDGzkNElsYj0EBpt19byUuWo5UkzlhfHdsoL/fY0RO8wU6i7v4ZcsVa36JJEb1UwgNKwSSc2r7Ek2ul5NoRvEY8JW9J3TeJEynRAYJDort7CTFamx8vJTtqY6D9IqTHfgRYfXR+uR4/1/6zu9YWlhB1h6OGEuJs9JFSoG/ruKzlkskKFGqA4HA8blMksMJ5WyoaSUSOdyJaUegZ7hEojMMExhIja4FdZM3epnjzCgR5mXFkjcWlneqx6SLi5vba+UDmn9JthkczcS8AGDbtNomc6xTHTC1KOarVhscYtvMyB/YPPk3bJBlhcysswdqg6h2pMGrBEvfrrT7i46LPMnDjiZA7e0fV0DRbjP0yTPp0sY+tFzb8ulF9Mc/3HZaRj8jOJJr/+IfSZSdSFjjYDnP9l8iK6mioVF/+peqCo7NtRtU2BdQIcVRTT220rvqRQDS6iLB/quhVokpy0wjEBYGeWV5HPaGJR2l9Sgem0oLCohkWLkGxSDP8DvZXIFsojbjktzBzZY1OujpOHAEcH+O2Ai2tKSGl1iu0JQuOrFguWj06c7JrcXKEaiYV0+OxJ0rXmc7haZLGJamVLpi0FqiKC5wyrcq/1e3l6I/nSWnlT6keiKtFtSsq5dnewsFYPJz02MjAwPakJBQSPaJckAqoUVDNz85jtDxCiUdnpVjQVyswsCT+u4G87M2KW+oqsTmpT5YO1lcWKZMXSiV8oPjHGfmXDjtCJGZgAWFJbpC0ndvTNlgtqooIN4LhIEqmRCGCmkACmYALd13e0dTpcxAInm4y0k8JaZLdXVBZ6OacZpqHcabu6dnh8CdhLDIEqjEFhXk1GqmXdWoCLDVLsQhCGXE/xwyp6TBNI/48VnscC92shVr7ERb29HmZqy5FW2uR1ur0cZqjD9nK9HGSqxJVwB/1vStxjp/I8AYaW3GWlvR1iaf6O/IZqS5GmmsRM6Woy2cE8/j8Gx/I3p6WOzJrt9/uvr4ydB4T5x3bUEVY+BxrWn/hFuyLCqPhiwbXSzqle3Ksbc/GZYmwDnBl1yRPBYld/yQBt7KqFAghB+KaD2v5pZDIs9somsokR6Ld41HU6ORxFAkVogxdkSKn0fR+tOl6zfuP3x6GmscH54ygK+ZSa5Hzv4/jiQ8FZ1LZSEinVs2tB3qOck4Od57dPc2jSCLywIi4TijziUES0tOYVfUPTVmcdlucQ6WKMDA4ei2gV5+0t5F7BGIDoGg6EI6dWabW2MfrozbfMt8mk5qYqJDQAV6KjclB2euZLoHAqwFEul41h7LOAGb2I5EY3X04aFz7DpTvI7pDSx1d8OboKhQKqC8CW7u9gAXY+RE4HmLcetWBl2QddHE3TKLOBqTeNMJjbKBHSY5Xv5JRoJ38aQQU2DUOa85HaEfRrIKNPWA/lO9T8UuXZx87cWX7t26f0Ab2m6FO8NESPoU4ydJGA3kwfuIBP2swu5D5tjTj0eGgeSzQx128RYFZGZMIUrYNTgySnvYfvUQ2R1sHWispDskzhhfr9buLa/TI8I8hz0a4tRxygERfcW7r52FBE4ubm9mYuzspOZHK8/lByQzS+amFlE7m7brsW33FvCD90c7J3E+Euy894WzBwdOsrPORUIjSXC5Ronc46rMJyAnAc6yFbVncm7h1zDkZDAsbCC9lhzJ9/3gjd/4uhtVXI0HuZaMCptWGkUeQOiABDTABE25ABlwDLqNl/2FeNRtfqzexNw5abFofJPbO5A9e3Zpgly4Gfsa4bESA5KKgIAsXZmdpSyzy+FckIslFlQ0cOUQy7oyuk49ZnOv3E5tbqB3ngIwMUq4yWT8uNnx0aONJYYgS3DJLVzaeLKDylpUe5dnVyQfVt/0QXk3Q1lBC9EPRfmP/JMrEnIvJjKEgzw23Dt3boKyW28pc2F6FLaJ3KuV4CV7DXgs5ZjaGQXFYzzKMaXOKHVvbDh0wMOjRw/mP/7g4/n7j5eeLB7QGFhlvK5INRtr6xiAQnexODgUmDCilimY4XnpBj2zmLxEyX3Y7J5HqUUOFXgOOe/CoBOEF/Yqh5W9CrAN/mOwIzaQSJ0yVBVH4xVlBOIh4nits8PmWRWMxlIzjE0XbbsZI2CELEQ2xJbYo6lSa9+Ek89pLSYThLEIjqyv7WyulCtrm7XNcn1rNwK9anunsbvR2F4721pubq00t9Za5Y3W9nqzvN7aWY+W11o7q63yYqSyFKmsRyurscpKdG85Wl2O7q1F95dblaXmzpPGzkqsths72onsbjZXNxkDnqifZjq6rn9w77Sy0VeqdcQ2ovVlpobEzjaiZ+t8Hm0u4cOiZ/iq1WhTfyINXFQ5EuFv/mzHIvg5cqZthlZFWluR1g65VDRai0aqzpMOY/pkI9LkB/aiZCdRJtOrQKWinQXNnEjwFPaa0dXYwcL9d27dfLBKXy6pAIORt+pHK3TsfQI4hJONSpnjwHAyPSJTdspPTruN/ygFrf7m//b1qfHeuw8f/uo///WuSGdfvohhZSPZumj3ceioOUO6synyoAAbAyUcdoxIpEBmNUYkOTt09ZVaCpwnYGRyMwrVWHOPxbExUghGGQvESDs2UIENF9iytzqyV7/13+079zyz5CS9xVZqK1g01DeYTAIP0c93UINQKLMj48sQtBPNr6VzsJjPDQ8P75a30EMZ6C0S/2lqpYSXaLikbk4/Byy9Q5GLRNHCIrjxX3i6SZgUwHcrlcq2XZwsAj3/1WqlVq3s7VKGIOFV4RSbw28g8aeRP4wsRDigK7VPVhhP0I3xHV99/dWrV99/+9ry4uby6prXQuDbgVhsBmiSCSoWVPzlSnXiZTRFyVGXgcunuG80taCxpyEkIEMXhdSB6OLGbgXGfTreub61m+vtXd5Z74w0Z/p6RkaGbi+svftgkZ4cBh5QdyOUbNQ98c2pTki77dLwSTGUciZGB5efPpbUk0quatVU53yUGh0W0ILKvlL7Nj14hf28mpWgnnmTEFaETabQIRC7g+Hnp8CNPOlBKjjehho7LkMaPExwFCFSFvPVFTL9tkJqTYpidfwVYx/2Lf57vnz6K//pWzhiipKWpZAydCh1SIjyExXuaKoRY05c2wDTTMAuUFogTVKHOroEzbxWNd71eLaEhpW7Ek+QQNgaiuchKhIlS3MSoXLpielaNJ9C/tJZAZvcyRQITcARBSGJ1WTBSyJ8glNiedUGFA61rTmAgZohhW/JNSpFJZ5cKp/87sdP1+G+wg5Qm1BIeXQ3qkNoHjfvJSdiOToCQHW6GtPRCgP6KGeRO5VutOyzUiVFg3pfme061OdXXrxweW4CLYDL50YuzY7hH60hGgTkzLrVHCYhyI43xGQzDMrkjMTm9s61OzeZwa685ahGpW2op484FASEgIrSS7G7MDI+mSkOpDI9HQjxMrVJ8RN/pNLgZJZKJKl/2EIydq7BsHhncVi0exTsN548Xb57f+njOw9orthaLJ+v118qlk73GcBBQ/ppOpYAl6gq2Gycxlo1EdzZMwBZpvfhUXRcmyUmf0SjTxr1La1Nky/SKDPTkxrpzvaTztPepwWMe25TEnU0RHjJTGWQzOQLKyzahtJSCsAeMQBLS2mlR84qLxS3iMiFO9Mebp4phmEYAzLwdOxyo63TRBeBRdft+d27qzsvvDAxN9mH7J+1MRSeOM9XbMXe8wPTSmvFBfCIF+E100n2aWYz6DBBFookYDZxviQ9CV4eOd5rQlASpJGMproYoUiPJo2HojWqFx8IguzxMNoob19/+Is/86/ev7d+FkcNI/bW6y8tLG49ePT4046EdkuHmVwdsdWzyTvarCap60nyA8e/8U+/HjurcOi//o9/gWRruHcQZUdFz7TaSsqYfqgOjXgSe4pXceHZOleOvbhHKGpoNmfCbERsMmcSclZQ8RMLgRYKmic5RsTGDsFDqUP5gREo2522I5EISkf66pf+Wu/sVc2VY19oNJsFHs+aku5lcskR7HL6Pmsuesv6yJGw8ZhPX6329/YUi4XD6m5PCXmjLPm4ep8UYJ1Cx8IThKG7OmKKLSXmqt5/qRezCQTX2ZHsiOvKRYJqAZpVd49wJJUy8krgI1gb7kylXU0CJuk/xg8xFYPKIBtusCfzXX/pyz3Z/K0P7q4xWnPvwPUmmskbB/SP0JsMUILiZqPFqByVjeyNtcGDUzHGx0bFMJRwJBnO3zFDAEr5Iq8zv7YxOzXcnSsd7B+NTk69e+PaQbnyhefnhgZ6bswvfji/QlctRQ+WrSaCHESgdmebrbDxmGikDy5gurOYTa8uL0CcYKvygERxZfdHoSFx4zIYAYhsp0quC8ktmWnk6KRt1mUGZGVlUy0trl3R9i6A4rhqk7d0vnjc2vs6kRy+YBpD+iFnYWDZNQfJFoeRguFd9Ldi2gC2yZH8+nf/OyAvzShmCEPBDuCwA/h5hKG45aoC0iVyFkMbza0q/KJsDOQ1qIaMThCfyWxU9RirPufcUD+Gc5L8q+yFybRQVXWMlXHgmbHjohoKyNfRUiIkxSgJ/Pi58XD9JuoXtuCOHCW+zai9OuuY/u5fBpn1fOmzJDfCQiB/TvOVDHgjenDWfPfB1p/Mb4N9SIOTx69rU9CuYirYnDvtYR1LDICYQ6AcYImeO5UXLudIbxOktLzEqjNoOpnaM9vBZb2Qy7z5xgsjyLF1Jd985RIttC6vB9TaFk1K3mbwU1wgVRFOYaF4QtSTJiJSa5urmvUpyQoNxYHvd9wQt6QrlSnmEeCLcSjiiTSzVNKF7lQ6my/1oPJBk5MYBkqpGO5AFdy6u7pMYCn6Rcg0zhTJ7tfWVtbmKTMubd1+vLKzXyuvVXs3d1/MZ6ECH9Ba3zjD1hzhSFSs4Fg2BCMo1E2cWDEcX32sYczRXLPJON+FxtmKvGqD+memMzpLY1BvprfAxFyGiNLfA44pWRrFM1hya+GEHNyNr0ITBX6rgiN/H4rCJp8TfGjimQBu/YoekVwONFlRJsTGFJCnggDte/HaUfRpLYHg2ngx3lWHtEm3i9qilaKZSqfBCPhjh1/6Y1EA8xi4AIs5AI1zoVarYxwCP+3TIfcs2qHGCyt3EJkE300LCboDaHxR5UD/NYVMfapxXNudX/9Xv/nRH76/hHIty51OJy7NjN2/u765t/dpR/IsbPzs/z9bgc9W4LMV+GwFPluB/18rENDvzz4+W4HPVuCzFfhsBT5bgX/LFfjMkfxbLtxnv/bZCny2Ap+twGcrEFbg/wH4LCkrLCNFhgAAAABJRU5ErkJggg==)
Question 20.Draw and explain the process of formation of image with a pinhole camera'?
Answer:A pinhole camera is a simple camera without lens. It is made by taking a box in which is completely light proof that is dark with a small hole at one side. Light from the object enters this extremely small hole & projects an inverted image on the opposite side of the box. The size of the hole should be 1/100 or less of the distance between it and the projected image. If the hole is too small then it would result in diffraction and if it’s too large then we will see the object as it is. Pin hole camera works on the principle called rectilinear theory of light which states that light travels in a straight path.
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)
1. The tree is being enlightened by sunlight. So the whole tree act as a source of light.
2. Light from the top of the tree enters the hole and goes straight towards the bottom of the screen.
3. Light from the bottom of the tree enters the hole and goes straight towards the top of the screen.
4. So, in this way light coming from the tree which travels in a particular direction enters the pinhole & light which travels in other directions were blocked.
5. This creates a sharp inverted image of the object.
Question 21.Draw suitable rays by which we can guess the position of the image formed by a concave mirror. (AS5)
Answer:There are principal rays which help guessing the position of image. With the help of two principal rays we can guess the position of image as the reflected rays meet at the point of image formation. Those principal rays are:
• A ray parallel to the principal axis , after reflection, passes through the focus.
• A ray incident towards or away from the centre of curvature is reflected back along its original path.
• A ray incident at pole at an angle i is reflected at an angle i.
• A ray through the focus is reflected parallel to the axis.
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)
Question 22.Show the formation image with a ray diagram when an object is placed on the principal axis of a concave mirror away from the center of curvature. (AS5)
Answer:![](data:image/png;base64,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)
Question 23.Make a solar heater/cooker and explain the process of making. (AS5)
Answer:Solar heater/cooker is exceptionally good medium to use solar energy. It is a conventional source of energy which reduces the consumption of non-conventional sources of energy like coal, natural gas etc.
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QfaTHbRBmijyQS+SAMEEYz2OKZcePtPhgjmitb66jNulzKYIg3kRuu4F8kc45wMmgDjp9In/wCEjkkvpbmLU/7QMkUsOlySSFN/yhZw20KV4IOAOeK9ZFYNv4vtL3UFt7G0vbqAsqNeQxBoUYgEAnOe45xjmtW/hup7N0sblbac42ytH5gH/AcigCzRXMXWl+LUtZWtPEFpJOFyiSWIVWPoTu4qvpX9v6tbs8fiGOKWNtk0EmnKHhfurDd+vQjkUAdfRXPf2T4m/wChjg/8F6//ABVH9leJh/zMcH/gvX/4qgCjN+/1O/k3bgZdoOfQYpuKx7ax1yRGk/tqBWd2Yj7Cp5z/AL1ONhrmf+Q3B/4AL/8AFVdP4SKnxGtRWR9h1v8A6DcH/gCv/wAVR9g1v/oNwf8AgAv/AMVWlzM2o8c5p+5RWF9h1v8A6DkH/gAv/wAVSLc3ulSg6rcx3NrJgC4SHy/Jb0YZPynj5ux69aQzbLg9qTK+tNBxx3pCfYU7E3H/ADDoaYXcHmgClw1MBuc9RSMAegp/5U38aaENAHegqO1Ozj3petO4rEWOaMVLsJo2H0ouKxFio5F3Mi5I5zke1WCp9KztZvxpenzXnl7zCmQhONxLAYzWdabUHY1oxvNXNbTYf+JlaRBsAsX2r0wB0+nNdcK4vwNqv9vE3vk+SEUrsLbj1659Oorta5oXt7250StfQKKKKskKKKSgBaKKKACiiigAopKWgAooooAKKKKACiiigAooooA5ifwnNL9vxdIPtWpw34+Q/KE2ZXr1Ozr70af4UmstStbprpGWC8vLkqEPImJIHXtmunooA8xvdHvfCNjDBZ3Etxcy2L2sqRadJMsg3uy7WU4RvnI+Y471ch+HtwLOzlSDSWuWs4IriPULYz7HRAvyMGHpyPavQqKAOMh8D3KeIra/NxZQx27Ixe0gaGWUKMBGw20r17ZxxXZUtFABWPq2lTtcLqWlOkWoxrtIfhLhP7j/ANG6g+2RWxSUAUtK1WLVbYuivFNG2yaCTh4n7qf6HoRyKnvJBFZTOW2hUJz6cVm6tpMz3K6lpTrFqUa7SG4S4T+4/wDRuoPtkGObWItS8PXckSMkyDyp4JOHhc8FWH45B6Ec0nsNGVaLstIgeu3mlf7xqRflAHoKY/3zW0FZJGU3djaKKKsgQ011WRCjqGRhhlYZBHcGnUdOKBGSrtobLFKzNprHbHKxybY9lY/3PQ9uh7VqHrSyIrxlXUMrAhlYZBB6gislWbQ2WKVmbTWO2ORjk2x7Kx/uejduho2Dc1lPNTLg1CAc1OBwKTHEYwy2AKcIwByKUdSaUUrjsJtB6immMdqkoouFiHaRQHIqXFIUFO4rDPNHdaw/Ez2UlmsF/M0ME0yIWUdcAsQfQe9b3lA1yvi/RL3W7e3jsfLISR3cO+3ORgYrGrJK1+5tSi3cq6X4yTwSmmWcGmT38F8wK3Ea4YrnkBeSWBPQ9vrXff8ACc6f/wA+Ws/+C2b/AOJqTwhYJB4ftVkiXep3AsAcHGMj04Fb9IZn6TrUGspI1vDdxCMgH7TbvETn03AZrlE8U+IZ7uFYo9NEV3fz2FuGD7lZNxEjHPTCH5R145Fd3WXH4b06J7d0icG3upLuP5zxI4YMf/HjxQByy+JryWbTLi5gtjdJBqIZ03hd0JUZAz0b3zjtU8fiHxJJJo8bLpStqdtJc52yEQqqIfX5jlj6fpW6PCeljy/3T/u1uFX94ek5zJ+f6Vaj0OyinsJURt9hC0EHzHhCFBB9fuigDnLLxRqz2+nandRWQ03U22QRxhvNiyrFCxJwc7eRxjPetHwpq2p6r4dg1bVVtES4t1mSO2DZAwScknvxwOnvU9r4Q0qzvBcQxSjbuMcTTOY4i2clEJwpOT+ZrR07TrfStNt7C0Urb28YjjUnJCjgcmgDkpPE2vR+E7jxCYtO+zSW6zWsID703MoUOc4OQecYwfWpn1vxG9zqEEA0rzNLRZLjcsmJNylwic8YUD5j1J6Vo/8ACFaQIrmEJcCC4XYYftD7EG4Mdi5wuSB0qfU/C2m6tdm5uUmWRlCSGGd4xKo6K4UjcOT19aAOcj8cX9zqsSrHbWsMqo1vbXMUgkvFZA2Y5R8mSTgKe4561oeEvEt5rV7NFeTWause9rQQyQz25zjawfhh23DH61oP4Q0uS9+0Ok7LnIgM7+SpxjITOAfp35qbSfDdjo87zwG4lmddnmXE7Ssq9doLE4FAGtRRRQAUUUUAFFFFABSUV5xqetXE11c3K67Pb3dtq0domnxyIqmLzEXJUjc2QxOf8KAO/sr+31BJXtZBIsUrQuQDw6nDD8DVmvL59T+zQzWMF1c21xNqd9Krx3iW0exZMHe7A+owAM1DJ4n1O60TSdQutRlWA2hkmSxuYo7guHYB9rj94pCjhe+eOaAPVaK8/wBL1e9bxlHHe6jcTLPO6wi1miaHYAcLJFjejADk9M1e8S3TN4rjs5tfm0iz/s9pi0ciJucOAOWHp2FAHVRX9tLqE9lHKDcQIjyJg/KGztP47TUzyxx7d7qu47V3HGT6D3ry211ydIr681GW4ju7uy0+MSW7rC29ml2tub5VBAySexqD7fc6tp0cGo6tJHHY67DEtzHdI5VTHkky7QDgk4OBjpzQB63S15O+s65JfXX2XWo4xY3PlQm51CJFkiXaQzpty+8EncCOvHSvVxQAVy/i/Tfliv7FhFqBdY8E4S5XOdj+3BIPY/iK6msPxE+GskIyu9nz6ED/AOvSew1uYllqEd/EzorRyRtslhfh4n7qw/r0I5FTMcmql5YySTC+sSsd8i7fm4WZP7j+3oeoPtmnWd/Ffxs8avHJG2yWGQYeJ+6sP5HoRyK3Rg+5YopKKoQUAAmnKpP0pdhBxQAhX0pjIrqyOoZWBBUjII9DT/KOaCjUCMqNjoLrHMxbTGIWOVjk2x7Kx/uejduhrZY4BxVdwGVkdQysMMpGQR3BrMR20MrFMxbTGOI5GOTbE9FY909D26HilYdzajPy804GoQStL5h9KLBcmzRUYkp4INKw0xaaTin9aYRSGIWOCfSqlxILa2eRjjav61bcYjI9eKoaujvpssUQ/eTYiT6sQK5MTrKKOmhomzpdBvLRbK0soplMvkeYq5yWXOCwPcZ71sVz3huzhFzd3UYGyPbZw47JGMH82Jroa1WxDCiiimIKKKKACiiigAooooAKKKKACiiigAooooAKKKKAENc3qPg2LVdcTULy8kaNJEkECwxqTtwVBkA3kZAOM9q6WigCrNpdjcR7J7K2kTzPN2vEpG/ruwR196Y+kac7Qs1haM1ucwkwqTHzn5eOOeeKu0UAYFtLb2Xia4iu7C0trm6Oba7jjANwuBlWbrvBGcdxjHQ1YvPDdhqOtx6jfQRXJS3MCxTRK6jLbt3I69qu6jp9vqlm9tdR742wQQcFSOjA9QR2NZunahcWF4mlau+6Vs/ZbsjAuQOx7CQdx36juAAaklhaTLIstrA4lUJIGjB3qOgPqBk8VH/ZGnfZXtvsFp9nfG6LyV2NjgZGMHGBVuloAotomlu8LNptkWgAWImBcxgdAvHGPartLTJZUhjMkrqiLyWY4AoAfWFrltPLdRSRxvJGkRBC+uR/SmnW7jVJDHosS+SPv3kwIjH+6P4qrSXt1ZMFhv7m6BzmR4AUB9ARj+tK47FQyNHIUkVlwP4lIH51n3lrNNcNe2WyO8iXaCx+S4T+4/8AQ9vpxW+PEbA7bi2ikB6lWxn8GqVdQ0i4bM0DRMTyzJx+YrTnI5DktA8V6b4jaWOyd1mhALxyAZHuCOCM962ePWuMvr2y8OeIL9dJ0i3W2lcfOUbMh7kMDwMnoK7rS9HvLjTYbl1EEkqhjbu+/wAv8cZ/CqUtNSHF9CJZdnHan7t4yCKmm0y6Uf6g+vy81UeN48h0ZSPUYqrpk2aJOfUGmlmB6U1Hxipf3bKMmjYW5F5hpHCyIySKrKwwQRkEehpzJzwaQrinoLUyUY6GyxSuzaax2xyMcm2PZWPdPQ9uh4rWxj3pjIsiMjIGVhgqRkEehrLDNoLrFKxOmsQI5GOTbHsrH+56Ht0PFGw9zX4py+xqLNKGxTsK5LuZTzUiyA/WohJ2bml2KehwamxSY9+q+5qG5cQK10w+W1Vph7tjCj8yKeciRAxzjkU6aL7RcadYgZ+0T+dKP+mcfP8APFcNTWr6HZDSmb+i2f2DSLW3OdyoCxPUseT+pNX6QDFLW5kFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVXUNOt9Us3trpN0bc8HBUjowPYjsRVqkoAxNO1G4sLxNK1h90rcWt2RhbkDsfSQdx36juBtFsDJ4A7muf8AE2raSlpJZXoNw7ciKI/MhHRt38JB6HrXJx6jq+rTQ6dq88kUUgxAVXBugOx/2/rgHqKAOt1LxZDDL9l0yP7ddk42p91fqf8ACqEWn3OpT+ZrEhu3Bz9ljbEMf+8en86jZtP8PWpE7LCMf6mI5d/95v6DArA1PxPd30JitcW9t0CR8ZHualPm+Ee2502p63aaegiLJczLwlvH8sSVmWWu3+p3AaXAUA7UQYA5rlwmbc7xkk962PDchDSOcqVG3n35/pTUddSeY6Od3aM4RGb0I61QZ4FkKyQhT13RMRz9K0FcSKGAxUE1osknmYyT1HrWiiieZkSwQTLhJs+0i5p6WdzCMW8hX/rlIyH8uRUJtXRjtBx6Vo2hdUAYUONtmNS7jI9T1W1wGd3Uc/vYg36rzVmPxJIfluLSKTjnY+Dn6NU2e3ekMKS8Oin6iosyroP7R0mZj9ot3gOerxkDn3FOS10u6XNreLnGcbwfxINR3OlwwKrKWCsM5QkVRfT4pc/Oj+0kY/nxQmwaRpS6NPt+R0br7VWlsLpEO6FicDleaqx2t1andbSSJ3/dzHB/4C3FTLqupwD5pAwAwPOh/XK1SmS4IrGOSInchBBxyKikAkDLIAysCGUjgj0IrYi8RFxie0V8Z5ikDY/A807+0dHuMJMhgYgDDoVx+PSrVTuiHT7M5BZDoTCOVi2mE4jkY5Nsf7rH+56Ht0PFaMM8dxEssEiSxtyrowIP0NN8eRaZF4XuCkokhuT5BWN+me+R9PSuZ8BtZ2ltDo1rHdvO7lzIcMuTjnA+6OlWpr5Eum/mdYGpwfH1qy+kXa5B3JnOHC5xj2qs9vKjfMrHPRtuM+9VeLI5ZLUXEk0uYuWGFA7ZP/6609FT7Tr99c5BjtUW0jIHccuR+NULSRbW0lvZcBIFebn26f0q34Dv7G/8Oq9leRXMnmM1wUP3ZCckEVxJuUmdrVoo6aiimSP5cbOQxCgnCjJP0FWQPorDt/F2mypcNP8AabLyIjM63lu0RKDqwBHIzxx6isObx2y3OsTKlzDZ2lpE8fnWT7lZi+XK8MUwBzQB3FFY7+JbCCG6eaVv9DaKOYrGeGkC7cf99CqWoeNrG1gvWghupzbxyFZFt38mR0ByofGM5BH4GgDpaK5Wz8awXSW9xIk1rEbSS5ljmtnViEVWJQngqM/jVq28baPc2s9z50sMMMaylpoWTejHCsoIywJ4470AdBRWVo3iG11uS5jt47qKS2KiRLiFomG4ZHB+lVpvGWkwXV3BJJPus3Mc7CByqNgEDIGMnIAA5JoA3qKwE8ZaU1pLMzXEckTrG1vJbuJtzfdATGTnHGKTwlrlxrseqTTh1SG/eGFHi8t1QKpAYHnOSetAHQUUUUAFFFFABRRRQAUUUUAFJmobq9t7KIyXMyRJ6sev09a5e/8AEmoagXh0e2aKPobmXjA9Rngf54oA39U1qx0hA13MFYjKxry7fQVy95ruoazGwgYWNmTjdn52H+ewqCz0dWeS4uX+0S/xTzZ2A/j1/H8qzdQ16y03ctvIbu4HWQjC/h7VLn0jqUl3L8FhZ6fH9ouG8tBz5kgG9voO36mszXvEsN3p0trZW2LbcN8pPz7uqkHqDxnNctf6xdai5e4kLN+g+lVVOQPWmoN6yIc10G3OuGGZYdUnLTSHKSnnePVvQ1t2pzEBWHcWNteSRPcRB3jPyk/19a27I5xWiRDZoOmIV4q/4fI2zf7U2MfRf/r0wQ+ZEv0pujnYFHQs7N+uP6U7AmdSgCxD35pQ1Rq37pfpTdxFMVyxnpUyHnpVLzdpHrU8c4JpDRb6jjrShsUxJFIpQc1JROsjeWUzlT2quVVeSMn3qRTimtg0AJvBPSnt8wG08jtUG3JqQDHShpAmK1vFKv7yJW+oqGTToQhZGdPYNx+XSpwx704bm4zxS5UO5jzaZHKCCIZAe0iD+lQ2WlnSblrjT4RBMy7WMOCGHoQa25LUSqRjB9aoyW08TZAwPY9adn3BvyLMXiC6iwLiNW+qFD/UVfi1yznU+YCvY5ww/SqFnDczsAfljU/OzDt7VJcWturM0cShjxuI5qdb2HoUvEYh1WC20yzCldQl2yEDAMa8sfpUOl/CnwvpkLotnLOXctvlnfcB2X5SOBSWUiXPj9IVB8uxgZF29N2Of/Qj+VdmKmJT0Ob/AOFd+Gf+gb/5Hl/+Kq4nh2DTtDvLDQibB7hW2Shmco5XAbknpxWzRVEnmyfDjUJjdNLJZW7y2vleYkkszSSiRHDuX9SnOPWpdftNTgstaudYNqbrVrJbC0t7JJH3SAPgZx33dTgV6JSYoA4rUvCmrXLXSWctmtvfvbTT+du3xmLYCq4452dajHgrUn1K+eOa3sLa5SYSJayyFJy6soLRN8qnnJI7j3ruaWgDiG8L63fWccV61hG8OmXFhH5TuQ29FVWORxyvNReIfDU8NkL6S8ggFlY2yq7I7jzYZA4yFGdpOBxzXeUmKAOO8D3lxq+pa1qkyKI7gwokkaOqOUUg7d4DHGRzgVYn8LXUttqYWeJZptSXULYnJUFdmA/4rziuppaAOKuPDGuXeqLrsk2npqkTxeVAu8w7EDggt1yfMJzjjitjwtpN9pceovqT27T3l691+4ztUMqjHPPG2t2igAooooAKKKKACiiigBkkiRRl5HVEAyWY4Ark9X8dQxl4NJXz5Rx5p+4Pp61F8QZhCliZTiFiwOfu546/rXGrHDOu+JtoP9xgwqo26g7nUaRb3erXy3d3MLp16B2wqf59BWjr+sWGlsn2lzdXWMLChwgPqfQVxbTXyxLHFcBkX+HpVS4knc5nWVDtKkqchgfWocJPcfMkHiHxHf383kvIqQqfljjGABXO723HJrQv4pLi4aWNcg+lZzxyJ95SPrVqPKjNyuAap09aqg1ZhIPU1SETKMmtGzBBFU40BIxWlax4IqiToLUfugx6KM1nafPi4iRu8Kt+JOf61YnmaHT5Gx8uwgn0qqqLHqm1SQyKqEEdMAfnSGjrVGEUe1OCZxTioOMCnYoCxBJGd49KjVjvq02O/WotoycUXAes3QVa85dvJwazXO1u9RTXBXFK1x3sa3nAc5FKJlPeufN2ztjcRT1nkzgHcPrT5Rcx0KsDSlgKx47ojAbIq5FMG/iB+tKxVy6p9KlUYqsjY9KsI+aQ0SA1LHF5gLOcIOppIoi5y3CjrXMQfEXTb7xPd6HBDP5lpuyxX5H2/e+mPU9akZ0U2owRhUz5a9gR+tYep6mf7bSEuFtLGE3lyP7xA+RSfTOOKwPEnjBZ5pIrONkjQAhx/E2epz29u9Vp9bs20CWG1aS6u71laaR1+bI5w3rz2FRKXvWRoo6XZr/D+Zr3W7meV23+W0mz3ZuSf6V6IK4H4bWbJLeXUoIaRFCZPVcnJx9RXfU4pJaEyvcWikopiFopKp6tqtvoumyX13v8mMop2DJ+Zgo4+pFAF2ikozQAtFMdxHGztnCgk1X0vUoNY0u21C13+RcxiSPcMHB6ZFAFuiqWrapBo2mTX90HMMIBbYuTyQOB+NXM0ALRSZooAWikzRQAtFZ763Yxa7Fo7zYvpYTOkZB+ZAcZz07HiqR8ZaN9hurtboyQWtz9lkZI2b97wNoAGT1HSgDdoqjperW+sW7TWqzhFbafOhaM5+jAGr1AGD4oAMNtnH3m/lXKT6Hp9wxdrVUf+/ESjfpXU+KlBhtWxyJDg/hWKMEVxVpNTOqmrwMSTQJFybW/b/cnQP8AqMGqr2Wp233rTzVH8Vu4b/x04NdJyOnSnBhRGvNdRulFnGm6tw5Sf90/92ZCh/WntaxSrnJIPT+IV10kUcyFZFWRT/CwBH61my+HLCQkxRPbP6wOU/Tp+lbxxXdGDoLoc1Lo8EgyFGfVTioW0Rk5R+P9oV0EuhXkRP2a9jmHXZcJg/8AfS/4VTkTULQZn0+XaP4oGEg/Ic/pWyrwZm6MkZiWk8RGUyPUc1o2uDjsfQ02PULaT5TIgf8AuvlW/I1YKpjPzL+orVOL2Zm4tbktwTMYbYjiWVFP0z/9apvI3ao8nd2LdKjgO2WNw4zG29fY1pWhikuUecEpn5to5NDEbEYLImO4FI0iofmbBqteX1zjZax+XABgBOSfqetUo7k7sSMAf9oYoVxsvT3g4SNfnPqKi8ycdVz9KZFKom3OBz3qyHQ8hqAImwwVt43Hjb3FVrqN++anuQpAYHn2q5AvmRqHU8joRTvYVjnASjn1pFkbzOTW5eaUH+ZBtYdqyjZMr88VakmQ00TLdSKBzke/NXoblTjcg/CqAgIqxGCOoqWkUrmpHIh6EitGziMnzk4jHf1qppunvcKJXXEQ/NvpWrIyRIQcIqDJ7ACsmzSKGTThVIyFRBnk8AeprzXxBqVnc6s13p9pAshBVpwmHuR0O4/3P1zg1a8UeJjqJa2tGIsx36GY/wDxP865rflsk5J6muedTojohT6sknjMtuxiJZpGCLu6hj0B/wA81pa7pcOjXMcWnTxK0OxWkhlPmrKo+Ykdsk/pUOm2r3F+JIp/I+xRG7Z8ZGU+4CO4LY4qtO7XEr3JbcZGJYnqGPJB/wA8ipvaNyrXdjbfSdb8YeGLr+yb9rS98+NZWaVh5yKvdhyOSWrrrTwxrsdpCk/i+/aVUAcrBDgnHOMqT+dN+HcSp4eeQLhnnbJ9cYArq62h8KMZ/EznP+Eb1j/obNS/78Qf/EUf8I3rH/Q2al/34g/+IrpKKok5v/hG9Y/6GzUv+/EH/wARVPxjZ3Vr8PbuCS8kvrgSQkTTIASfOTGQgHA9hXYUUAeaSr/adzpOnXk92L5tUdNUVJnQk+S5GCMYjIAxjt75ostRfTLbRLq+muUsoRf2pc73534iU4yScKcE88V6XRQB5n4ftH1N9IF7LelI9ASYp5zqGkEnBYA8n61gt550XR4tSvYrKyGlwfZTM9xGu/B3EGIgbhxw3bHFe1UUAeN6zPBdaPeJrd3e3WrxpB9gyJUSWPCZkCDCnJ3E7h2ruviA+3QI916lrEZ18wSGRUmGD8jPH8yAnHI7gDvXVUUAeV2txZSpZ/29/aNhpH2bNii3M7AzeY2SHHzN8u0oG7E8U++tb1rPXb63nvPMj1gwszSy7Yrcqm8hVOfqQM4z0r1GigDyKxuG0vTrjVrDUvtlrpt1DO1vZmeRVUhkkUGTJO4EEgkgYzxW/wCG7TUE8UQWN9dzzDTopLpiSdrNNt2jI4O3MgAPbFd9RQBwXiTS7zU/HE66bIsN9DpcMtvK4O1XEzg5/wCAk1QistPsLDXbW+vptPt4dXh8q6SPcVdIYiCeD1I716ZRQBz3g2+vb/Tbh7yd7qFLhltbp4vLa4iwCGK4HckAgDIANdDRRQBheJ/+Pe3/AN8/yrCVQehrd8T/APHvb/75/lWCBxXDX+M6qPwjtpFHFCsR16UuQayNBvegE07bzxTSPwxQA4kZ5ApDg+1NI4psreXA78fKpbn2GaLhYjvLaG4ULPDHKM9HUH+dUJPDln1tzPasf+eMhx/3yciuZbxXqpORLCv0iXirC+LNQiK5ezuVIByqEfgcY5q1zLYTSZqvo2oQA+TcwXA9JV2N+Y4/SoHlvbQf6TZXMYH8ceJF/Tn9Kfa+MreTC3du8B/vId6/l1rctruC7iMttMsydyp5H1HUVarzjuQ6UWY9v4hRWRvMaZM7WVeGX3wea14dWsLg7fOQH+7IMfzqLUdKttUj/fRhnAOxu4P1rj5LGSB2VJJEIOCrcj8jXRDE33MpUDvhbwSAFBjPdDWXeavpWn6tb6bcX4ju7jGxCPXpk9BntXLx3V9akGM5x/zzYofy6VDezRX97De3kJS/gA8q4ZPukHIJxw2PetlVTM3RaPQha7CNwLYrY05rfeXuX+bH8VcFpPiu9vJXS6kgWaPGY0UYkB/iU9cfqK3Y9aU4E0ePdau6ZFmje1G8gMh8n7o7gVkkedIQq8tz+NC3FncAHzdh9G4rQtWENvMI1EjuuEY8haNhbmSpDYrZ0rSPP2zTriPsP73/ANaqtjZqJwZ9oUEcetdBJc7VLEiNVHJJwAKTYJEtxIkEQHCIoznoAK838VeJ31CRrO3yLQduhnPv6L/OpPFPitrzNtbMTDn8ZPc/7NcoCcszHcx6muapPojppw6sGyxLMcsep/z0FAGOtGacOa5zcRSQ5KsVyMHB6j0NOQlGLADpgg9GHof88Ug60p6GmmI9S8EXlu+hxWaM6zwrvaOQYbaxJDD1HuOOK6Suej0EXGhaa9rMbe/tYVNvcgZIyASrD+JD3H8jzV7SNXN95ltdRi31C3wJ4M5x6Mp7oex/A8iuxbHI9zUooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxPE3NtB/vn+VYNb3iX/j2g/66H+VYWOK4q3xnVS+EQ8UA0GkArE0HA80ZpO9FAAQKoaxdNZ2IkEbyIXCybBkqnc1eJ6VV1SQR6TeMx4ELZx9KAObuU8PzWk1zHLIxU4WAII5Mep/hI+lc80JiQfu9m75hxjNLaXDQ3QnSOMtbuOGAKk46Eelb8viSHUSf7St2wem3Doo9AOoH0qnzII3vdnNPU9tdSWzFreOVJVIZZ0YjjuCOla39mWN6Ga1nTPXajcj/AIC3P5VStIrSK9aO6mQIowQ24Z9uOlXdWHUtLW50mieJft0qW12gWduFkT7rH3HY1tyQRTg+bEjfUVz1jpNtZ3un3cdwGE7ExIrB+i85PUYrph7Vi9HoSttTNm0K1k5TdGfY5FUJvD0wP7mRHHoeDXQDrTqpSY7GA/hKyurRBOgW4X5llUco307j1Hem2ulwSyNamS4sL2MZeOOQvG6/30DZ+X+XQ10NV76yW8jT5jFNEd0My/ejb+oPQjoRWkaj7kOKMp9I1KAfuZra5X0bMTf1FQNdXljg3FpdQY/jVd6/mua1bW7eeY210BBeRDLxrysq/wB9f9n9QeDV7ey/dJH0OKtV5x3IdKL2MWz8TSyNsWaGYcnJILfTHWo/EHiS5uIUtcKiEZZVJy/1PpWnd2drdoTc2dvMezNGM/n1rkNUiit750gUqqgAAsW7epq3iOZWEqNncrAncWY7nPU0ueDnqaYO5p3JxWRqOAzT6YOtPFIYDrUiIZJFRRuZiFAHfNMFXdGhNxrdjECAXnTk/XP9KaEz2aFFihRFXaqqAB6DFUNY0caj5Vxby/ZtQt8m3uFGSvqrD+JD3H9QDWkOtLXacZixeIFttMe51mCSwkhfynUqWEj/APTPHLg9sDP5UyTxnokNpDcSXhCTFgq+S+/5ThiVxkAZ5JFHizSpdW0lIoLZbiWOVZEBuGgdCAcMjgHDDP5ZrF0/RPEmkzxahvg1K9kt2t5UuZypjXzCyfOF+fAOCcDOBQBuP4w0SK5uIHvkElt/rvlbCcAjJxjncMeueKSLxjostpNcC82rA6o6SRusgZvujYRuJPbjmsa/8HXmoWGsRO8ayXOpR3sIWRlDhVQbSw5XJU8jpway5fAd5dgXAsBbTxTJLsfVppXuAoYbfN6pjdxjv14oA6tvGuhJZx3TX22OSYwAGN9/mAZ2FcZBwOBjmtWwv7fU7KK7s5BJBKMq2MfoeQfauO0zwld299p1yLKK1EWoG5nDXr3LuPJZASzDk5I49K6Lwxpk+k6MLa62eZ580nynIw0jMP0IoA2KKKKACiiigAooooAKKKKACiiigAooooAxPE3/AB7Qf9dP6GufB966DxMf9Eh/66f0rnxXFX+M6qXwik44pAaDjNIvWsTUdnmkzSD7xpc4FIAPSszxA+zQLz/aUL+ZArSPIqvqNmmoafNaucCQdfccihAcdY+FZNQ865ikiVt2AGJom8LarASUhWUf9M2zW/YapbWpdI45IUzuKONwU98MO3HcVn+OGudS8NNNpt40C27iSby2yHUkAcryME5xVx5pSswcuVXRzk0MsDbbiFo29GGDUaFN4BDbSecHBP416XBapLp8MF3Il46IFkkYD5yByfasHV/ClrHbTXduxi8tS5iPIOPTuKamthSbktjH8LJu8SoAxZFiZkYjBwR3HrXfqOK5HwrZP/aL3WB5SwrGCOpJANdYDipk7sUVZCrRjmgNzS5yakYmKXtQfakzQBWvrJb1EO9op4juimT70bevuPUdDUVleNK7212qxXkQy6L911/vp6r/AC6Gr+eaqX9kt8i/M0U0Z3RTJ96Nv6j1HcVSa2YrdiWU4jPNcTqh36pcH/bNdRFevMGtbpVjvI8FkH3XXON6eq/y6GuVujuu5j6uf504qzHuiDtTh1pB1zTh1qxBTx0poFOPSgAFbfhCJZvFNiG6Bi3HsCRWKtdT8PoDJ4jaQAFYoWJz2yQBirgtUTN+6z02lpKM11nIFFQ3F7b2hhFxKsZnkEUYb+JzkgD34NTZoAKMUZozQAUtUbDWtP1O4uILG7jnktm2yiM52HnjPTsau5oAWikzRQAtFV7u+trCJJLqZYkeRY1Ld2Y4UfiTip6AFopM0yeeO2gkmmcJFGpd2PQADJNAElFVLTVLK/fZa3CSt5STYU/wOMq30OKtZoAWiiigAooooAxPE3/HrD/10/pXOg10Pif/AI9oP98/yrBABFcVf4zqo/CMz60oPSlKCgL71gaiA/MaXvxRt5PNJtOaAFxSH1owRRmgDB1DRpRO0tuMqxzgHBFc34hSaLSLrzUwdo5ZcH7w716EDxWL4uAbwrqGQDhF6/761pB+8hS2ZQi1W5hY7iJF9JBk/wDfQwakutWuL+1ktkKRLKMNvcHA74OM1r3Gj2szMQhjJ7qaz5fDzhv3cisPRhildMCXw4uLedsdZMfkK2eoqtp9p9jtVizk9SferHtUMYvQ0o6ZpvvThQgF60opval7VQgJ5pO3vQc5NNzjipGVNVs1uo4yHMc0Tb4pl+9Gfb29R3rjInVkBufOEvO4RRhlPuCWBrt759kDnuEYgfga4fJwK1g9CWiQG2/vXX/flf8A4ulzbdd11/35X/4uol4p3equuwte4/dbet1/35X/AOLpd1v/AHrr/vyv/wAXTB1zSjpmhNdgt5li3jjuJkhhW7eRyFVRCvJ/77rt/Dy61oNj5UfhaV5XO6WT7dF8x9vap/A3hz7JANTu1/fyr+5U9UU9z7n+VdjXTCNlc55yvoc7/bviD/oVZP8AwOiqvr2uajBolm00X9jz3l9HaPI8iSeQjZy+fu5OMDPTNdXVDWtOfVdLms0lijMuBulgWZcZyQUbg1oZnCLeTCaOK61KXUIrLxDEkc8u0ts8gsRlQAeSe1RWXifU11KI2V9NJb39tPLbnU54Co2puRtqAMgz13Hp712OgeFLXRbNopCl1LJcfaWdoVRVfG0FEHCgKMDFXYvD+kQSvLDpdkkkmS7LAoLZGDnjuCaAPP01rWBaTW0eoaibsMjXEU0lsJFX5sm3kA2MSV6MM4rs/DF2dS8N71vLuY7pI/OuI1SVSCRzt+UkHuODVpfDWirZtaLpNgLZn3tELddpb1xjr71fgt4bW3SC3iSKGNdqRooCqPQAUAeW+EPt9otlb/27ex6eNLe+kjEcZI2y4IU7cjvnqTmp7TxPqUV1OkV5eSW91ptzdwteSwO6bFBRgsYynXkNn9DXo0Om2VuytDaQRlYzEpWMDCE52/TPOKgh8PaRbs7QaXZRtIGDlIFBYNwwOB370AcHPca7FazZ8RXhcaL/AGqWEUYPmAHCD5eEPccn3pmoa/4kv7ucWNw8D20MDxBZ7eKN2aNXLOsnzFSSRwR0NejNptmwIa1gIMP2c5jHMf8Ac/3fbpUF34f0m/MRvNMs5zEu2PzYFbaPQZHSgDB8bPNdeEtPYSJFPLe2REkYDKjGVOR2IB6Vk3Gs3cFpNpMmp6jJepqUlvbTQvDHJKqRq53s67ABv7DPArv5rSC4jWOeGOREZWVWUEAqcggeoI4qvcaNpt3HJHc6fazJJJ5jrJErBn4+Y5HXgc+1AHDabrOr+ILXQYBqktmbmS8inmgEbvIsRwpzgrn3Ax1qnLr95r3hwpe6ydPVNF+1P5exTcud6nJYHj5BkDu3avSINLsbbyvIs7eLyixj2RgbC33sY6Z7+tQy6BpM8UEcumWbx24IiVoFIjB6hRjigDzj+1r3SLMSaf8AJNNYaXAZMqPKVgwJy3yj0BbgEiut8FXGrPJfwarOZooyjQGWeKWYA53BjHxjI44HeugGl2IjeMWdvseNYmXyxhkX7qkeg7Ck0/SbDSkdNOsre1VzlhDEE3H3xQBcooooAKKKKAMPxMcW8H++f5VgjtXXX+mw6jGqzFwUOVKnGKyJ/Dsyc28qyD0bg1zVqcm7o3pzSVmZOaSpJrSe2YmaBkPrjiowc9657dzbcXvR3pPWlpWHcU9KaRmilzRYBuz0rF8WqR4Vv/8AcX/0Na3KxfF3/Ip6h/uL/wChrTj8SCWzNcnDn60Zp7LljTdhFRqMSjvSdKM0ALSgZpM8dKB0oAPWlHJpKUUAITyaFGTRmlHSmBQ1VgtpO3cRt/QVxNzOttBJM4JWNSxA612GttixuPoB+v8A9auTP6VcCWU9J1NNVtTMkbR7W2lTz+tXscmmwJFBGYwixxk7gUX7hPfA6g9/zFPZSjkN1FaNdhLzDvXU+DPDf9r3gu7lf9DgbocjzG7D6DvWPoejza5qKWsPyr96SQjhF/z0r2Cys4dPtIrW2TZDEu1RmtKcL6szqTtoicDFLRRXQc4UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACFQwwQCD2NUZ9GtLjJMWxvVOKv0UnFPcabWxztx4clTJt5Q/wDstwazZ7S4tjiaF1HrjIrs6CMjB5FZSoRexoqrW5w2R68UtdXcaPaXGS0QVvVOKy7nw5KmTbShx/dfg/nWMqMkaKpFmOSDxmsbxf8A8ipqH+4v/oa1u3FpcWvM8DL/ALWMj86wPFzZ8K6h/uL/AOhrWcVaSuW9UbhPzNxzmkBpC3zGgHNS0UKcEU3HpS96KVhjDnFGakzmgqDRYLkYORT84NJtx0pGJHWkAue/vSZ/Km54pQeCaAMfXX/0Fh/edR/M1zLHmug8QN/o0S56vn9K549cVrHYlju1S26NKywKjybjhAiksp9gOo9vxFRdBzXpHgTw19jgGp3iYuJB+5Vhgxqe59z/ACrWnG7Im7I1PB2m2lhoUUlpKk7XADyTJ0c+ntjpj61v1g3lncaLeSalpcTS28p3XlknVj3kj/2/UfxfXrr2d5Bf2kdzayLLDKNyuO9dSVjlbuT0UUUAFFFRvcRRSxxSSoskpIjVmALkDJwO/FAElFJS0AFFRrPE8skSSI0keN6hgSuemR2zUlABRUclxFC8aSSIjyttjVmALnGcD1OAakoAKKKKACiiigAooooAKKKKACiiigAooooAzPEerHQvD97qSxCY20ZcRk43e2acuv6WbGS8/tOyFtC2yWXz12I390tnAPPSqfjWyuNS8G6paWcLTXE0BVI1xlj6c1z2paRqlhcaqNH01RazG0UpFFGf3aq/mGNG+UuDtHP9KAOw/tnTTYx3v9oWn2WQ4Sfzl2MeejZweh/KiTW9Mi09L+XUbRLOT7lw0yiNvo2cGuC0rw1qEsEcd7ps5hOvJdeXdCMkQ+TjcVX5R83Yd6lttH1DTbu3uZ9Ckv7WO6vlS1Xyz5fmSho3CscBdoI46Z6UAb3h7xgdbaw3WyQpd2cl0W8zIULJsx06Hrmtyx1Ww1RZG0+9trpYztcwSq+0+hweK83i8I63ceGrayFq9tP/AGTLC4ZlA3G4D+Xnp8ygj055rd8HaS9tr1xePYarbsbbyWe8WBEPzZAURdT15P8AWgDQvfGEcPiwaLEbJfJjWS5lubpYyoOThF6sQASemOK2Y9Y02a0S7j1C0e2kbakyzKUY+gOcZ4Ncj4g8OXV74g1G9TTUuY1NlKqME/0gRs5kQE98FevXAqsfD11qOofbToptLC41C0c2MipwIw4eVlUlRnKjHJwooA67VfEem6VpUOo3NzG1nPIkaSq6lW3nAOc4x3J9KxvE0Oha/wCH7i3ttU02GS4Vdk3nrt4O7PB54VvyPpV3xjpslz4djis7EXPkXEEot41XJRHBIUHA6A8Virpl/LJrmp6doMVveTW0KWMd3HHlSNwYYBIHXOM4PFJpPcabWxdNvp91aS3unavZT2sZw8gmUqp9CwOB1HWs17m3jtJbprq3NrG2x7hZVMat6FgcA+1Zf/CPatd2WvD+zb/y7u0gjjS5WFGdllyw2R/KBj15xWnrHh6dLnVmt9Nuxbi7t5rRbJIiAVhKlvLchWXJwQcevaspUIvY0VaS3Im1fT44Ule/tVikG5XMyhWGcZBzzzU0uoWtu8Uc9xDG83+rV5AC/wBAetZU1lLDrOnLqfh43t4+mTs1vaRRLtzKNrMpO0EggHGeSagHgjVdM06Wxk0o6nLd2kcUcoMZWBghBRixyACcgjNZuhYtVbmpqeuafpNtNNdXMY8nrGHXeT1wFz1xzinDW9LPlhdSsiZThAJ1+Y5xxzzWNqHhS/i0zXorix827mjiSGdlBMpWNQSGPuDVLVY9S1GGdINHu7aBoCkEccMAbfg7jISTgdMY96nkjezK53udDL4gsY7+7sjPEt3bKCY3kVN5Kk4BJ9ufSrL6hapLDFLcQRyzDKRtINzfT1/CuZnsbqKXUlbS5Z3vbCKOOZVQhHWIqwYk5Bz6UXGmXIh1C2bS2uZb5E8m5+TEGI1XDEnK7SCRjrScI9w5mdKb2z+0rbfaoPtBJAh8wbyRyRjrUrAhTXNNo9wslxL9m3Ttq0MomwNzRKFBbPXH3q6hyNprOcUti4yfU5vxC2PIX3Y/0rDx1rW19t11CP7qfzNR6Fos+u6klrBlV+9JJjIRf89KuCuEnY1/BPho6vdi8u0zZQN0I4lb0+g716mKgsrKHT7OK1tUCQxDaqip67Ix5UckpczuGKyRo0lrqU11p10beOcM09v5YZHkxw4/un1x97H41r0hqiTzz/hONXNktxHFA4itXgnGORe4JVfT+HkZ6sBVq68Ra3DaarqSXFqLfRpRBLbtB89yVVS7bt3y53fKAD+NdL/wjOk+RJB9hi8qS6+2OnODNwd+PXgUl34X0e+1NdQubCKS6BU7yThiv3SwzhiMDBI4oA5tvFGrrZHXRJbnTvtwtPsHknzNvm+Xu35+9nnGMYrNutX1CfUvDev3k8M1vJ9rngtIosGMCBzjdk7jgYPHU12v/CL6P/a/9p/YI/tm/wAzfk43/wB7bnG73xmo7XwfodlqIvrbToo7lWZlcE4UsCGwM4AOTkAYoA5KDxV4qW2kvZrR/sr2Us++S1WNIWCbk2kOS4PTkD1rf8OarqsmsvY6rcQXJksIr1Gih8sR7mYFcZOenWrcPgnQIJJHj09R5iNGV8xyoVhghVzheCRwB1rTh0u0t7sXUUKrOIFtw+Tny1JIX8yaAOI1a71XTNe8V6nplxbRx2UVvNLFLEWM+Iydu7I28Z9eTVlvE2rmwl11ZLdbCG7FsbAxHzCvmBCd+fvc5AxiugvvCejalqBvbyxSW4LIxYs2GK/dyM4OPQ05/C+jyasNTewja8DCTeScbx0bbnG4euM0Acg95qWsat4X1K4vIBbXV7N9nt44eYsRSgEtn5unPHetnwv4h1LXNUNvOqIljb7L3CY3XJcjA9AApOOvzCtK38H6Ha6muoW+nRR3SSNKjqWwjMCGIGcDOTnAp/h7Qzosd60sqzXN5dSXM0irtBLHgY9gAKANiiiigAooooAKKKKACiiigAooooAKKKKACkxS0UAJijFLRQAmKMUtFACYoxS0UAJRilooATFGKWigCI20JuRcmJPPCGMSbfmCk5xn0yKkxS0UAIVBGDyPSqNxo1ncdYgjeqcVfopOKe402tjm7jw3KuTbyq4/uvwfzrKubWe2yJ4WX3I4/Ou4xQVDDBAI9DWMqEXtoaqs1ucDmhjxiuvudFs7nkx+W3qnFUT4ViIx9qkH/ARWToTRoqsWebatBJc6ytvbo0kjBVVAOSa9O8NaBFoGmCEYa4k+aaQfxH0+gqPTPCtrpuqyag0jTzsoVC4A8vjBx9a3BW9OHKtTGpPm2FooorUzCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z)
Steps included to make a solar heater/cooker are:
• Take a wooden box which has handle for transportation and a lid is attached with this box with double hinges.
• Cover the inner side of the lid with aluminum foil/concave mirror which will act as a reflector. It will reflect the rays of the sun.
• Line the bottom of the box with black construction paper—black absorbs heat. The black surface is where the food will be set to cook.
• Affix glass plate on the inner side of the box in order to insulate the wooden box so that heat is trapped in the box.
• Place the food to be cooked inside the box and turn the reflector lid towards the sun.
Question 24.To form the image on the object itself, how should we place the object in front of a concave mirror? Explain with a ray diagram. (AS5)
Answer:![](data:image/png;base64,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)
When the object is placed on the center of curvature in front of the concave mirror, the rays parallel to the principal axis passes through the focus. Another incident ray which passes through the focus after reflection will be parallel to the principal axis. The two reflecting rays meet at center of curvature thus image is formed there.
Question 25.How do you appreciate the role of spherical mirrors in daily life? (A S6)
Answer:Spherical mirrors plays an important role in our day to day life. Its uses includes:
• Concave mirrors are used in headlights of automobile, torch so that the light spreads on a wider surface thus creating wider vision.
• Solar cookers use concave mirror as reflectors to concentrate sun rays on a point to increase the temperature of the box
• Rear side view mirror uses convex lens to get a wider view of the road and vehicles coming behind.
•Concave mirrors are used in satellite dishes, They are used in telescopes , Dentist and ENT doctors use them to obtain a larger image than the original of the teeth , ear or skin etc .
•The convex mirror is suitable for convenient shop and big supermarket and any other corner where need anti-thief , It is used in the turning off the road and parking.
Question 26.How do you appreciate the use of reflection of light by a concave mirror in making of TV antenna dishes? (AS6)
Answer:Light rays coming from very distant areas are considered as parallel rays. When parallel light rays are incident on the concave mirror, they are converged at the focus of the mirror. Antennas are used for communication and they use electromagnetic waves to communicate. So electromagnetic waves coming from satellites or other dish antennas located at long distances act as parallel waves and are incident on the TV dish antennas (concave mirror) and gets reflected towards focus. At the focal point, some circuit is present to absorb electromagnetic energy and converts the signal into voltage.
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Question 27.Have you ever observed the image of the sky in rain water pools on earth? Explain the reflection of light in this context. (AS6)
Answer:The surface of Rain water pools acts as a concave mirror. Light rays coming from the sky act as parallel rays and strike the surface of water. Thus, the image of sky appears diminished and often inverted.
Question 28.Discuss the merits and demerits of using mirrors in building elevation. (AS7)
Answer:Now a day’s mirrors are used in building elevation to make it look more attractive. But there are always pros & cons of using a thing. Similarly using mirrors in buildings also include some merits as well as demerits:
MERITS:
• Mirrors used on the walls of building helps in reflecting sunlight in order to keep the interior surface cool.
• It helps in keeping privacy. People moving outside will not be able to see what is happening inside the building.
• They do not rust in moist air. In rainy season,the water wll not get clogged on the surface
DEMERITS:
• Mirrors are expensive. So to cover the building is an expensive task.
• Mirrors are brittle in nature thus chances of accident increases.
Question 29.Why do we prefer a convex mirror as a rear-view mirror in the vehicles? (AS7)
Answer:Convex mirror has an unusual property that is the object may be at any position but the image will be diminished & erect. If concave mirrors are used in rear view mirror then the position of image differs according to the position of the object. Moreover, the image may be enlarged & inverted which will create problem while driving. There is one more reason why convex mirrors are used in rear view mirror. It provides a wider view of the road behind the vehicle. Thus, the driver can analyze the road and the vehicles coming behind.
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9m4BiOQNmJZY6v2ukUDBcX5FmpqAT+dEZRPO1VR3I+GfzTQIqH4TSQifYM00MBTgGgu1CBjfIOZ0iZWzMo8Vb4ZJ2AE/CWE7ayrChVx51y2ZDjR8SdAc1pqE2gPuBHd2ET5Rsk3yv+APPh0DSechEKZDhpDCDakmVO+vILoi+fTreV5XiT7pZAhZQvEbNB5pHLTnEYDnHNGb/1Ytl7rkEqexjONTipniF5KHAxCkQh7LIkX9q52sp+8AmTvc9P13ugZtuf7WQ2h9q84QSeLBYsS466/I5JMr9bgigkzWX/IEyvVCWoKQzMJxt38OBN/uE7p9SQJSCe9A2OGMnA2OHu2VO/BNSaaCS/eDupO2vpEaVery+2ODnMDxWBsRRAwmxWzrJ5trgyfM8B+IKugSxZD8NpIBPtGaaHApwCPApGcpKMB+DzkzU81SguiqilU0c2fEfgPekRlZ+a63QcKpNRprfTNWt7YUmPQFXJc228u+U46WXkTvsnkIn/Ai/mKWyl3JU4qaFQFwxG7SRnGznCSTHmbNDvnr0CPc1TgDYmeim1iCzF+CPYTkqZlp4GpvYQb1+5D6cPp3UZ6G+DDc09F2A0xWD2RYUehtNQ1o9nnB4KNCgKlGLDK8Kp2gGDdT48pGx+ErUNZKTWMLLjbx2O3Rro0kgpUTAoo8NXrZdW0uplrowsUb+IhJgmBkqxlYpHLRohxlYg+vAsmLiVQdL59Fok5jSTqR9O5tcVO508ImjrMbt8XSHo1NxF38glyloKFwCOd9DYn0SdjBj3/lPiX+71pxg93aVRnTLZuDVpHBy03CLGGbwSolEI51YNpHgknAYy0Z5heijAKZCHMExvBWvX3o/if8+USKNgxNHNGDZBOewLMnhNiRBbvLAzqHAS10Fr1jhOT0xBTCsTgbUMm4OCbAdyyHEM9zbTUMmBYhoWaKABU5KSik8WsjvDDCwWdoxR5RR3YuM9WJ+oDwYqL3BSPMgh6OW0L89FA2BwmbDXJlf1kNM/W9NFxx8WQTEjihwhWnJowKglrmD0B20Rygk3c9D11IiBIcpJ6y6c33AnAaHcZUABZuMF9wIriHoK0vTaLx6Gc+3PsWeEHgqcoQDSxXDGogvwQv4xgL6ooFY7ACa0ErabLjGn1D18AwzGrohca+TAcZ2fyK0CfHeBdMbwvAv3eGsFCoXVIlolsJlrLHntEjQ00Cj4LTshtukZw2JbeFPbYxb6UsukfdjAh6ID/fHZxwMe68J0cKaCfkzA5w98juaI9DCXTAD0tg1/b1idL21Wypiunx9pi1yUtxt0yrVQWQ9wYLuDRE4DYHdyNkN6uJiryjkGZzblGjP3MJGZmpDtGhwIdMO/pYVEZvdTcGVDD0TQM9/N2BtG8TCchjHPnlF6KOCmQFQg0fF8adfGA9LqnGLhYTOkGYVCIDU2VCUYjQobppmr0aATCsBJ3I6LhwG6YjQyOgzr+Cac5r3g2RYBXVsKdo8sbJiiwsbsgoZUcjH8cL4kNfYXnU28BennA6LYJ0KIkEvSkgMWFtkcZqIxT5nW6XGq92b0KvjYQDSbgm7xGKDBYEYzeB/BDASOlVaZKeMoCniG46bx58ECSMYhePAdaJ3E60ubmpR0s1IQnrQ73ZH9swtKXXMcdteJQF/lxBKBXjsIRtDLSZ+9Miv5b+me6TyjAYHhkAbj1OOBwnL3ZaaECpJLg+WSCvc8w22nGAxoVIKbObPmxY4AG5EzHBRkTaAifC8rz+KDfpAKo/TBb+W3VGbI9fJeD8Opl9Pm6bSHAlWjQBBUPjaR5W455NhlFpRkd2KX5YwGScecyGRZxk/hJdAONRWIwU7hDWZkLRXJpiJR6U9ljeBWHQWGkQq7xUFsoHCbJi+tIDmxkzDGehZanL42u+BUkiCddDG7WUb6XGL6FxY56KvhCtXGQurNN9o7IqhgwQmxY48IIdzbRTP3l5B89ONJXuHeghLN+4FR3A8HhcQAObUGMMIu7OHb0dFR6KpVIGErRt8tz0kZ781M/mMy4GLwzDsTTaZZ4DQ/mBFkCWamRR1DMuz0eT6jFhOmmcafKHWqMwxCb1u2q2jdxy+5Oo18Ol2hVkVe70sle7Jda3Pksm5Wb+KgnZxRuGSQ6jgQNecznPudkVzAaLjUx1WR/LqZS4LlerPT6rHT3FKB66fDbNRqkfQapEQol3A48JsCUmMwBsfzIzSE4mE4DWGWPWP0UKCcAshHhuhDSa72I40PNk41LNm5WQgCTcXOmCAjO67ZIL1YsNmWYXfwxm6Z6M2cfl7MGGqkp6PyiJrCNPEzmI0VJ3UjdEEFZg0TwKj2lkrz1lqlyYOZkMCbK0GezTwzuYwyyRHbWKbmkk0GOMOxdDsYjnLIhixsviSWdPYTVHM2SJTUU5jCU5qtxAbeJo0eyYmkESlEzzjL6K0uOtqdSsLnTqtkjVbTRGgBP8iSkRNMZfgJicZugNDRVqS7DAKdXJxPrdF34V4DDdxWILm+KWLq50Joskst/+AXPAgPMvAk6NEMCgZGStcTbS6UsU+jfKkbN+TzklUIpsuTJfBxgNPkgPlyZsKLHt+NeI7bYjgz8YLRn6saeVGDHjysBklP3UUG487pOE9v/BYBUchQcqoi/kgx6kIeugZTPAynwUy1Z6AeCkCdg82cY6lxPRHDhiniBN8chots6IUs4Dk8Bp6rkE7inkwwlS7YTDVySdRpmVquZh2OIwpHgBjhLI+Ql7sN3jK3nUKuF9QqX6WA+4hDtUh2SWUx0/Z8A/uqZSJ7zS7ScZ1KcsZHyuP4lpsYIcFziy2HYT08OJq1X59Dj3sZXE/+mccivQVBKrGSZQM24+gsMneJhbHlsOTyUVNBdDjZtqA9i4Lk4GytgU2Wdwj3LbfTuA/VdHRdumuzl5esIxnICtWXywAOAPWXizOKeHxUGDPnOEVIM+04pRZTFJQIWgnMoEm59MHdw+XljCADg8nk3nvlIo7E3cm5dFN+r/xU/acqAu24vwB8MdxFA+9pVbkDgQbsScvvLQ/89NOTCxpOKm5AOA71iuFw3S7m5wwsBJ/Q00Fn5UbAqxaEdrpvDTkIzrOh1wMK4A1SKEQXSTKrEpsokl8SND0U58uoBLswtGdkQMDIcQCs5WNnteD3VMSK+OPfHIB+pWcxsvDoUWyk3DbBY0uc3ACB47oA9qWAC7AMuwoEGSouhKu1XHLmWQjKLNRtpd/X50ilXcOFKQJO/np8on2EW7njgh+kCbkS1ee77LJiRu18imiH6E1aKNBEt2gBqQv9k5dvzgxtZnIRQUcWLXYEvpENkdw5av7tHSfrmMr1VXgs2pvYHXBuMDrp/Rwr2SX047RNRYU6OPPgBYIf+BNaKZdi/JDE4bRxn286vDq38R+F8xkH7ivnN+Tk0h632UCCycXAHWgj2i1DnXIr5wyPFx7kmYt7za5TTmk2MymyULFYerqmU/ddy6XeMJxp06a13bf/0KcbN2zWFxUVkcHbyNO9EpIw/YIkTNOXr9q6yeilkrDxd+fGwis9aZu27B5rtbmm3HXPA6viokMnow9QPniKhwJ1iwJ5xWAExcwYGEJN95uBKSDSsaNmarUzHXEkCCaB+orkXK/kJSMIKu7CPa+MYAi+OkZlSF9WaBbBaE7tou4syzBmsNNGCwe+Q2SBdEI5paI9OF5o4cukGQshktzVTTEqDHce5/k0gxn9C11YHCQJFWwYZotEET6s9eES0hbn2qQtm/EKjzISQ/1K9SkriBWqKKjMUGRkxeZt4/s0NnkHGEERpI8QGY3BlReW7KefW8bQEH4nYo6kvbiviYK6Q8Jak4t7fTl3QRG5B1n59OSB0+oRnHSa4XCpxFwu0Xhz+xTug03JXSQuzeECAmDdxYKx6soZIWc+Zh7nVK5i4+o21SlJyQquWFYEJg8mHfTwk6YvVh8TbzpRKlCvcPLeXd6Pa/2fesNwcvMKXvziy89bfv7Z51jkCpzSFKTVapHCdvoT/fv1a/z6a7OatUxsLLVt89JVmbNtO3YErF27PvbZZ6ZA+Kdf8Fl4VTriadRDgYtTQFYGldjv21mr0FxqtS/HlWmPFFJsAmu1s5icE6LJkYjNUeGAAQTH/UyO+4UdItKbyeDCW2q1SEtDI9hQ4H8xGz/VYyPnJ3vuXMAlBy6FSIjUgfzk9nYLCGdSUACpmIWpuEuwSsEMRmzAx3PEvSWSkO0XzHplFUt/WwUWlHGCEo1B9GyzMCWtKxCdH1EsPYQ6ZLwP5Vb3YhhT5ArOZdABXPMtV1VxAz7/iGriqaIL97VOKgj1ww0+YBJgoP/CbtMvhJpBgtpg4xymXFLhXminY2JKcJ8LdZxmItyjzN0UHxWXCvEvlwh5KcNvhZz5QAXH+a4TzEdRznzA1NwMmnux8eITTBLilniLzQMVdNvipRKlBrC7e4K+MTCQDdLT/IQA9rOH4dSx19ZiLnVs+ncDAqxEevbZaYDgUFPyiy/QzJdmUNtWrW9OObyXjN7qQnRbDyknCIeuNyVJCpALbDqubcKHLwEuNU+A7rUzFtoXWJxv8WHi/mj8c5vNId6lUghj8X3H2W6Z+J17PQbgA/ui+xS1EZ+3zVbHO1q1AgI7jT58+HhRn149uE76W/48nmkKsfsxLNYorMUncY0HI78KLUIadOdDSs2ONwQmddVqlJ+irXc5ZAZ+j8bpZ6DT6RqhVMqG4zocUj3FQ4Eao0Dp4MbwztUz9QeImc/LFILfy2S3cHuISsf8IqBLa4SmRLMoFWCR2ssYFWAHtRe65NlyWVGWQfwwKk4+VItwehVUR16QenQKkQQYJgRIKXYoh1wSc+H9Yl7YnH19wIe47QNvXoDxlPSAAFG+sXPNm7pnFNqwi0sddtZazliiCxs3V615Q6JZQQVwGTa6Acq8yqUnBSq2lEsOGrxUXHXFixZGGc4o91hpIv9bo5CE04GXBrQfcCrIxY5qpUB890EfuPrBHx57mnImooGRnwObnpZw3PaZckZXAInIhrYg4LmLhPFIeA5OfacK7jsd3cljeXh8jVJBIt+HptklBs9yIVqiX39IpdBdmxk1voWoEzwvAIXzBaoYg/f87NCdGpvsulhRvZFwGJMkGWb4hj43ig+Oe+BDELP48OFj930+b17ggYN7Sa3GihGlQlzvum3bru8WLFpCJVC9DR922+/t2rR+PjU1M/7wob2jduzZT5lZ+dSn13Vtp0yaKr4yZ/Y7aWlZX/+zZk3XTZu2UI9uXbde36c3z8H+IBaCe3mXFjsf2rpnz4wtm9dRcYmFfL0NbXUaxfh9B49SWHg49bvp+jk6tWFhQWEOGX18/Lds3fH5vn17e6ScTKfGjZqSXqcZsO/gAbcaYkDfPvHFxUVfz/9pwfDc3FwaNLB/26lTp+pOpGZ137R588A9u7ZTk4Q21L/fDTPR9J11cdF4+lQ/KYD1vAXretikxnRDnMbVOc8l67QcJ/51+4AY4Cvd8hICUdJwxOnXzGlXWZXO1FRICEHkKCp2OYONgsFfYqNzAHns0onkDUt5kfvYL5DGbCVFEZA9Q2mwt5oCRSY5XfA+KDOTPKuUsgNktCc8UNabGz3C/YkOlwnbS+y0p1RGnW3F2MeB62aA9Rwb++Iyl9gtu4R5Hd0CRjKau1ojMFLvduhysnAZ84FbsXvTx87FGRQvXOLIhHTSQqQYjC/x3TSplTcPnEHhzgv8CbcKDIzLDGnHAvUhL0VwjLBypgUmp9cLZMY90Ba6iwzbCSuXcDg34A5r3JmCl1A9o1ZgTtxRwO07gWe4LQvFplSTg/MwOCgUH3fQs//uYr6LEFVa2kUILYR0l3yn6BgcJbzfDPsXbnvu7IPtqdqv7VJvGA6fUAEMx0tv5NpSnrf8ZPrJ9H5avVegGkiELog0AQH+IcePn3zukUceoWMph/nmT6tW/kXPTJ3mm5OTZ3gx+TlyADHPz9+PFv8yn15++bVhSUmm4y+8MKPFe/97hwxeevrqi09ozhtvjr77rjteRxtuSRfMQHgpOZn++vMXatGiBaUcPQZVgp18jb5UjKCFzNTHOgwbPiTqgTHjIHHNvvFkWgo98vB46G5VNO6Bx2jTpo20Zt1y6tqlJzWNa2T48utPhi//cynUA0pavGghdWi/aXZ+QQE9cP89VFiQTy/OfpNuYjdheXqKhwI1SwFscItQ46Jyqb13X4f02lKrpN4lF4I+LRLo2EYHSSrZo0EaMqZhQ27cRghwFcsl7wCZl15Fd+05bqMbI0gKgEV9f4mcjkFu9z1RKvkA6DMyVjEihMvxSqmU78RKLZMjMPQQU9O7IYGsN9crFZRIFK6iG6AU63YQzgjeMK4zHTEVGNEuJy2ILqUEeMx5UztIN3CB24GKuvjQvXh0/ZZQeUmPcqkjFzsXtIPukm+WpD3ZjHqGS2NJz4oahbK2YHTukgmGmgMJhfmAY4FtZaaAUWWeUlek54CjcLEFbXPJ5AiuFZbXmQUuE1Aud/CzLBdm3MwJxR+2pLBMPBDlVuMRj7XRn1KhRbYSKOAnMOpcBQ09bJPkRccY3RomUAeZlDcgRvquqSBwzcq/NTur9ae2esNweNivHArlv5YvU7zwwgu7y8yl0oIF89U9rruemjZNxAlDIp1Oqzabzc3UKg1989W3bj3vkCFDwBQKxxuNeiErO5Oef+55c3yj+O1PT5na9ffFv+qjosPv+2XhAq977x5N4x8eR+MeHE8//zSfbhl88yuYxgF8Ki22EjE/NxUMoxs9m/Ts6heef751enqm17fffkvvv/8+7dy503vYsNu9bVYLlRQXU15uDjmROP7ZZ5+jWwbdsvafVX92i4qMoeeeM21d/vcKr+V//tFo3rxPKDIqmm6//Xb68KOPqEvnLgi4K6ax48bR/ffetdpHK1tSf5aRp6f1jQLlTi3zwXh+f6AF02Q5XDMHOWUD//FThP26neJPIjYnFLgrR7sqXisS5Apuk5FBvRYSoiCDUlIV45SPuFGyYgdJjNJTVKgcRnZpIy43hUrJbSc3ysgVoKFQIBYM2g7G4oQKiweWwjXbDJV2sU5FoYBe5nYayYrr3f3pveIiQaFQik6CCg7oOW7DPdRT0aguvNTObfGnxBoedHnam9jNg8BY8MpxdwB7IewxlnJmgZrIytvmB1b0VQUXcO7GfFrJDv8Gd7HCR8EGKavcF4IEyB+n7TlcI8fFkTzuemcgV4GZVJnQyakjwacECFpgblvtErXX0Gp7PgkHd0iU0kKIuLUJo4dVUklro/SLl1JISk5+8Xh9Wyc13d96w3AQxQwXTiUdOrSPPv/8a40CzKdTx+6QXp4hPz8fu8vpVJZBho+OjqIHx4+ndKyI1atWkNlcBtFXUEgQ8WOi42jYsOG54TGNXn/3vQ+7+vj4tsnLL2hz6PBB6tKtGx0/kQYbjIJOpBzHJ7U8dItHHSMMGhbHG24YAPVZ349efeW1Gc0Smsi6du30yb8bNz7608+/wvOnlPRwSTH6+SCyTaDExBbUp0+fV1q0ar5Yq9OtbNW6lavvTddb//f+294JCU2oU6eOM0JCgqw33dR3xvp166h169YUGxtH7dp2XBoa7D8UGwL3xPQUDwVqlQJYZ3yT5p+HuDrqhnga1E0rTfs3g3mtOamkuUdJufRnBwW1ZRQ9WE7eMRAKdPQmTvXRQbCFBGCjzw1WM28Yf7C3v+Mslqa41Ky5wONYLJLDS8FigJITg6RupISR3A+YNgdKaQ2c0nYHGOlF7vHF3ZelU7YZpQK7uz9eodiwUzhj7uDKU0yBqQu5NwL/Co4GLnPKNONmSGSAG7NM6Q6vseE3B2xIbpnDzWTKAzi5t1ksJDAr6oBmjXzBCR3lxn0hTwQXgZ0J0g4vsbjXXm6j4U5y3Jbk1LrBBph/IM3rE0NjJBXwTR2kSU8h+qgQasYQmbo1OmVq43IEBTBrU2IfyIPYz2A0G2p1EutR5fWG4XCaWuGI365dB+mhhyb8o1KorF27d6G4uIiFaWkZtyhViv6cIZnLLDR//ve0bv0GnIUY2aD68vb2wdHIDkulEmosuVBWVKDXIrzXCav+9p17wZTMBCmHdmzfQxmZmdT/pn5Q3RnOhGNxdZ4SLioGDgVL9J7Rx6gvLIABhuhvu93+qAo+lCqsenyn9IwsqPccZDB4UXZ62paiouIeOnjT5ebkcjH6n8aNGz2zfftu2rNn33dgODZf34AZdtsOmJ9c5OsXRBkZBbs8zKYevUHXUFex7vZgOHvAeD65MdT1/MpEiikpYH2636RQLD5K9PB7kC9gyDD2lR7wV1CeHCru1nqyTMt02XKCZBQCJ4F8xO/IwpiATVrwwZHNAoZihwqqDMYRDhJjRcxJUy0N1wtseGEhnAT4xg7GwuFu+HsGZoZofEbj8CzsPG74fotdAttjx2VySckEHkUD/2IwujIu2oB5wPuN+YOR/JTPpnUx0p//Zoj9e8QJI/jU8EBL7hDAPc041DWPi+EMijMcvKIklR8rlWgLryBPIeC2xnD7DY/R4Qz5QZPJzE1CBkFs4pTYT04ta/89kLbzJLq9q57EQMQwPdlKBo8f+rdzoJSvlctfxu178exprd81tEqqN5R6w3DgcYaNXKS42FjnAw/czSWAvGPH97tHP+b+B4arVGoY/vT0/Y/fQrJZTabnTbskhzNl7ryPBx09emypIBP8NWp1exFeblY4zjtxNPHHEcsXLitG2GL69x+wIj42/me9wfdVo9GoDg7lMcCnighZXYSvp4s72fM4LsjkAP3j3/VwyHEL+WBkcP+xIqjhKJiVDi+RFX6kJXq4cCP0DPAheXncITMVqj+pqLiUtWnXbgr+Xph6IgXQGAhwwzGM26h8fL3VxYXlUWPVm1vP0x4KVIkC5Rvlw/xhMJ/+FALfmBjX/U99JOtyKMVJc9VscKfWctqzrJTEVspbDpyQ6+xw07qzuzCuaSshPF9GX+PRQyU6puD5deyQn3IBiWzmIgMs7ScLaIfFSJm5xdTPATWdDDYO7vnFmQ1XlXGGYITEYoeqCuFAtLxY+uJeJfvLL1CuR5oet+TPUZhL+IsHhsNRm/nz/YwE/y8qDNewVjmco+B8qOTu0nidXJDGeHzMIfRFxFGRCzYpsCGpuJjkTyVA2bEawFUAZyPjQdwPrpJcFthn3kt69qPdWa7W765i1JloZNd+jL5ED77bJFIOCeqYvnBvjaNnw/WUCUHqW0gz5VE+VSL9Nf9QvWE4InwpnYjwstks3POEL5MzgZXI0iFYykrcv2dmZiGZlJpuurFf+D8rVviknjwBqSGjRVhYhIozBAnARtz5xIwAgiNHjhT269ev1MvLK1xgYtM7R95x1zPPPKPQ6LSw/fTnLtTukgtvt/z8fNhmTjXpgPXRwt8iFC7VmAFQZYW/ph1O/mBsYDxmfGyIH1DIwWuaOiHxqAH6gdu/iYqKf+in+QtbfPHpZ/eERUTevHzF3/TohMfIZrdRWWkx9MvnAClc8wvQM8C6TQEwH7ctseM002B9d3zBaT4VO/gjYQoKLdLT3znUJgMbd15KCb0T7NVzPRhEM5Wryx5B6Lgyh8lGYhNX442TrE4IKUiqA/P7oWza4gqirf5q6ucsFCWE1fGzIsEB9DDARCNyy0i+KoDEXqdiLAnAoFyRpsiEc0C8e8dixDFHecwLL4gLcrtLBwo0En8+tz+TjjSP4pBveB5N8xggGYANAPIMCYtjyZGN+zYgRsfldep16xnXRGiyHHWuybONMlitN23P1Om3Z8qoR7Bs7L4DImWlChTREsMHVxkDySgd33/YK2K/YVJcYwb5hl4FrcojfOr2nF7N3tUbhqPUGlS+ITGATedpos4AsLppJ1PK5KFRsRQcGk3NExPp47mf0YABNxmLi4uNeWAUBw8dDGvcpBkFhUbiKMSU/sEBsiZNm9Pu3Xs2J7ZI/HPiE0++PGPGCyErVqwKKQBzmTlzJoJKNZ+fnhhvX39FXNPWFB0b777kFxCGk5jANcNyf39/ioprTD44koVHxFCrlq3paMpBiolrSsaAkJIiq2tiWET0wLLSUh8syMJ77x373rFjxz94adZsWFblfgkJLeihh8bR6n9Wo+8tqXWLFsq/V5b7bV7NleFp20MBUACnfcW+Avrq2xM0qGs4XJrTJEjkWmrqcC0d0oFtzbQJ0/YkAP3yhIqOWBD0mSHQslxZ7MkWyLOzqYS+PIYIfn8vyoOfsRWagTJoKhqHUxetjsVz6SIEHgKSQB8LOrpps0N8PrpUeAEQMnHYmJxQf4khYCqqItGR/MYMu2HQ06TToIJAtc2A8x6gcrhxxQ6IHFcQrP94pgTvWM6xTs+kNw93G2fAUMDiwFQKXPRxSz2VOvBqBchZ+6km0/Oj/hG9swsYbY9kS0/AK2AtXMLlPnLvVkzhHRYpJy/Yc05kO6gPuNyAllQQrxPf8oVOT2YRmzsUwnA4gNM/h0T2u042vIefuBPtveRZNJemQL1hOL7+AUeHjbzvgGBzwzKVh3+dGpxG7fXUvWPGfxoTEVrYvk3iD8kvznxl17b1ciZjZpuDnYyNiaG2bVuRj38QjIiqGXq1/MCou0ceKIQ7mVIufD5q1F09XKLYMzMn0yssOPxwv5sGvY2F+95p0iU2aZz5zPTnDoh28x+49kW//gPmQVTiKrL8du3aHQiJiKWQ0AB64olJ1LRx4yWiTFI/3rJDbzgKFAYYtc6hw4YfKCgoOJpyeA8cHuZ+OOyuu5VePl6PHD6wlx4c+4jZ6O31WeMmjcY/8uhjrE2rhNS/Vy676usW7uIjofd+othJi9+cCX9yT2mQFIBg0vSzQzScQ+jfF4kFD4eYg/AI/dcmi+mhphF+avo5EUrjLpECKR3CQ6VxUveFa+xkgxH+Md/SCJkmRHsAHmARvhLNzyf6eZNEhhAhwQ5m8+0OkYbHsfHZZeLB3/YweqypMKNEkEJOpIr0frhsgx0IBFbYjtq7WNBwk6n5e4dd1FjDlWcUFQvdmuTGpWFhDit5c9WZRUk8gHr4zD3ikB37XVQcIJtqs4m+uw876JhRORz6ieDfN4uEwNUWxjhqcRhSiwvBOR+2gkMSNpXxXvaMRgapOFEr0bg4CWmimdNqVTwZr3VrU8DMZhzgLSoGJT0M+83wSHCyMWC2C3cjQ1ui7GG0vQ77BkJqPeViFKg3DOe1WcmPnh7Enl080P//yzvvzOFeIM0OIWrmjyUL+KksjegurgBYjAWw1GIpod8XcbQZpBzceebZpriP5x3nGrZB+N4L/96Gz9O45jbWnC4fvv/mB/jOP7R86QL+T6uznnVXvHPrWvftu3ZxUINTZd3qP09/5eL9mfLn7/PfgQj+TpMmjWnlqj/dH5S3+f/+/PPXs2+9at+hroiG4bd9vssFWnpKQ6QA91pbaqEfDmAzH+YjrTKXORPjtHa/gR10tBfwZMBge+Kr15JfOIs2D5xNp+dN027Ci3QXzCl3I+6GtoBBXB8CsQWG+vRCwGoAchrpCkKyJVmIC+b1Zb4ULQNezub1NnpJo20jwj3td8TtjGgjPGi3SQ9+Cy+yrkEsQHBIs34FkNquQiAP5AmTdoOh/bnPRYWhgmldCNN+D6aSAZuRMkgWCW07smy6aLmVdeUBma1CZSSDg0IBJJ3km2AjQuBqGJhpQBPa5d1EeRve/SOXsvTzPD1LzdJbRthxNqVL1ALgbnHtoCtPo9DeBuldNJHYENdKRcdcbxhORQfE78Oi+QH/8M8lSzmzcd+D7yvxD/9UqJz9bIUeqGc3Ab+Ke+Fl+shlJ+pZ1z3drSEKrMgS71pkF5oOjYaUEcLmrNhj+8Ce46J4q+2VLVmqKRtJfAhNnc1wzmk5OXkmF9WXYZPm6mnhJlhierSFaVOkVy0Oya80BPZRbNzp8GK7tRes/WpZcDFSbzZt48zUeVMwYklpdCwjP1g/eQCLNxgVHBJoHiB3MsDAuHvzN+BmYT5ELQNllAd4RZ6fZ3Q7OdCc5fAqxTOSK79nJ8FeApgD7vHcvKNEfmBkcokcGhWbjEtgV+6yB+/0ZXXZuwqkcZuLmPxe0KSsGK54Lsl5QyB7Z0MqPbGnzI10MAl1vYu6ztHC1NCU1PtqrjmGgwnvjMn2+L1Xc2nOnJH8EWj5tQ+SXFWzKs/j9ZAC00ymeyYflp6Egd3Ruwlxj8rfm4aofiFXmaa1Vrb8qI6mlDhIwBpph/cNQDQXL/h9+dm/4pkVahWT8SRmEWAQbcAsystkNwRArOE1URRnWQTB3wbpioNXc1CA3jyyXyBFoA8NTZfTdrg0I8xSipHL2QZ9HA8EFSkS0aL+zU8ZeR3ws1YIsiRYeRHGerqcccrhqUwq5Q6KfjeDWtCL90lrkTYPQQ4fpY02YRP9clS0dMv6MhZ7wk6vRyppNVr7f1VHPZz/2upypRgOCN4KHXkGn1csLnGSE4ivOgT/Y3LvAbr3Gsx1Hr7fgujgT+FLnAgDf8dSJ01H5LE/1svDUL5+UeaiMTwBVAg8PbhvPJ5bMmdG8uePTUn6DAFiLq1C+BT1P4o6dmPVbEedo7BuFnEXepy6e+O3TwA53hs5NGKQh/3dAqv4MA4vaUaNsBS/PQHvFSv6+RO+cxfJb/BsAtppDdH+PadNvBvGfgl4T9xt8+Fiu7jNoBSAJEUjET38i7eWfNGlHvj71b0F1rxGRvVsLNpdyDa1S6t0e8AsQ04NPfTW3XDfxwVOuhEQ7lFAlX2nwOyYoFUxJJiSc/0YVy2sgBtmKZ4bVGCnr/ACtdIphRZQU72LF3U00GUd+P4d7huPHX2r1S4e0iqFEYB0XxCkF/hr1x1j/hwR032L4cEdoqEPcuz0aE6ZK3f+Oy9NmDTN9JheTl1x31uw1Y4Eff8Crdbh73cQVX0U0BwrQuQ0BnUsLxFFq1Eu3AxafGV1im3USiERb9qL0CSk8IWF9ptiITxltoubLXLhiJdAI4pE+g0vJKeTpzQwCuD9Ue4ooaRMGVPeFSodm/fai2+Wk4BLNNTbZPJuEwSTjEYYeqCIJuH+e7BWzsStXY5c56usz7r/bGnpsYvVw+00jfVubQSkExaN+g5drs2a+B171c2CLyX0NZDDT86mA9FXTVrbluTkV06iT/02FUpr5h1hgQ9FE/i16Q70y21l8pT/p0CFGQ4IKMsosH9dbFQmxiJT7MFC4a4TgHroF00PwyqiOp4uqYeHs+PYvUcgKyALFcSWWx3UtK3SudhgkD+LE0njrgq6C0cNtmAX4JNhYeFWj/X7RDhV0uc/7pHuTfB1UqsQ1bp1xTTC2+EKP+FgpRHRwohIF+UXW5DN1kAjkHH831V7bMMT41Wxrf3oz5VHhDuLzYUn7+3gcwIQSTf/e1z8or03dTEahRFWq7jPbBVu3FNA3ZCv4q98m/O+QptLvLutZnMq+rn6kCP0zkSVBpbAEd8tL0i5r7d3tFMvjDDn0cfJu9SF93anEQlmFnO8TJSrgoURHXDfhgNlpAT87E2htP7H3fbhjUOV0d4O5+JVJ+UjeoVaUwKDhfRSMA4tBOr0HFtetq9qhCFf3J3vYoN8/aljFyUC006KY+DBbW4XIazO1dAIRwGFBDBx9bZiYUTeEUtGj3bamA1WdgsMP7cKGlItgPfMpAT6e0cp3bG/RMZtVLpfDkst/ONY++ZOsXDR5pKRCeGq+xMj1PdtLqMRwXbp8EY7y4kKohFtET60cn9ZiTHMa0Qzmbgrq8x1i1kvtAt0iotLvISfERhXBjip92DpHJFxUgyI9HGuz1ErR/jl2AoxLx6G0xB3CyeN21NMMTfjUHiTP3sWBs7Ttk43NbCRFk02mfb8tp+G+til25q0ZNxe+s+VIlW5yvx0c1eE2fDGtpipyUmc0uIE4obcv89Wm3GmN+px06JtMrr/txypd+ZnL3qYzQUWRIUZjpvgJx2GBXuU9GF3mrgL8Ky/Hhepf7RC9Qc0n0eyxdIhoTLzhzDc9/Kl4YWI6p+7QaQ5HQQGHa3X54isatmcdv2005W+toT1G2UR6H9YKjFaoccMk6lTxw/KcoYnyhXxQWR7DwxpVGNZpNlBt89aT/R8a9G8oYiU+wAu2NdB1oVHHEVHbYhyvk5uW3IwR7TInUX3ko/tB7Cuw3kuklmYeQvcM3t7C5DKpZJ52xh1iyDbrlxXQWGRgzMc2+/gfJvKWMmdcG55ezsGpxJvyDYz/QtrbWRqJ396anNZ/stoe3I8Fe21kWUb+grvZ9qeiVifVCcYjtz60xFzUWyRlbqGqF3f7iulZn6qopw8wfo9tupBRsBGWcn8UwrRDQqndWOuotgXrpc9mpNtdaaYk26TaaOD6L63oeVuF+Yq7p8gWJadhLRRzMzNzaz0XZzfnupEKp5l8LdMqWhSAnOl4PnlUGY/GkX3HYMe+5NlTvqsn/zBn3ZYyQZQhegItfITcPyBgaxoFxOt2+0CNVNS2dZsyZwP0//9TZ3WXJdQvBfWma7+JC3KlyKi4So6Joi5+BweKpSX3OIqtmw4pqSeRnul1A1XarPxtFO7FDCZpsV+mybdf6CAycfF0EoY2lectldyR5lyhiMhJmCxzCGN38dYIJwHeCD+NV0w9jl/SvSABqoEaO+KOLM5y3HIPfZYb5oxWE33L8ohTf9Hksb8896Medc0UaowuEoxnEK12lEI3RR/SI4Q4CJ/YBHhewAmIQc6Jh6HFQrL3D+HnHM6t5S3bd1c6BXvTcJGm6QuwMrNt9G2LWa2P7iJ0I8nM5KAONs0gnE1XWuzSmvFHqqAuotkiMqSBVIEPBMjBDTgA13cVlRegn+BIk5lMVoS/d2QfSQL15Evj2bGd9gbSY00uHkwKO7Bc3E4YxiN2Il5Cz5YJQgd9hXcYEyUBrVxLnG/FfQbr0uCl187jlyTi21WKRM6xBkBZAvVH/K8S5EqQdqIQWdhnEKEFxl4pBmKMlHn8vZHcJiGffRrIx/SIEc5cle5sxRywnhDSQ0bCInFcspE3IAc9fNiMTJXgcR0Wh+6obj8VRWgDyuE22kWAJuQboR4vg8RgFN2ZHdS2SXg5rK8YCWd6BgigTrssa1m1w1R0bIhUKch5a8vqbwZ8BBIzMT/TvLYBXzyIYFaEb6qCNC7k0IJIDrPlAi+DXBDQVqTKdqyjMw2JgjpPXBNi75YAMRuQLxFCMK+T+E4eEpDosCeEtmXv5exNp2UlBumo0HYWPEWuONxtLkWWoHofuPYKaa+uP5v70eSlqU72d2IcZnF7TKVtYnUJ7qWiNJtJ5EPoamLyvRqMkFnloBXeiH0iZ/jtXmtXH2W1lVFj28hNnOvnc3FPYqZyclu71ZPOUWBSjEcLQCQvKE1ReK9n51OaaCfUuBQR6SDp4kRK5FvWtFgCsctQjrsBfFhfOMsEbNOyIRvYwLoYSQ7UkXZAQKLjZBv9bp0GDl4UnUjWX2RTVaB44OADVZRDHdH5DVXYiYjsEn7wggjA6yNEQ/xyOBmYHRgCO6igWukCtmcCrDBmndCuikphLc9QJ3QT6fKiQhjuXuQSmzEQVARhJ7iMVQANVXWHqidOwJWHZsww84tAM2mhY8KkhyNKygRE0KNwnNaDROsJXaZl1VJSKREfnrAz3BHahSDTME4vxAd0ooQm3SzBgijHME8BPXxwABXmZM0dhUyBwKSx0fOwQXdTNkISN1gfOG0i4Ifv49N4PnN3djo8jKAHMK4EwxUWyNusMILx6dE0v20pWCtd6DxbaC28+AyY4KX2BiZEoENxdwIvn5gLDxRlR5SkNyAsGoM2hvDA14i4iNc5AUDGIcZyU23UloqGE8jJ3khpEFfHq2diIHwKO4CMEcdLEj+QEzwlIZFATCN/sn7pFYKrKHbW0GtXM5syqkgHC+Smm+zMm243elGIGvuJ0xfcYzu3mOmmHZePNvNtVt2FyOsB3sRAKA5XTKfnm76ZD+jRvpSmtFIT99i5EfLVWxv9xk7/bY5K7N7GYJz3wdNRVz/6NqlTOVGVimGA2mDMRhKivPoUwPQY5qIHPVbyvCxszgjXDf4FhWO/8cjBsxcZpU58tWUWVKUNj7U+OHcxvSwGlnEm/iRWQc3R54QKRFYFKHlJ/wYeKBwaUQJThUDS3xuqbTJyymtg9fJ42UA2WyHlLEW3KuD1BKXLZERTIYXdZYDwgRSE+Bk7p0PH387UgmC0XmDj8EIT2psqEowRDU4QRQgbjV2LpNpyBe/+5eD1/hBajPiXi5ZeONlA1ROaf814hcPdhCe81dRc63o8hNSy0iPCDAV7hXLMc0B7ynIwVxSCqUPjGbXzVpJIZQAsVqbBUAmuZXUkFoAOcUz+1EGJC9ScPhC9MXOmN7BEyTSCY2d4jkzZUCz5pu8Fq+yFkNrCobqhTGWQHcR7gNGcNToTGxCpb5gViiJOkShqpC7VhCVJAO3VfpKOrBXhQpjNTiZszjPUhoAfDZOJlZoIR0ARjlDUricFCCTYbwi/kUOIY73gRIDZuQEHbdAzMQJjhQe37TKvUn1/G5sjC3XmWn+ziKmfTyKLKHqU3FnZxcJgdRFWN4q+SmASyxRVVus1y2FpM61up2JTPWcDBfsPmjzyB8F1CgGr0qQ3MmZC8d8O34kVxJjOZvVn07VdurxbiHMtChz06r3V1mpVfOm0NqTh+GUU7ZSDMeBoCykRcYuKxiDdUwXrKBM7L7/KhUsTg5McL4KZZwpeOPAXupwMmQs8g9WBX9qFHtl5eI5P1mrCI0j9HiuixgebgI8pphgd08UMHBLofzchEqiIcaAQeTnWqTDwVDR8U7y/OU8pSsyS1MJ7A1m7hMDFZRWpyYVFE4cQjwwFECaxUgRECGnBDCUSPhQ8rwYivLDujcYmcxx6g8vfoo3n/oeipNLXpa41Vwq6o1M3lhudwo3RAoKrnzLN9Pe49mlf8tUxjYCuKQZDI/nO3cXzsy4KtFpN+SW2AAu6sWlP+K4nkqo9fTQizXBmMIgvRRnuyB4nSJ3yQnosyS5NT+cbck9QvEOA2T1CKBRo0/eYGDAfzoFyQ4UDwPcRv18RfuwHrL4Iqs04OBxKgmOYvJwvarjkQxoO8BwvMGEkAp4GfCkjvNO++opLEhOt+yHncoJBVygAeMGc5VrAJQIxhPgpyAjVKIqMFc3dBv6vAZOnDbg1YU0krulRd4HT2kYFOC2iIwyccw7GwVtnFrK6xHC7sapnIe+nFMUCF5RYWGml8hPA1QWxKmk1X84WI+tJdJQ7kaP59zR+NdSgatzpNyAbNRm2kZaOfAS4KIq0MQoJ91h8OGp3f5T/h3WL/GP4nZBfbcxIQh0aXSlPOnqOt0rzHC422PssCSmQg4JwIZv2SqJLzConJAY7U6e/O4AX4LY4Hen4ETuTQ+6DBpjKnxrDdHaUP8C+7gv99tp3HW6VhJkoj0n4MDfQkGFEDZW7qdfmrahJVm59KodzEcE48rFpov9VzoJ5AmuOeOb72GkaWUAV0rEdxGSkKZcpQaocPI1IPkTNslMqOoIRqZQMCFu1eS4shzlU45NH3srpSOHbDA2aF6KuQquXJ1kw6Ulu8VfWjaSIr2CqXG0Qu43K4zumL0NbceCL6oUXscOFlBuK788i8hkZs2pRVZwVKKTUHlFgVEUw0/bDpgM5B915ze3YOf3lrk43AZZrAKlprjcUheBATjMkKGQ9h0A07eXcglEJZNcoCE0iQSzlgUCnQ3uptQRY3BAAskQZWajmpqdLGWDt2UQXRdF8n+yXEuCfL36c2FLDTj3D/bL/3dzPO3QR4CZ+lCwPF/Wt4Br3yExhsCn2gGpUoQEZQMrBFyN2+aFYGwK4vOGVZAHGqXmMXswkmNxgMPTuUDq+gL29K9GKBD+w0kar8UauT+ENuJddwN2nl/KLJKYjQU7ppHruc+BYYn7cpJMSW+HF7GOh1SsWV+itnjmmmI4YBbNPy2goSLe+DZKWn6acTwg0tNL5KQvsiCpgeZMbI+bZNyeg+eGOZvRN9j2bt6aKy2BMwbsYTN5CEaDLhViOCAePKFJ+CNbKvUBcRuHkHVpCml246TvgoHZgtPzYQXZYGqxnAD/Dw4UGseECrSSn5LVVMTUsmIY2H2BMfbtfofsYGg71fM8654T0sv6ItqZnZycdrK7SZGvk+ywo5Q6cB1Yf+HtFdR1KyQbfxKsh2yiTYve+nlTWZqv6AzluOUI42HYbG1awQWEiTJNNHKfSUobhDBLGpgJ4FnMeiM5ZLDdIO9G6TrIYxBSOJspdYJhIWca16+ZbZBwyoIF5gsMJSskNG+1XVLo1B1KYUcRldIBmVL5d0h7rw5WJduMdLV6XSB1w3NlPIy5DFKTzktdmueN0GUF4ogMrKwUUpDWIbMhuM2agtYEq2D20YgOHlXN2zbEyuSp+a4Mp1r2dGgP+lJpFpxe4Jn78XusjrWDAOJvBMV9wUwPgYkeN7g9HcK2nXSsPSgqeNtORaRcYYE9iUt9eVjv9zSjvhD+9tm8kEVBRmnFLvlqWSSNQupFpI0XrIVgfJg6s9aPOcrAXORKoZT8kYUHek7eJ54uNyBEFgPJSNwLZgdhzVMaCAV2lNELe70ERQ8vaWuTIPbwxYaNww3X4JJaIbvh9D2Itf/FRy6tO5jLeh8zO7pgr1iIDfe0BFTvKXgUr/IONXIjllGpUU/bz4xbohs1OiaH49MFEaJBg2LQYtS+FDFjgVWIC1Sw/+HZ3vWeINUcQIUYDtpohwyqptWZFLQSRu0vQoVvMguETr/vFOmX24B3BFdoq5r1XmaXzH/mY7eHrSIKJ/E//kVEZILwZIlRCNibxugnkXU5KbLErYD7bqoR6K99dirJtQ/vlmSKXbZSVK3JYYqQAOmpvSkSmY1Cc3+t0HzBcYkiw2jI8SOSMhtGiPdD2COrdktxx31EKm7CntooKJiBsaiviqQJS4/jjZA0fZYfEC0L1yLnTXvl/So9C1pyBLhKzZST0wvI+yT0RbNVsieXASAKaXE6fBsoi1wCJL4ibzbsk1SmXXzASUfD5Y945YuB6wHK971e1hQpAw3LcDYJUtJNe+G6bNnhop/vlU04kiXFGLA5/22mKWsWO+hLizzGqzlN+OWQSK5Qoa85lex/73RQjw7yMflBstCDmSK1yGdP7bTKDEfsouuHI64HV0HFlylKHdYfk2IWQ4nRO0y4dS4kjz8BfmgMYpQFaWnDCdJ8401P/1XMDm7Z7aQf4+TDDxbK6OAeRFJHA+0Wsxjtwx6ZvVdq/9tyF/lcL4+COi/qs19cZL5B6Jchk5w7j0lUGk8P7C2msFWHOaQ7e+rgcVF3JM+lcgXKn1yAOTE0VrTPMDvbK5BkK6iL26fBU65xCjw40XT9vAK6qbEf2W6WSbMukQZZijYKrttD3CmbXzxNFmysjnueml50FGt3n1qYEHMK6ubaYTil9LgXDqEd7W7omzNxaTjovRSnoSXhWuRcwJnyIsukqIsXzdrmoOm7lLLWJlPSAACALr7Gl9Qlh1dRhvMLJJE7d5ay5rm5jNYK1GknnAf8AL63CPYJIPpzt9yYn8DrebLyjVDJbEXciv0wo0VB1NUFQ74GZ4NfYZuWQyQ/sRWRhjizi0jmZLCxJt8goGoPcIm247kiI3Ut24XNMVCiYhzJ7amMvrZQs+IMGYknJFohsg62E3I6CjvO8jDqmg5dWSkcx37MYZ3SUmDIDGSxux0wwOc66XCRto0DMSfBB+2U4s+6CjCIw9RCy7Koq3gEkoxWFvpjLoWmHwWjclDiaiwsOzCY9tmoYxleIMNh+HG3U4SqfeDbAEljVSrsHNBFKaA6XOKkjgasOhF2kiNy6tYSRv8DuYLRH8/qkYpwi4PFWa3AbCqy0HGlom1pIbzNcEQEc+iaBdpJBTLaGUDd7WjnuBcLQ5hSWCdMVQ4Y2ly0o4NqcR3+5lkHI7JESi4Q/L0C5P4xBif9iXEiJQ/pCgRaDObkH0a0EYxJpWad4gD9AEQCysJzPpifA3YWHxIMPCocAA4L1JZnSYzFB84IXY0Apio7ISh3+AldouDUoMYYD6XYaGxrwRKiFnY05BejIYwdJ/Abfsmln749QIbXO0k7AjQCX3IXK+YgNd2DpTbZqrVyJI8zJVrDnvb2kvr/LDIFIkDb4Yc/rgX6cWSVr0tpSGsMprOSpp49qNkABZ40bfoCtdztqHpKd3FeKY9fSm71uCkYCevHH7Ox+1DnqvO8/64FUlV4DBViONzd7+6nTBnTgYNaBlFHC8ZSBm2tCh8lVC9yCNjIHOvGPBoDYBiesFLCRmjEcSeb2xgghhv64B4wGdj33XaMYkhBoXHwk5Zc9rcOiELpEUl+V29Ggw3MEtVb0nD/Ym7TVyDcPguqOz0cBAwwWpbiGjeEc2O3EqowJVyZ3fYPtOkz8JTBnj/r94QW1yBpwHjvg/D+Ip5ZsDE3mJxiGvpmqAeWlBL0Q48VxQVjjmKrRp/L8LsUgfu7ykkArDpXaCluwjX0XQ5VF0/8ZIFB3+dGnPawScPWTsY2cvc1J8aqxCmQf+f2Kg0iLy3AvmFQE+pwFrJyTSDoxuDmAnUWqcAMEOpDEvSAfvBq4w4JxdzNHMsYph+eFtfJIph4228uZTykwjkj5BazBfTBzJlbwsaDvsLdnGz4G3lFSHsHxoB/uW2nbCyOXqCZHq5qTowD0BykQL3aaNTN5+t69ANu6C5AvXt3hYccYOetLh2i+JxHZiTP8MQPVPg1qp83plul5zfJmAGhZbQ9nbWKNUhfY0O8He+72zB+dinfPPmeeyFmktPOwGzriphqew49e60wnGwrTcJ7qBaKpd/IwLaeT5M5M18ccrmZBz0jEM/W6f4NeO+asqExKnoVz/x7ueeu1d8rxHD44GM0lIzP2+4dm5dLKVzK3Y0vTzTevDzg+izH27/lOdv09lY5bg/hOmTZ+gs/e65x7px7yoMq//8a6i53LEB9F6juQtfOvo3/frl7cMslbR0XqYN7Mpymo7vJs8bF6Xqm3+4fvXabpZcUSqEvrGFcrfeCoGQLL09b3HEqxvVUAWP9TzlnDs/+XQ450FOuZQqYTBP0805IaiPshK+1pcwZv1PwAS/W6yEF/YBNcioYzOZKjL8Y3pgvthPo1R15kgbPB+F5yP71t2AMPkuyyKjFobCFmq3hNpnKjgZ1hAGMZfiPBdQ20Q+HUBz2jrmkd3B9KOqDLqPhlQoznPIFVOOLCMTvbHcqWmcdOEF/HQhTDIhSjfhg5oufNbypuPCIQZ+OS06wGw4ucZGjmQwqPmn07/978WUPfTwUqCoFsKa8N5x0/ljmEtpdL5P2J8jZiHEtaRy8sR55dj31ea4LbcI9L+GdTzq7DVybBMUFlLb0P/zGk5K5C/dgxW+/dLFKD8RFMkAOAvOwPL9TVft4tZ+z28XuJyzCIPte14leCRc7AF+8l6BHkwMW6Ze5+1iTMmgTHmxMrwK4uFOJil0Hu+xTePKxqz3Gq9F+hRlObXUO7smuHU4c8b119FeKmdbbVb6YLAU3RtZWm/WlXtBBfaDANWdJJvyZgR6QDna/9+hFDZT1ZViefl5lCiAk7NNfSuQ36gpstjYxqoF4145grU1EBnbFr1407q2DsMEG0rPN7jFd3wKaA3g60j4LyT8/TB0i4Trd2pe4DecMwylnOocmTEv6SU/saWi3g+v7O7ypQAiBRyq1FBxZyckvrT5/yjA+/Z4CaX6AnhkCFcQBRLkjBZTp9DKPYVtnpfAPjrGIRGh77jWI7y14Y8aUJJNp9BdgOk4bIYFp0l9QeHNE9gYV8XZVGQ4mzbA7T+xnC0KUfw8/Co+SUy5jHUtc9B1+G3shXfJVflevdPOOz/9xJiqQy6BpHxkdSxfpCGPG502m7qDNmivdGU971wYFPsmRmm6FinVarOJ7zmzKGQbHlngQm2LmQh8a8mM6NT9upy4BKdDwwv6oh7fAt3+J1MnPTpMGwY3+AgUpMJ7/NU+831cjTO2udUfX4+n6V0xJptsXFdIbRl9yXe+nXrD9wkOQL9jo6r3dIVe2a0Rd4Bo+yksLky/CNPYBVqsMMXRdoUa7K4i+8CLhywWoA6bVL4xmemqDjhK2lApz2+m5NRsm3AZUrirDgX1ct8km3BUOo/eDwDRrYaSSjTvs2rBI5ZB+oW6x8z/GywY0N7Qxhx4/KCk0E+CskYoA0ONIwGPNVwQczZMeB0P+lztzNCR6eMZafQpMmGYa/3w+hfWPIHNPtTDnn/OqnJGc/BzW1twm3vTTuiIpGs4EgTxmbpCKsoxdhYDNRUqhGQkvw52NQ7acX1THChFEnUYsoSk9jx9HV7/HV76GIhs9sjSTdJEGya6Xsy8u0gMJWa5LcgvJ7xCsO8BzFIJgm0XcNQE3hHrg7Nw7iF7EOwq796mC7+IUiDbp+dLnf9nJN1yQnsDl1678CK9ei1eV4aRaxV7L0pk4MowJgxMFQjK1F//dZhu9wKFM6B5KPUEWxF01zMINju/sEEfFhguqHsHSPoXcEa8NVSoe/8BGu0JVt8T6US9Q5ppwP22YM3zlRw2I48fgjfNWL3h2dnURh85HBN1/CzbGVKy/6xIDmNISQCbofPJxYP9AEUQHUkkIAGzif9yAcf+t0LGNX1MkBK4B1sDQQLHjlR9hzbSIsIK8fyH3bTdIyrvC2a8Y222gyYnzanf17iZjd8LxxtdOizNKpDINGE44DoagUyG0kE/i/mjuIIB/mdVqzX/llVeWv5KcvGDkBFNiUTC9mF4kjYI0xZXki1H/acCsmhlEHa3lqjKcEht70tebCf4Kju3MphjVwt+jO+rHLIUSGDlcIN2bvmqIthyMmyHus79ZIbTRFTh2e6sVN0Mg5xigD7Rsrhi2ye720vbAa9bRl6oudgtr6oHdIr31YzbR2ABKCUK2XG7sv1hf8Rv3VOQfrmng6QlUxWaJWQFr8Zfcmlx+jbthKpDZdmqGi56bu8eNZkHXQf22q5BxDDFuH1pUF+lxsT6hz73+yaXOncGUcxFv99ouajsynEPTmBBGSC+cxRhkWi2A2aEnC9bR3R+9/uI52hgw9/a79x9YfPTo0YCs3Hxq06Y1h7VJ4O3GG+k7xM/ftswltNWb6SegTZdDGNcnSlWtr1eN4WACo78/SepQHAV8tGw0JpJPKF/YD+89KH6SqxK4dPoIPm9WbWj1+ikVUAmeK0Mgzi1xjCd74qcr/vkr8dbpzaC2aLmulNqCVqvwm4fx1OupvjKdR77ELh9BAcvft2aSGwdteyVbVuokl644TU6GUNV3XqNM0w+VStMR+xy/KpeFfbkKwSZ4YyclSiucLqn5phIhILWE7scaXY22EBpeP8q2DGf05gJ5+KBgV06sj7Dz4/1Sn5f3CgkDEyihk5ruvm6iadbxXNq/vFB6fGUB8+qrEaXwYIEHZZzDcLbt2tv8w48+CPjwg3eoR++bqXGTpmdiLECPw9Mmme7IL5UO/gz49qf18gEm05T1SFWNkO9ru1w1hoNT0UggLyeGIg9NQqRwNxamLybiM3z+bjf0yR/zbLrJqWa6F9e5J4fbsNlQCuIzHz5qZ+EJesnRLkL+ZjuTaRDGznGYft17wpldmCKn/ELnc0h6MxfX6s3L3FDmr66NE+9Q4qxU6pCNwONHjNJi5AY5E8SI39qjvyMzsrL2zf3wQ76eLlassT70wbDm9MT8I6yLYKC/FiCq24CYsVg4FYzqTNTTR/zi6/dm8He26a8HnStOGuW3AWpxFioEFnndL+i39uvD9jsBekKtA2jl+6+9OPzRSUkz1pbRswvBCr7SURiwi99V4o3LRYrdQCjBQgwA77xA2bRjh33t2tV0w0230COPTfo5IaHRj/8s//8b5XpKuU4QP3/PKr93BdEPvUnJJclr3p5zVRgOn9gtx8SwklykQPZyzUNamRhkLPj00aenP+6rYt3sdudR0wbJqiHWeliUE74e1KAYzt/HHIOPliqoqeREAN7M+c88a/oYyD5j7IhzaBoqTInOt/ZYVSzZh5K80sFodf+19/SwJinA1bPHSqWfckTWpHuxdBjgnDzo8AzWWXGps/WadWue2Lx5w1q0e1GGU67anoQsltbEWHpmE4ezwu7RCo7ASCa4O9yPRgAnbG9530WkxChbjnvifakR+rC5Prj/AuWjS4aXsm84dAYBWplbbThvzgyu2v+mqZreKfSm61NBOQbX8CDINOpi+jJeK+MM9RzJBPcH/rVibbJcqaVRd41cc+uA6+443zTA/8Z9H/Z10sh3jtkVPsHKyfh7Pq6n1OT817W6rgrDARGaaTTCwyHwTusRJ8ssArbLyiy6vpWctfYNJOPs2TPfjx6S9MTKk6xRe50wDPc3GCgILLpWpu32sFIs7O7xYipX/AKKxzwPCrVORuYVH8iKeoYItLSENGlWEUA27myDnuKhwIUpYBdH7ihmjbhC55Yw9sHZzObUA2LJ3j37KOXY8aLoCB5GcumClMngOabMDgaClaO8CPQxvlnxw5RtW/c3O56SNrpfo1B6CcfE9EzXzPc/eumby9VbF35PEaTkbCAvNLaIn8Nmepp5cu+yvRgz34cmuRFWTiF0WJPfTJ6BYJoLFSkt9Xi0Vu9NUdHRXCV+MUTp9VOmTB39m7di7lwLBb2tufZj7K4Wwyk+CE/+cOCjIdGaT5mDZMDJJG+Hy9a0HE7mtkbs5ObVUqNVJ6SHMNlvYtLS6sKirM0+YJyRqSXi0myVMngwMN1CvJXuk2ghhPZjcAFKUCC5TaBgb6OTnTwkyuIP5bt4RLeH4dTmpNTjurl0syPf9ai3vyBEFohvfvjajNfPHg5+Dyiz2qbfdtsQGjRwAH3/LfbZixTcC0UTcdXuZLyLQEz8/8I1FtsPH9207M8/E/5Y8CsFBYTTN19/SLE4UK5Nd8jxezCeAWRt3S3o490rXNQSqbKpm0b4Fv0tz5Z1qs/4m9tozkdeQFIPSruAHTXs0MFDdqO3lyYyMsrnUqN+5ZXZ34ydMv2Tb6Ge+9dB89EPjuLAGfg1Wa4KwzleSoPXQtwe4E/wRxP+hi3z9oM4gfEUyyju/wWp2NOd/WnTmjSmv93lnujx1+QMnDso1aYiIbisWLI2bsIm4Se3h08hKOJExLKvARmH4K0ZJshmRGjosxMOWTgWqCebYANYGJUdItaFer+Z/rfaLuvUxiyltQ0Svr6Au5j60KEjiV9/M5+GDeXeu5csWrys8zguLnQ/j7yWnPzeWXdr/l23vvHURx+lsPAouvXW27BgbasTvVQ9/lapwrBTP497H7pcA1fz9zxRjCqQCfooM+3z01Imd2pCf+AM6i48Kd32s/sHPdtgnAF/Brju97j3IfwOGN9TxWy2vXL40CGNWi13BIf4uZ2hLlbwLMfNf3tfHhv4q4rayGw8j/G1W644wwGBdeszxcllgM73dUn7kX/j53FTTfcCMJlU7ByAyf3xvvbvT2iUI7blid54TolJvaYDHXMKnLoDxXLqjsRu38x48f3Ty07J/VvAangmURQGd8ySYDnZjyipXQ5stbjGoTU8xUOBsykQv99C9yEZHzVWsL/w7lwIjFM8cOCIdcVfS9W33tLvstQ7ViKKKy0C3WagCbj5bIbjvXPLNmtEWLjui2++L+zWqc3nJBee8wbYr83A7v0xrW5H02Nvkb1/XFT5QF4JdxG8xZJ34Nrwv1as+yAoMJBaJMa/gvGew3CgI3sUUB8yOOaNhG7xOfz+/wynrNTHYnNSXJOmglYpP5tO/6Ex2uKu51NGTjQVL0qn539ndEcyXLAvMl+XnaO6fsMVZzggyLQUCwuMhx60mZ9r6i+4gCycBjk2VHfqgvICgpdCJ/zpznSpz2GrcHsPJ32In84PjK7r9K1w/7gn0QEbfREIj59eGrYyFief8sVIPgLJQsGQOWoiChJa0yJ5Ca3ew6hPdonIE356iocC51Ag00KzeJqOFoXS3wEBbMpFyFO6Y9dOydvbCykto/VnOVFd8PYCs0PclaqifvGuM5srv9Fis7+alZmua9Giha1Xt3bdsG656ZEmJpkO78B2eiBHajynbiNIRzKHMLnspGQOj2BuxiyKomXJsr9IqdbmzkqcfCH0ejNSTJGmDIlYvMqPguVU02jVK157/fUO+YXF3DuvQntsvIFeH1IoPrxKEBqtTXV8hueaX4tLukLEqMmB42SgL5EzoXUwTx0jR8AncrpI9BZ0p72aad2A+m6VGi8wUC5rde+zh5cWyjq31NJT2JS5T/85utWa7NvVrAuOMXdsdlALnYtcsV4MQ3effNzFKCPbY7FkQ4qd3/HnYS7p3TXp2ZLiPQJFOG0TnjaZeKSyJ6XA1ZzAOtT2gybTLauKqUuYmlxdg9xrCeGe/y14kSblZmUqJUluUcq0b1xuCAITyIvne3Jrdv+/FOQXGAry8lhiQgt+ESkPTxUERf7aqEgaL4SwG3YWiNyt/7vLtXE1fs9w0NQigdStnWImgDrdmgVBENTTnn6CjhxP2wX6LTy/Xzj/WdX4Hz8on19ef/11vJImOB2ELcOzFQpbwH0WqOlm79zseP27YoqdhUBdRIN+cq3td1ec4RwoEku1YQI5Sokn+NrJJ2uNkn4dQtJiLwU/k52bnrZvONu60UodV1loAFIJduW3X41FWZttYnHqV1gpahsWbzdG3HJ7TtyCQqAXIjVuH/0cLEC3x0ucXvY0K7D3KwjQ8Be5Fz7LarOPnrrrBwWwlm7/JJO+OagnZRsnbIBad+LYCxarxdrfYbfJgkPC7X5++qWXHSEy/PEEhxwN+exyNOW40+VwUosmjfhlsKRTBWt15z0Tk379N4M9dFxLL6Jvi7jm4rLtXOEbFu0r6ytX66hLtGzLRrSNfnqlpaXP+nvVJoqMjrlgUiyclB81l0n9lCr2n0xc5WO/uAfGRcYHHLu3b7pvctPvA7Tj/ymguTcb3Wq8yuQlusKUq3xzV5ThcAP354foprRCN/xF/mmbzD5ILZDBAd/y36KRCc/52cQHFmUJygE+0jO444L3VX7odeqJ5usL6e49OAtNaUKFp5nKWS8uPyWdf1LK6tlC4diAjITpksR1yB6GU6em9Op0ZlsZzfy8hJR3KyRrvB97h5+cL9aTlOOppXsPHqUB/fpxrSyHV7kknpcA3bcLqnBJcB8Mz5St23ZRdnY2HAaC+fVzNLzRBmFGXDE9dLSMAHhT99x+4QAxaPxfZsMNsN8YlO4UA7wo927bFPTuGy/TxCnPnjPW04NGcOBQSc3UZU7kAb5QcsMqTn+PCOUn+7Lo5i/SKTJBKU5ENaOqWFWdfOyKMhyojeJyNNQuPYV2RUa5PVfOFG7DwB+8P2cWLDwEBq4roVEr7Uy5ca9EX3u5dDCo+eIlumZQpLnralqZa9YfmwTas99K33Rg9w5/xHRTsA6prZXsPagl1gO99kGtipohUHwwxu4O9uSieh+T6fEdEn2yLO3SG0WdXHmeTtU4BbCWfJIABdkBW/stCrYVa+SS4K779u6l7MwMatGyBZyBL8sMWLhe8L8bO62XjQ6f3fmAgGDve+57iMJj43gWy/Mde6TGeillpbcQsd1G0/G7G5utrpQNNurduKPWt52MuNrxtFq6eN+Rkw5GIrVoGnPg0N4t/+kuNqkOiXJSBYIJo1QgNXDFRoxA7803TTDddcKHVi/MZiPHTjIlz52TjAxF10a5ogwHRrayHWAVTCYZrcSeOOUS6C7atWbpmWMFTBYCmb3MS0YcXiIDpsk1WMKNQhlFdpXIO0De0yzSLbj/02uD/G7GIfn1fji2nWSgu7toaHs2+X2/g/zswDj3Dqf/hfsg6Rr8L7kW454YiSPXnpZkpBVl1HgX4sMtBaILECKe0oApwGNdVuTTfG8lxd9LtCVAccH0AedQyODjr3r44fEUHxMxHz/8BwH6PHLaghX0PHxauKX11bN/696141zfm29eabdZvzvfXoS/02+dlDQrzcU+XGemW9HPL7mqrS5MFafZu9nUPh5uZkDG5bBa28v7dUd6saizOsn19+8/QqvyX7ecY3DzDrbScT8lwkCFc5PRVXdsnYy0FakP/piTw/pGaqSF6CdHqwYGd/0vV4zhcOaSKknJNiejowUsfF4uvd4BOEwy7KT7YJV4cy+jTIR29gIaYFo0ZFqI7tfh3HB3rJTX3Yd971CxFvMOU4/lFgdSSph+wARc7gWp87ODcWgKiZ5OWmsL7BFhyx/RRvnyrgzpvoMZ5FWqYWElYDY5EGvKINTP+0qkvZ2Enne0pp5R0BrvhD/0X1Cy/XtApBvbCR2eGWEaDpr8UOcH7elgrVBgv1XseVQldAspEnMaaYUBF3MUOLvxju1bnejRrX2Y02HnqrdLvk/l6u8ZF+r8p/Pev+QBsLleKIpIJYtFT/FwVGiFOq46w+FhFjlm149Wi6y7OkPKlIewM+7LTonuM5fmKqOjo+3Dho0T5n71X8QfcFZuS3XD39R0Aa3N6N97x+zUd6OLNWtUSkPQBofQqfflijEcUMr++36xZUeDjB6IJ/o9nWgDYo/5Kt+B1MlHoWl+qo3kapNn/eGkQl7qrVA4bgkkMVjD5mACjmECxiltUrclZkXT3k7iMBOf1Xvqw0dgm4WeUwcj4stfxtEUXsE457QIIW/I9i+UiKTMR7SdNYQsW/ykUVsznb7xGXIqBq12glM1BsO+ZbhAJ/PJ+6+DuMtTGiQFsGZ6/6+Q3uEG/UHBAk/pcUGvtPOJ423Q3Y1rjFTKi6YpqAmCQlnx4yADjd0vUZ9dWa5e5QfGq+pVyRlo3weSEnJxcOsbLoFmL3I0dndJTU0vSTm4jzp17EAhsSFXK+pg0QBfmrp9lzhrYRozmaaaUpJnJ9d7VJErxnCKnTR5e66gHYRIqb4GGh0np/Z2iUbmMYn2+DP22THyuclAzj6RGp5auoxbL3mOWizOCHyQodU5p2uYbN/H+ZSICGoOdMfF93qbtIjbbjA83+VgvM5sx6HGcYp5fLFjTDzdAJRo9OjpFwCLbUj7brJ77wJL6aGkp5Co7mAM0nLHB5A9TEkj/5dDI20K+VjU+TOe53p0T2kgFOAn9XV50qR/iljAA0YyB2rosu7Np0lTvtYqRCm0o4Z0MhfMwwAPrXshEuHIU7GCdkQ8PyvjBPWxy2X346mZQ02mnjAc3aK10oL3Xkn+rGI11dxd6M+TvxaRrgPi+lsGCu8tPKvqndt20OaN6+nG63lM9YVL+fvrg1/5e8wdfWo0XKOcZnNu0tFjnx1loduKJe5qvaA+73mckleM4awpE9vJ4wV1oCTBr/1F7jL4OQiIgDSmTtSSIiWHjqrtDIkFibsZlj3x+OR1u3bvbPreex/IQ4MivXRK+f96De475aiSfj/BqElbLHrcx4NB62tR78oVZ4slAt0RySxYSOcYYs8eFHTJA4x68o6CmjHBh5YAlReprsjt7woa+sX50eA8mzzxaEHNGS/rK1EbWr9LrdR1XQHr2xa7d1sdvY3x4whTK0WRbpZGZApM4W+hwWjhi8q0gvW9/PrRz/55wCq70SBJm77YKhnLfAUaF+rO8/RZZeqqiXu35Yrt9soFVXcV7UJ95+SU0mqVsu7dr6NmzRK5i/cFIm0gsmHjii50bQ3TCT6hCtYa9x2viX6dV4ezeyQ9n+1PH23SsMQmotsuV6/t11eE4WBT7PiejdqL2DAj5Oy9adOmPc0EeXxpTunMOe/POTZmmmmiGEuqMun/J/7ffzf6TZw40bjvwF66//4H6aaBA9WY/XWJdvoXUBkd48OJg3pi8/1P6tdamPdaqVK9olj0beolUOcQervzKXDE0/PhPPvEZLe7zCXpMhK5L5GPm8l0zkzLGrdu3drG839a2m2tLI7yfeOpdZw0EXfwj6c0AApgHfgsKZKmlGmZcpQ37YUB+wusm9pSj0knisT8L0/IgiY1laZWhuGYmplkUIILO0V6G6rgG/damXHBYZwa4U1niDo37u5KTBvo1uGLHKljGqwwBjl9Cpqdk16gU6cuttZt2tkVcjnf3KF0+2+B59Ljr+RTdAvk87olRFZjXmpnt4R+SXyPu1FL/7yUTz2/LJMexd9/nt/fK0GzmmrjijAcdLZpfinFIXiRgpTk++viv4cfPnis9e2D+7XHb23kJN1ZVsDkuS6Hg/QIc0TZtWe75cDhgzRy5D302GMPr2natDGH+c57cKLp68IMqc02NWvd0pcu6CNfU8SpzXq25DifV4bIvVq6xIMkyD9BW49s2Lbrqc07d1CXDh3vwd9nYHzUWtLf2wlxy6dg0W0FBaUdF/7y231z5rxCWRlldHvyJ2SLaURHrHR5QKzaHJSn7itKgQOl9Op+LevfxCHtiZOzWy8lJddExxQqAZ6icPRRsEo57Nhvp+EFLpr9Ww5pvsuVyEvFqCxBpJubCBR1QfmhJnp78Trg6RqaoWdxQWVU3NJI6QvPu9XLS/uQF2k1lzrMwtepn1+gjIQyO6Qj7vpUO4UzFzCZ2+PyxBMrUoW2g+W0AH/znEa1IVHVziDOqvWKMJy/j4rFOYA87hkmHSItW5STnT1k986tNGzIzRwXjDQie2MME78K8GK8P6UgaN/pphlhbdp1oPvHjZv988/zecCnu3z4ZvLbHW5LmrzKxiLaWsX7cOnMb7VOrRpqAONL/OqYNChQSUJzb3qj/CQTdnjfgcgd6zdSi9g4YEP/f1EqZV8jSMmNT4WSnZeX6fj2h28oA8F2r7/8Ig25syu9CQ3yYYEZUXd/1LekhrrqqaYOUgBz7CuSOGXSBuqnhw3iNl/2cvLMi6tka2oIOiWjMCi88U+lSoFA/l+dpMgZcL62+knEjNijE2QkcYVVjVo+Lt8t0E63pVC6S4b4ma4q4onhvj//KVy7oFRz9n0QI0uh5qYgCW6ktVz4QXvM2GkfZhUJT3wjUnvAbj+CJi+Gj1fLvale9bXOcDDBsml/WWO9A9TUXk3coJ1y4w19Am664XryD/R/knf/zdnJ35lM0+AqKZeBuIV4ZlBefqF/dFQEde/e6ftVf58bRN8ySnj670P0zapjNAb3voVn6nSujbOnCP2VZ9ppWJHAYqLtUqmchNNBrPahtw+mNi0TUn39jJn/rPj/p7j+G3+5sRU5PfNzC5s6cLAa/cD4onGPTngcl3MTcqTPNhWywKPMDanuYTjVey/q+tPyLenC07uOWumlRPXeaDUVXokOOywuys2UkT1KqhTLgTNlegtYZ5sjaHTzUjsYDQQk0ZuygwVynpLar2RxZRRKw4xOkbrEy5496zWrVB9EyDRlGIaT+9pxVXctl7AQ+Uf39KOH7ssjTZSNRmMf+Ki2JdraGFKtMxw+Hc2jlTOQAlyM8maf4EAzddGypVEySUYPjrvnDKw+ImzPZNhz2p3W9NQUCgmL4EaNc077nAhdDHR0EyranyYElMXRE7j0dG0Qp5bqNG7Jcj1TaJVRIz/agEXjjp0pKDY7V65cSy7RmTK0ecKlTlhRJaXmZx0AtAoKCuHggG7Mpg53PfMtlSgm/FkoVggssJbG5qn2ClAgp1Qc9uMBO13nZzV39lJ3xho4B725trqglwvqBHAPreAG2a1wmZ2c/BM2yHtdt9LQ79TqQb/+4aLC1RJZILa7ECJR22Xo+GldtTqhwxevzXir2ExDTuaLjgQ/psDeclFHncv2CfuPEwwHks456CiXfa6KN2CO9wPc8/ZevtL3nzlZQGMmjkNV9U7KqXWGU+oUny/yEjTxjLgn1tc4lc+eP38B3dCjGyf9mbMBHNYQLK/mGt2T/6xYI2ZkpFFXeIpcpOzvFiwtOCKy2/bZaBQWM3eR3lbFubyij5kdlLw1X1CG48QXpGfuwDH0P+HwsfQHHn9sAs2a9WJ3XIITHqWc7hh+NyIY7UMZoyBce/1YypEyu8OiiwwJoJSUQvdtPaIU2fuPkyNUx+4DWjCPmkYwtKdcaxQwmZJu//U4e1cHKOi7w5Uc++tKgWFKIXp2rJeBfJUuVukDHtbjF/w9bTucPmlr1N01aZ6drOj5Oe5htTBZ2FfCvs6Q/7YjnXxvG28acsBBnYu85AoflZO/e26YqKoUoER7DcTbaC+RwOzZBVNIV6XeSz0DcM8lAyaZxiID8HebBOGppGmm9Bkzk9+s6XZqs75aZzgbclir3VhYvUJJw9VJP8xf7CgpgCc/Obfjf+600VOmJt12MJN9jkUgCzTKfTdu2urS6bwReAV86Au4bmPxFqGueb/YqM9GGYUicUS9cR5Ylyk1LwHYX3MvCei87HSeDZ+crMxIRli3LieX9M6HsZh+kNEwLY5T0TKat2ffbjtEIV3jRk0UKSmnhES9nGZ72aR7TxKLL7DS3aAP1mfNxgbU5kL01H15CmBOvbfnS/fPz2B0Y5B0OFYr/MTtf5d/svp3oJ0ytN+Jxy0kv1S1RIiow4467rmjlSgt668cVYQA5tpmOIV25TikjvadB4nqcAC7LgJHudZxgDsQ5DyLZ5UTOsKOtRBOdifIS+DBmOd4uVWf2hevoaee/hIKadvcndQmwN91F+jJUVdqyxW+xodSqwwHxFA9tkdy+SJgEd5pnBNL2bknfHx9fWjv/hPzT+sgHaL0eFaB4MW0LhcYjqx3714lXbp0LggLC1qMZ3ZcaNR49ve4B0zbFxySrhvSlF5FWz/i2ls1TqEarBB2qhu+zqKmkd5kbxHMkKXXHeTJiwtSCzVq3IS0Xn6/47o7zuZ0ARtS/QR5pZEkidGxzJV6PJu1TGxJCU0blfzx56m7eF297pme/xYsYV28pAlGNZuJy1fYJFuDxPJU9V8KOKnVepENaIwNs69ewvvz4hmV9JUgV3U26NP944cgvAfvDb5JGPUTwBVhz6zV4G21IJT44S0Q4OywrkgkLZRoaTpG7bQsOWlqUpcZs2dwQNFKF5zm/lfph2rgAe5AYEpK+nC3v/DBDrWsfTeR+qDaL2ug6itSRa0yHKtII/2C2HWY6zRfBX2MEbVCzvOxNpuD+vS6XnMy/dRB3oxFcQIAegZBwTdg3w4dWr6Jf3lQZ8GlTnAA3XtKXJm7ca8xoFtIJAEgh+oswwFD9NpQJo6mIObfspB+h0i2+qwZdmVm5JDey0gdOrVT79qx4ZzJL0VStlRYdWL1nDwK2aQJj/tkZqatNRi9Jp99Y57InkRcw+o9Zir57f+Z2RVZSJ5GapcCXO26WaSPcmA9GaCkhUEqgR8orljh2gk0dgM+3LeMx4JcNO3B5TslL21ipGM6K8XkWKg56vbjG+nln6v8HWo5/d5OT68qoVWQ7CJlwr3op3xGpWZqN7YZIv/IjWBd6YI+c/e0AfjwlNQVghKqdCMXe0AQPr8+lFp9a6XxAPDlcFgn0IczYRQ11k4tVFRrDAdEYD8dFX3K5IIi0i6uSH53xh5cu3Hzxk0qm91CLdom0mmGY4Vx4m+4GMqtAkf2E8oX82UXdDc5lYwCAuj30KI2sV8ZT51qzEHgCqdwV8ZJKro9gl4/+7QIJAHl9p07ydfoRyEBxv+oBy3gMwKu+nmDUADR7tKz/QNE7X9BHWeyK/J+3RZLxfsLiY7ZWABoPRq/f1aN/noerSMU4O9SloMeh+thkwQFudqr6DnM7RVxFDiLBBqLRL9gBSqLnNQS13mEfpUK+r4b6ae/GO5NJq2GbkMlr+BTKwwH9eo0CMtkRyTK5uc1f7xCa5xU2lRBgk6osgYARgEk56WFqG0b5qfv+e9ilQhTwYfQlhVtTu9hlsatl1jwwVKCP0H9yIZcawwHtItUyqVnfTArA0KZbzkGjZSScpj8A4KpaUJjtnjRKQrzsCkXN7ud0kZXRidt7REvz/orn4IWZUthILovJqNO5spZXUoJO2DLup6R8Epy8hlvTPRZyMwrnnP48BHq0rGdRSYTznjrnV5/TtDGAvdLmVzgDIdLfeWKtP+sUEuIXTqRomKRmWXUA796GE4FX+I6flvzDWa6A5681FrnhpS5GlD1UpqZCrdLFHidws0g+leHZsjz9FYjJo10KBhPEwozLJ0r1len8vOeNepg5IX7tYWztDxGPTooyNSfTtzgr9tQVa55FPvULwVS4fVG1qaXG//j/1Nr12DXL1VVYU9vdv+xQnpzq466Ib0CD/rmJog6XWqT4SisMplfokoyB2nZmY3vlltvJ7XWl/Tq/w8fwy6qUoHNVNbyj42Xo0j3a2qVFhWr2U05VpHrMwFzVLcK7+Pv+fRFNKS4Pkr6JA7qibPsN8RcrsjOHTtRcIh/Nq6/eX7vEeCt8of/nubUbJ1J4Xv+fXj20M2Tkt7LyGUv75BTO66GwbX/MLC6RR1Pby5FAcyhbK2VHl9pI8MdeikzXsnmYk6vCtKyxSZJ+VaGwE2Kre6sYQwF456ebvsbcpqRJJ5+mntW1ooPgZa/N+GMfPJlNB7YJqO60h5IijzHTJVtYJBwbAXQwWTxur24d/SVLeg7b/OLW5+YPmSJht3yi1WaABquwfUqe95diRHUGsPJcdLMbIiy7U+FiPEET7xsuGXwwHflchkXyTnQoLtAvXq0mYokP8dlsw7+hyYg8PbrH0xa9n0Ou/8wY8+D6Bwx+YovgEtNltVKPQ8Wk08jmZQXF8E+OPvFwndx0qTJ4x5/7OHZxKSUzz9zg0afU6BkS5kMhz2Zy21gvaQbbDu98OmHG8Q7W7QTWsNnIAH3exjOlXiTaqmNVJFMG9Q0JhwspoWc3YP1ctqzsZZavHi1QAxjOhx8cDbcWBONBypYUmkqLfxXy/wa68mEOvmnxosSHQ6DjfjOYVLBpHj2BA62PH6tWsHinWFSXacmuVKolEamxsfW0os9v8tKg1PUrF+end5BAxzUuM6WWmM4m4sofi+2xq5GxiUOfiq3YZL5ZjnhfGogRc60O0l6MEDJuCGuUlHMvK7u3oJpYyHdv6aYJbTxppG4VGe8NsAA/RccoQ45YIFdvKVv4Fm0//zxz5nzGlculisY/7tWZs9InoV6NMCC3gQaXjJ5FX7PaXHLs9Y8bFB2Eq+0nr/OLvT62DHMecyXNrp9A0J5p6tpjVZZMxt9VWkBlR4rxKm+WEtbqlrH2c8JAq3yU9CqA1503QkXRdVEnReqIwWqtB6hRPeFsZ+hznYHSle3YKOaYVEzfa5ZchK83q5i2dlXTvN/s9Gw5cV0g2maqRVgji7o2XsV+3im6VphOHhRDBP2SEwdwAhQnFxUvqQKACeOIrWMcZsDR13l3maVK2rKVorijPV5QtK/Sml0XWI46EuPLVbqI5MkZ+cgIeeSSeYvMWrQsMKnv+ujZNlrcBI9Zpc/h7lYW87oK0dTz91XnQIbc8SBuxVC4t1AHGwpif9DWoqrqi4x20QxvUxGuiDi3pHV9gjlarVR06b9ulcuv26nRH2xVnvg2tnemzUxByUnwQ8CrPaSEFJy21ONFEDbMAfeMTDNq1q4hgR0uzuhjAIX2AFXWUZL8XdrXK/8PnoFRlIrDIdEcUKXWKElMlPub26kvJ8vM5ByFdiaqo4XzztGTTbty4TP1sIs8p9jMsXh2pGq1leTz23Ip5mHoQh7IMidp6TKaWKxiEbg+b0Y12XtnE186Kllh2nwJqXUrkkkqxW9eE3SyFPXfymAWItb/3eIvWTDztbLh71ITLja6cMZkAa8bvDBJuuin2pqzmLl8r2+DsoqUFAw6kTtNVsO2mmADhhunTRyHvd3sKZqh7ee0B8nZX+1G3D4qrIdfqBPSjJ9srmQOm0qoOAOOuJ7xRmTRU2NuSbqqRWGsztDFEN8BcHPQjyI8bIbJPfUKnLQl0o5nEkYPYhnznH3rchAY7W0JsYhbdiuZJ235YgjUCcgnK5upD368DDMktEcj6ZXMJtZVaPoNJNpDIyUHwPeJh119rqcsROTag+B6mP9IVEYHMg4QOpLFaGh5566Q4GVJ6SpmU7B6y5/qRhggi/XAbukJUIvvAH8qZCXkpMn1hSlMK4lt0yYnrLSyYL2quhxrG++Z1TZXfnsfnE19A+5NNXPH4GyWvGdzTXVadQDVUxxT2hmbCI8QQWqlj2oJro1Y0byF2MfT5q2oURosiVTfApjR1LWK4NCUZn+1zjDwUB9Fh4Sm3OXs64+5FcR62KWk66H2/DI1niz4mU0CQOoNMMBcU888IQpexO0y1st9qfbBKi5J3Zt+fZXiMbb8sV2B8yCuqeC9suRx6JCD13gphwbdZmLkSCZQ2iAgmD+pMt511h8qHRbVrG6zZ5cJ8dm85R6QgG8P2qHKM5654TQNkxBWR2C2Bh0/bIxabU9vPLDUlJttNNUzzZ8ulfqsFHP+iQYqDfacCOjV7ccQ3xKloL8WhTSIbmPvEZpCIbzMPo3ceaM2glYrcrYQ7zF0TF29s3CHBYlKxS/xFqawNWWVamrtp6pcYYD/U2USy2MLMwWcwKbCRxd4LJFIdEzu4BqpM0WbfEhCAeuYgn1oo+7+Dtv3leqMpQ5iZ/sp1Wxqmo/hslu/HsedW3kA6cGvfg59O9VjkaGrtjsB5dq7SnKXFZFxvW3QydOndNUI/9yRbZo4RJkTZ0aq00YTwWXo0DUWoswkUOx9FXSH5i33y/3wJX8HWvJbSGvydOzSkEzm2vp8T04VFnDJQ4MWm2Gw/v51jaHHwUrZDFe7vfvP8461aEbxl/nHHKAuL9hwtSkzwNUwvO7FOwuwMZxB4mLxexVZ/hVfrbGGc6JHGq+F1trM71YiEleW5GeMWyocqACyp1cFVrZaJz/bwGL4LcRjz278UAm67o+U+KBUFeF4fANvsBJQ/IkanqdnkoT/E6BlFa1+IAswKIjN85ABUuCQWlsiWNYqV7ZF4/waO4a07tXsAue2ypJAaybrkdcNPMbKGhu8yF7jI6er2QVtXY7jwdCCqYxyIox1cUI+WcvnHq5ih1g1wVJ+/IZa3aw2FVT6TVaBgbI75TDnSxKLyCpQs0WTg/UiKget6PTVuw9tYoJV9HeG5XC270EarvUQYMPifQG+smzg9Yos61oXy50X40znHxRetGMFLItgmSyoThlVOQkxI/s+fifpcrYrf8/tDgf2QvxVlq2OpsFPmMydYMbZIWYXnWIeIFnvTbl0rSt2Dh6Rkm7wHir5abtgI/fht0IkIMCvTHcOytY1hjstC9LSc2OliLblafUaQoAm+S1FKIn30OSDTWk2Y56+hjvDgLa60zRZJtdr+21yrwaK5zj0St3ao2aKFwin5aU9EqMQJ8eKBBaYZNsj2vVMrlsyHE9etQsM9zu51bP/1oT/TyvDsVhUfonQmAqwNsBTpXqxFxxFRro9+RhJw2GmJjoVUZcDTqqFsZfpSprlOFgoCFzdolyFUAE/A3smYowG95rF1wM83kGvSoN4dyHMKD1AS6av01FQ5cedt2PPm250qcPaL6eX+6UdEBYoCgjq7beu9gussOZApXA26aiBWPedtek6Sc2FrJmRy0Mfgemxbh21Y2bFe3/tX4f5oMfAsKwVloeddLT75yg1p+tkWjHdpHmjZeRn4q+qWs0KHCQZVMReTUJlt1VkwyHj1MuCIUMoLO7ZUKjrk5qgUtVZjigbaO39jrvTi+SKDyC/YN1v6qmaYmAwpj1NnLCu07VQX51gz8vMLaTzWX0wT/F9NBKJw3gbtOgQbUOvTVFvxplOID8mmpRCxExUP34CZc1bJ8ZAw50ql74H3zIeSbBSiiO/ksGrlt94hlT3gZwr1SX7H7c8SY+l/WUqymC8nr+zHLFptplQle9hEMGqzZGlLdaUI5GLrq2Pu5echG+QiVOz37zSZeuTyHGT2BX1XWzQh1uWDcNgub5y3ewQv6FBLvGJZI5VyIZsiLxqHiUOieVCkrk6cWhB/hnNR4PhPd24cAnpq/6U8Vu/tMq8pgcjhhSJfWa3eVKPkxyVRPEL+k19GxtLCu8TC/tL2U6hd3h7ADvjrpUQDcb6PfFnV50+xY7BRxy0qf4mwfeX23Xend61Bop3LtmoxV+9PCm9ykUATAoVDgOBlab525zSrEKrdun/bJG8ct12EtBb97gT93Xl1Di3kLpOdw/9HLP1NTvoEOPV09KXcLNZL0xWnobyALm6tbtq6bXBqsJXpjulAZQrlW4fBTKxFnLcpkivkDA6+eOBfKUukEBFYfdeHMT7GxHsORvwhaWIFAY1MpI5smF/Wqvm5oephVoGSdhqQDSQK2UBC/2oiyPeh2VC3eggYn4VInhpDmYncfetFNJeJ7VgKL+v8O1uYidgJNDoqxunuPAXNZjL7qzWEl/TT1AsilNiHutKXH9q1qZvApWWmMMB+31OF5AIx14d3pGCCkYWIVPQTNnJq8DMTjuF5+9ahvfuJFs/BTTw0u20z9LVK4bUXcLXKt1KQft6OBtd58jgAV0FGmFVhBqxMMIfT+EuhPxb2Ux4gyxvkxVWoZ8uAK9CtpyBwJPqRsU2BdB9N1jt0jD3/iSCZat0Cl3Y5QYwcheTF8B0bLG1UDVHbYTDqRlBQKJXpUBdK94qzh4butcIsk/OcHon2bu3DtfV/zpU3fiPYlYaaFGtyD4Ld7JXsallMrWUZH7oYYRQ8F4feDxVIfLuhaitD7Ii3V5bQ8pJ4cB7HOCKbCxkXJA6++wn1yR1Nhn06cmGY4Npx95dqbjiE+E4vvKTgIXAyv7zKXuD8ApsbFKsv28jxnuaOeGe+iF+5Fj0M3USipqX7pUGx07muT9+hE/7zlQH/fzVx4uo/vyCiTrjZFsVhUYxEWbq2JdJUaN8FqLKJqWSZIBNFDVNJ1rcs4aUl2Yh3UY77ohJtOh5aNk0zd+iJPacidFTFBQpIHs+L3K4QG1REdmUJI23gu6PpkEwP9aKVKiTnqjbRCbeiLbCZ8fE0cHqPC+wF2h04rFm/fmC11iFI6dAWEKvqnWCncEaCdFYtdW2nn11bIC1AoheaV8TwJNBsc7pd9+20WdJ6QwFteUXr8NczhETmPwG9zFkz+ttQ5coOIaYTjcRfBwqdj5uEWgOC+Wj0FUGqEYdfDseRvwbE3ls9nZtwX75K8c2fi/Dkqh97ZkD2dJNLjEKinjNQwu6tV36+ze3dnpQJF8oUtOqej/s3ki+f8JRWJnP1Ia5Odk9KzWnKJuYEUTVw0+CvqcqGhluJfnkN+AGAdKK2VtzaL4AJ59r6LPe+6rXQpgbjr+nElDeTKT5rfJ6ZtP7KREdIdKViftbc5QvbD1aR/qaXUJFYnnrjTx+IkbNPl6XarrrlxJ3hhgoeNQCUdArmjxS7Wy57bBNaZlMBWhvmMVfbCy98GQKr8NtjYVCXwPrbBdtbLtVPd+0CA3dGjSUSC/dD6GQL5N2Yy242js34r1bE10GPXXP4aDTmuPFrJnkZ+cxsbIxcqG1E9NMk2EwvqN4jLXaiy4W0CkakfHli/ej3s3lnqWaR0JB13KiR9sJ4pQkuOJFjWzQIAeoFqwi/x3nCT/54fT7yuPQ/GOgXRszPimXmMnK5eLHiyR0SBk5o4BfQZhbCmVWIh71Hmu9bvSZV1WKqxGfgqsrVNfJfrU4G/l83C4QEpancWaheeK3z9/ndC2Y5iyUUQszstiNYLRaomy5aflYah+qEJGn9RSM/xUvrvzsGf+OKKRjVl6WKzselWtNrOAGOBOt/RTfPR3bXUS9SKlShEiFPghkINkVjmouxa7eKbq1hGCkufT2usAmDKU8ilwTtlhYVInDVXY7FFT/awRCQeLpMR4x3RrtDcZwr3dSLKVKvuLnEvXHXG8dH28pgd8DgBwQ9VmOLwD6NfW8aakGW8eUH5z20wr7S1U0JODGUR0ViPMQK2Wi0b09sfNDtruI6cMnKdmXceoqYG+rowq4HLEYk7RujNXoJhAd2bEMHwqzHDQj6PDxj57xJJJXcrC1U/gWZ4u4mpkjLzcMBvW707q/a9I18fjlAz1xkrY2B4b14juwX4wBItzX10kBtZSDvr1fm33rVcTxeHtR8iWpxIeR1vcs6pCgYv7SmjWHh3JbhBoF9R/teqRhf17EpceapsWNVG/BkHjLqjRylJRWyE2ENidWpVKOToNu+IYizXCcKaaTHf8Zid9Y6ihEdJ7srJE8lMJnTKRQDm1wOFs7KOoEd01Nx6iO2M/s9GYL5eLVHhApIjeWCZwv66x4nQSQzpBob2M9tugxwWM7rESAen/2GS0vxALstJGzwv1LQ/dzsSiCeTuFJrKe/FF+cl+EgVp8E6z4Isjat1UONfYpNT9irA2NAty6JHVdqabFErHQpiwGWuFn5JfK//UyUGg35C/aDQ+r/JDZm11EvmfZvvcPf2x4kAWgnf4ohluz29/v00Kb4uUKGFWAr5ocq14p51us74wG95fPd74YO73uB5bK4Ly7xjIqLuRcXDPK441WW2Gg0Vo2FkqPXLSxbSNSpwvk1Ze6eBCnVK4zytcqXS5xAobCC+32EudFPNnKU03IXwsQ5KocXsFWY2MCkrxB5wGLvd8hX4H9XLg5+Hw4z4reMIu0LvfFFJTh3HoXZ1c3A25RhjOcVGgf8Bs4qro7v/a7OSFnUYmibvtjPab3YmuKnRirBANPDdVmgJ5ZnHOMT9hSCOcjyNcNBQJs7ZWupIr/ADec22pSAs0ArUETiH3oPurtrqAtoQ9Njq6Q0khu8zSDLQz+HJtjZ+aNHCjjLXr7qLiNmoqqW0XP/RRf9gl/e4jY3qAUQ/G5l0t+KrLja86vwfwwyp6xwNyxo5WUS9I1QV2dwr6wPKDTnWqr9Sz1WY4aG3QQQfrvglOx9c3oWNVUSUpmVQSgax53paaO3yXkFNctwZqrmUukg0TKNXMiKM0NYtm/MR0Oz7VjrzlAUN2TkHUTVrwMSgcbBaJdqdbAdMjr7ETlgg9ixlBG64qxj9wp459NvpRtNBYwOTwJFTLKrVKPDfXGAW4e/uifOov4aBypy8tUsuvbFByNQYiSy+TojZgrff3cud1qjWGgz1EBJ2e3pZLa7aVUU98vw7XLspD8LtxTa5r3C6RDD6iND/5oxcXV2OcFXoUOn/5Mgd1S5CRDPDWVQeArFBr1btJJZEyHqqnp4ao6N5E8YP1aazten92a8cyt9PAU9WrvXJPV5vh4GBvPgEfjc6NyNYySG5bWLn23Xc7saHmw/QWzC1aNRSLGiKX77o5QvxAcYfsoXcFiUrgEO3tLVGzKMbRDB6qCYaTg74W8ui9jaCCD6LEIYE8eJ+3+fFWsnS9gl6oAiku+IgP+FkLHyQiORV7Xuk5w8vqmjJl2vvbLPKxuyxODZdKce2KGwxrih71tR7QXb6nQByV4ytENc2XNobK2R3cuaWejEcCBJUV+eDwFl0RLzqLj41KT2qYocRFHErnUkKLV4ZTNkhnI7FlKMuuTWeB03OF/VsqRv/gMuoNdlMjZoDaWgeiSFnDEyjd7hQ/++C1Gc/e8Yhp/Je51PaYhu7AmuTMeeWVciSq9OZ1NlG4Lnp/MfWGiE1d9NJ6mAeqGsUqb4IZjFDIOTOokUgqEJBHKY+HfUk0WNjDz66BW8kmC22I0VDvNjWkUkMDEu/tbpH0kNBeeVNGgwNoKaz6d6H9agewnqZ1COIfxkBBB77DTySVVlnyeuDgYEQuHVqTL4+DNyF37KhwyuraehEaYL2B++zsyeIccg40Mp56vSbgA68YGX3gmhWBCP5yBXJtt7s9yovmFmnoiSUnxUvaGlIK6PojsIB1ChStBoUwvbY7xuvnXk1Z4DZG6NMo5Eq0WPU2jh05OKFx48YTk2fPcKNXNPajea3s9MQ3IjVKKJY+2/jmi1zNfkVKtRgO38cyrTQhHZOdEMsK8AJVCZZGp2Al1/lRidMpzgO/4Z4wNVbgRPboUKWoFIcJDyQ/IdFaKJMKOaZBDRSsszIdnBB0beX0QjdwtwD3Jr6kJpkN76aXjP6Hf3heCw5EWmHIoPOGuMtlpl9TRRq8IZu4u6mMSz41QAZPFRWgAOitmn9SNDlCBEWfMin1/ZkvflCBx+rULTzddVYZI9sVUCBxtdq0JFPB9kISS5QC4mPd2Gr/AfTkdP07XZoWEcwoUkmvl/OCK0K3UijNIT3U+fLdd9+dYxvnDhUTkkyzt6XTvEXFLPgdk4kfQN+s6v5dGQJUl+F03GAll0ZOjkAl8cRJVSrI8zIWD6pemln1JGUXa7hcVBw7CeB1ES9rH/kVp5I9BVRt+wo3bBY7qUsRLEIPPEDm+0LpabT1bpUIcJmHUC83KlfLsIw6ckY/aTrgi/4Wy4mDmn6Hz9VI3VAbJKrzdW7MonGbXcKDHQqkk80D2N3N62E8lJMBdgcSPd7XGtFCXG7S5ALNiWfSmE3erMkRC32Ldy7hAirIR7N9WIy5iI7H+YgIR5hRIyEPl+ub+3ccNh0V9qGrUI1X7CajQAseNNL035wUjSjeV5HgaBsar3biu8sNoFoMp9BGSTkWknX1kixyOauyi125+utyfa3W73OSkx8FRv+OfRrpwf1K1mqKydQbuXJWVLVSfgLrOd40jbs53OdPB+BjWCvM5nT/aiJgM1JHC7wK6a5dMgrNcNZtvXNV56UuPoe5i/k0ne73h9q4uSh9C0DXf+piPy/TJ6YnSRMPtZqGVd41vyrj5SrHCdOS5izIZm8tdpHPhAjifprn2Lzy7OTbREvykzZxETJeXrH4Mp7RrbHLIjVRuj15rggDrgoNL3EQ53lzbmrroD8/slOkxSk9gb9X1bZNsVoMBzNvaQZ6t9VjLXKUhyoWbkyF60CbUxMn38ZFvipWdcnHZiYnz+0wanr/RVnUbqco/Yp2OahnSlXaMk0zNX7qqCQ0hyjfSknTfqlKJRV8BswxCjLxLwCXWoU3bhr6zF0VKl3w3PqWD5usP0GRtjKLEjD+jZxxVroizwMVpgCPXdlgkRYe0bAWvVz0RxNfgYOo1sfi9FfQkWAFtSm1Op+5UgMwyoVf41X01vYCMhZZRZ5q4Ey6AdC25V4zPVRsJesAo3B0+5Xq1Kl22KPRWjjFOWFQkHMcxXpX8O4ffPxZ0+/hIo1fUspuxj7WGoMAfnntlWoxnH3ZJAbCSBKod8ebVNnrKQNpDUoF2fpAJZPBEYsbsCqMF1ZZ0nQPZfP/2CUN3qxj+o5V8Pg63d4+M02TDCxAV0wrgI1Q7Zw3lxpHtpWmrkNwcDcltQLC8Le4Fw4aVStN9fSFKpWed8l5fAOrNYiSqvXu2nsq10FTv0plLXzA1nvF0WS85PUiOv38mUC/ORDkEFy/V6+W1+qmdF7bZTFOWr5LSX0yZW5bzjfoyx5+D7xyVJDWfUsypeP/vPninCu8eixarfg82vwN/am3aT+8ZTTp+lIK+Eykof+U0o+g760Yz/baomWVGc6DSabHZq+RunQIZ6T3Jr4Iquxx89cektbbJfv1UUwzNLTmMMguRLT3X0n+5saHpk8+gpNaml3kQWU890alCial1295NNBolSwtdNJH0BsXVqqCSt5stpPzb/inhUfDk8+3eqqwpmr6qrs3PZ+RL8GZnYF/1R5zr+Qwr7nbuQT9dzHdZoN4eqPR9aVcLuNehvW2lGsDaszdvyKE4LbHKUmmD44VUJdDIjVtJBLXhLgZDqSbF3hIxo1B7NivFamsBu9Bv7gh/orSoga7f6YqjMOKdfpeqpNu+jOLohqJ4kj8vae2VGtVYjgmU9KEuSfprS83M+rDc0nCkao6xDgCH8MDZhJb+3MUgJoL/rxYn7oEsmePnaDF3+6xNKtKv1cfF7022QS/UItr3W9fzOTG91otRqSwjQaFgSJcE8XibaW1YpDQLdcmchdS7rDhKbVAgTwnPXDQQv4jIiivp7fsUy4l1EIz13yVr8xInt/snukTilXsuhxEN/AB82DQ38roOh8o3+M1zio7LF3zxKvAALEuVz701PQVB9Rs8Jp8mpzo686SXCtSW6UZDiY6eHmZ9OQc5J7MA4xxHqv+LsgSiXxzgTRgqH1mw+nP3Zn9iyTzukJV9KtTTbe/OTv5pwrMi/sWjD/i3ROuZ1IcEt0TxbKvROJ5zmj0sJXVRK4nLv63HZn0TQEJ3TYXkwHjUfNTTkXH77mvYhSY+EjStMXp9JgPrJtA5eVpN6rsoFKxFq/tu7oGUQ4CFXlBaJ1pOcIxHk6zkq6VnEr18vppQ6lLMxaoYTMGBVLLuceF6KUZ4mzQ+D6s2RoPm6gUw0maOu2xjWk08+lVEgI+IYyEgUHUkHm/VM2o2A3ifEWYztrm/tL8PTr5Pb/m0P18AYO4hRVZALDWv3HUV9alCdwh431kUyvyTHXvQTpbysS5zlpD8Q/XRwt+m6CUSPcSuE7+C3xqJDNpdcd5rTyP9RT5107nHVtyBLq7jbTdS8nGXytju1rjCNOwKTvNdPtSh5Rwrze7aXeONCSnlFGzWPEj+Bq5VWyeUnUKYP/bhHX75Do9/fRrpnB3zyCS4+/xuO6WKGuqVJjhoPEHVpXSW49he9rBs9y1h0MZIuwdNaAkiIVKLSvfSr4yHOUDq4hQWQmKcM6N8bz59RZn3/Vy+YCu3sQTsl0WEYN70+2ykgHJ1ShecMO0p1Si2SrfqpaRpg38MINPnfAqPGcXaxAA1/NlcunOQ0rWLEck75pwua7y4K6xBzkt86zi4JQAeYsYSTzY0lcYgPXGM816SvUoUGrOl0q+Ps5UA7vR1I35TOE02w77qGTzYEP1eFpWj7ann17T15sWrcgQBy42C3fericwc1pZM1WfqqXCmxfYXO+V4AU7lC7Sd0YAWKZIdsS87wbvwam/WhPeTU1CG4NaF8vxld2u0bVfsAls6z9yqvPFnbAfBUkz0WLnCrR68xE7XdcLksZ1/m41SY2hW1+qbS8FbbstGCCPEiFTO1U53ul0G+j3vg7jTUVfAiQnVSvNDPBlXMKp0ZNMBWh5rd6iW5bBnjuAybq/kfCDh9nU2DTnCXbpBX8/9trsbOqYg51rZLjMjNibSmcXrrEeXWMVYa1m48A0dFQ0S/uygPz8HW6Q1i41OcwKMxw0WjIMkTbKOwXaBBXPb2vAY1yMjgKdB9miqsUkYmOBbZYjjoeRgven2htqRQnULVz5US8nJe+2UwsQegQI/v3FnsXvfqk26fF9hUzVR0s7BP/a9Vc/ux8zZiT/D+3/CG1jFPpYI6kFEjTiXMsJ1ulfoqA2vu6AOk+pAQr8kSE+tk4U/LsrJB6jNrsGqvRUAQqUayUW/ntMumv2H9RmTBxJXZvJP6zVeIQGSHl+iEYyrzmrD9NLSwuoxSyTaTiu1VgyuwozHMTHPIfPnGah7LHXDtAj2wFal4HIm10AR1G0pBnYEP9Cx6rELMqN1lccW0qrps+6+koPLT7JQvfLxOuxvi7KcPCbbGc+651xxFVWHC+7DX1Gfs8rV7h7KFqrMZy5KL2wsGMYzdtvlVQlNvdJxuOtVs3pfAQv58fF9JLRTnmDw6XHYI/0OGNUk6ZnP4534MitD08/kRHL2gyNIKYXaGENVu+pqpwCr0FsHHBvUvw+X+G+PaX0NXcswk88i3G1nQgqzHDQGM/dnTVxalJaILIwvTtUTseQ23PxUVyVKB7/r3eoQhjTyaEPTv3IqFE+v8khteEeaPzahVZellkc+cchgVroSLwhgjLX1f/l6YrSuX4+JsqGpNkpvP4P5+qOAGvHB7n3HjwKWfEOHS1+bcaMK+HAeHUHfRVa7+DLfmralW6RnBLy8XgYem1NwU1Rwjx5sTT4g4PMb1K09FaML+PhH1eO4fCBmUzTWvxTIjwiwIB9kxd9JQbQ+23jaF6w4MZWqi95Pc6Zo4Qg5dxYicbk+Mk6HHdSP2wcH4PpnAMAiGu+C9PoER2g2dv6sCRUUEO+ebW1XC5fL/c+aT3e9K2XnYYszycVxuhBj7482S56R1qh6+NdObLrm6skc+9INhNRA55SCxSAevlLrNUDJGd7sYarBPFUC9265qoEbdc+9PT0NStD6JblVhIfsBLyhFJqdQdaYQmHNwSu4r3cSWE8uSWMNvkzkpPXYfI52D9DB6vlOFDdgVT1efQ7ffBk0ydvZNFz4SppRlQA+/TUUP+/8AC+DTaK74wAnna+wsGaEC2r2t+afK5lAGm+Q4j2+jLq3dxIn2Eu7zmf2dZke9dqXaBb+3lpYu8iuF083FiCo8CLNWJnu1bpVd1xYY3C9OgptU2BQBUbN8Ao+a9Rs247RVqIdc7tOVynVeVSKYazA55M0PeTvxOczpfcNpfyDerKQYJXeagXf7C1lj5KyKPn1pcyvyF+9CTufPn03dwVetkJp68/cgE3VhE/uFYrTUAtdL9KVWJcwj92MuZBWl2/VaKPg9ioDtdTNK6/ijm90kghVRpDXXnoiJkedBkF3zG+gB7SCG/WlX55+uGhQHUoUO619naqRB02MmoHHKxBqO+t6tRZKYZTkiL0aQwhFi7BInetrU7DdexZsYtK2jK3hLVbX0QcS4hjw7ltOaVOiiy1yScmMpe5qU72CZ+EOtb3KnbHGioyVfIOLQJto0X6aq1EMX7y7g+1ojyMnyeRq5cq0ioSo8qPTZxmmvjZcbrHRyGWtYsU4ChAu6tcmedBDwXqHgUWdLVJW98tYJ1/d0rJgDVLQdxTlcHxK8xwsAlp5m1wPZuZTxQaKb5W9+hS9R5hc82cnGR645cT9Pm6NGrZw0gDMd4PuPR2qNDxzN/FCtUoL1fmjOSXPqt6K3XuSaGQka6M+xUeg4BaQjR7qZPkCvktI0LFD3GVJ2nzlEtQAGtE991xlyndJVP21BEHPPSgb3tWzDVFAX7wxDqf1dUhfTnvGDOE6sRn8ffvuF6l7M4VZjhOkZ7PYjJjI/gzGQ1CrWeGu9KzpkUGvM46x8QVhYr2hwpdSY18ZD+iD7mlCuGGLoD4jJcrtnW5pgzraqlYEl2ijckpWyIWKZADzo9zFwFEYoTU90rTvz62d8xO02QGmbG3WUpvFSyMrfKxrz4O3tPnBkMBrmKfOsmUtF1Oby+2y1p1RSoDDL5KoMUVZjiHi8hbH0Ey5BtbzDfia43aIKp5wpSkN9cfcn31e5YjeKKPrOzBaaYbU2SSN4AV/gggdte14ixweu5cUJo5uZ+PQSLJ6qRGjRX0FEB+2gUIRf9JHn+tTXg1xwOPzUalePG6+FBmsJerP0IXgFnhKR4KXJsUUOpp0UA93Ts7k9r9kk+PQsr5uyrmhQoxHFTuPT+DAnxCgedldkO6XCN2jHMXh1EtfN/YaH96s0rVIt9F780/IWqc4YJxuECrkmcmA/Ht2iq6AkY+ACEfcIOS9sD35OFeRKP9uFGQvX1tjbTmR7PfKdwWAj8So0ifzJzpYTY1T2FPjXWJAtjzj5mmmG5FSupDKyXq1rbY9TH6N7iyfawQwym1U89ckYaYj4hpzeOE1T9XtpV6cj/XS8JjIBnO5j9+J9J9m9QCdUPfsbFUK99P3Ry+lbXSqVUzwWRah9CLC73s/XSSsgOJYlryjBnVcn2sm+OtuV5NnmIa9T8nzeRg6XfK6Lmaq9lTk4cCdZcCya8kp9412fTZswfpoR8N1A2CSHfsmWsq0+MKMZw/TziLjxbLKc5pP5b89SsrK9NAfbsXkAmlvfG5Yy/pOyJ99gAlcYK+V9/Gcfn+qjPjDeKLTdsJpVg0ryQMfNLreJ6ywyaX6PFOuwTx8JL1/tNOn+4rIdmNBsonWfWAay8/T547PBSoOxSI09J7k+Np7LdFMt+FJ8UH0LOaZTgcbn3pSeegQB/kZDeqvL5fWncGX0s9WRZlp2XXyej2PsATCCN66LSLdC21d1WqxZg4WoLpdOM3NFL7fASktn/Nst6Yc46bVGO4bVdlgLXQKMeU+iuDxn7tIjmQNjJbKWgYDxyuhaY8VXooUFcpsKe9nkauSxW/2CUId4+fOu3Q+7NnvlTRzlZEwgkrkWSPZRZIZAhlyRWtuL7ex12hJ00zzX4wWGqdoGLAK6UrkoLgatMrwEtWYMyTxBKBcb0sTxThYTjnTQr8K2K35NGdEWVE3RNpKNYKoGs9xUOBhkOB8kD/H268L0kPW868BcdosmmU6fXkryqWNfiyDMcu0syjLiaLgRUjRE0NAg18zszkzTjNtsIy4vmzGwpek8lQJt6+plAWedBf7Ilxe/KMnLWPYD00WpItfWX0YjTMz/Xnp3Ne8jCbhrPPNviR8vUPIpSdlui7RAhf5p+UHjuslLfKjaYf8Pso/Ib8AZcul2U4W9Kd6uIyOYtXuxDUJrtshZdrsL78DuLhHNugSlmct6AsRdKF3EJ6GiPnGU09pZwCu3PEe3dIQhtkel0TGyK7Dy8YskO586G3wScSnx+xZuolnqBnkj0UuBwFzCL1Qqwid4f+Fve+ic/LN0dIP3+RxtiKXBrUz0Df47fbeXjJpeq6JMNBBcFf7HIEScjqEewlrURlDeW0fzn6X4u/C038aWuILw345aRYrLsWR1jFMSWZkoZ+lCVMmLueaHoXKWG/jVZnl5JS7s3o+DGXdzO9TAtPPw5ps6eKTXge81CgTlOgwE5FP1qpZXYBtdTLpUfVChZmLhFKlyN6fN1eRp/3lHrdFHn5dBGXk3BudmoV13khC0KHCEF3zcEL1OkpvrKd40GtOGCY+rSkAWtL5WHTTaZb5iQne4LnMQ0rbezld11kOAqHtJknBF//LeRbBsdxeRSRWZDR6y3gWl4P80Fd2RXmaa0+UyBATWz9QaKPlxAFNmdhdiQrcBWQ3q5j5A9l25eIJQnTEPda+6jKEs7JYnthoUNJaof0j1IQLpUNsz7T0tP3/6fA3lAVfRilpwdXI2UBLjdohsOx0kCD5+faKLoT3Ee0iUivvt5FhzJ4fg5o0xZKdNsdcgoOJu6l40Ea8LxJ1ywFkF2z+E4kopm/T6IMm0QqJSNXiUgDfVjZI62Z9dsDzA85OT7AO3MEh9eLyiYXlXC4C+iqFMcwB3y0+oe7jUXXXKT9Nbs6qjgwzLFl/BRT7lLM+a5iao81EI1rKVWs7lp4rPWqPJq8d39ZztQOuo8OGqQxj+QJwcfDYarh0IXbiZriDWqmIO5gosUHEKie4qHAtUUB7APDEJx3ezzWereWjJZh7duyJBrmL6NZsVJanJLdZYijH5YUU4x3qvQw7l+LfeOC6dUvpVJrnkGKETn5LmtsouzFa4uEntFcjAIQnQsMJyV7CZIuIVCnKe5rsAxnex49//oKoh56a8G3s19PMk0z/bm1Ha007YXzok0kBVRp2wtE+vmQMDAxmtZNMpm+0xPx1NK5eOE8zMfzmtVbCoBpxKDzwUet9OryPOpq9CPmZ5Vyo4slg1RMStkxRj07UGGcP3sOa5179Q7dniZt2SqwIW2t9AaeHX+hwV+U4TgkmpUKTpYYSDK93JPjo96unMp3/I0gxkYfZtT8Fyshh2XDLMhzc/0re6TurRszuivWe8lcnmNSThvvaS2t2VHCuv+U5qKI5gKNaywQg41zfgk1dzpoxiCt9HxHA9uIF5CnKv+sYVLPM+r6TAGs3clgNLOApiE4fEnIBB+4lXMfNUsOsEljHTuFFrfCN7ODP32KNX4aNXrH4GBa/Fk+Dfgpj25GHY3xG6w+55aLMpxsKzEfZINUFUo8+yWPSveUBkAB7to7Yoopbw3UasVmKQkLZwiuNYjgVz69GC+yp5PPBwelJ4p9mXqUVvxm7pyZE/lvXE2A32+5r4l95Ybt8haNtCT17SUtV8vYsQAL3fFNGXm9Z2bypdnUrY8/dbvl4aTmrfyFWXjU2gDd7BvA23LtDNFkugNu/o27ZLnoSUA3DdyKPFnRiL1MxBDb+9DRYHJnQt52Y1Nh0j/Qrw1tSUc6+tP7p4Fnyp2O7ugkSn98W8I6NymgpXhXOuA6z7h1plyQ4fAgnzUZUlCWhVFbg3xdOQzKtUNdz0guSYEoNU12ptKmrRbqnvZuw2E25UQxZFml7StKWNB1erJ29BM/OxvNCe9C/pSp074e2YzNViskppUxDn10BO/Mm6FKevHPPNKnOqjvHCQjF7TCk4ObSw/09GKH8ftM1L+gPFLbswI9FKgzFMCpcvAhm/To1kKpZ4qLKdshK0B7tZTSRce2amX0N8LfP+chMVjD8ma+FPxeH2Q0cUqu5OQXD509CK5GNiWZvlhXRG2/KqSYaA0NxO+fX5bhEImDsoqE5iKibnrFkg/XJnhKw6EA8rCVtVYQ/ZNCylmTksa/OWdGQwoCVbx7UArW65iis4ruQJ6bP8+febVS/sYjfaVJMpnAoY/cxlG8bByZ4Xb+/f4JSaOO69kjB3Ss81cnmfeXh6ndPYn0U38vWoKXlqsgvm9IUmPDeXPqz0ixDuHUTy8cJtIhwdnQpUWMguEL0woOmN2Jpqj92K9YowfOH5FBTvcA01hLcnaO5HL6vuQZye8Pn2yaMukQRW+CxyvaMaMenszSXf4j4XBX0H2lrvj90Nv1jaVMbD4ecML6s45qqqeWWCYd+cvB4v487uyBShsEw+GBzvus9HGBl6C4QS4daoeX7vcLU9QZpWdIVUdc/ZZ5/i2fvzPjK9T1x3VE8+I01HOFmby+2ke0JYD69/KR+rVQsxn4fR2eG30xb56amkhPPR4KnE8BSDTv7siVhh/zYQFbwWCU4ALXI66mp5M2+MnpI6zJTy9ENVznvplnmMeF7sG65ugbY272pi/+LqSwJkqx/dnPXEilFpvnlI3PgrtNlDf9hUb+8UxZw6IAd4UeOdn0blgTemOzRd5qFnDlcG3HtU6FArM4ZGWpcHN4qXhwUDPhZozZcpEXj0PYpF2KHniWJykchBew1/UaavdPrNRvO7EbFpUy9tkRiminoxHtdU5v/M7RCX7G/ZwBeYqHArVCAawz7nH6wIZ0MWJpFg2ff5CRAVD41wURdZLRNuR2+hRJJt+pbuPlKuO/xz9t+mpeET097wTr/SakKVw/zuu+EMNxpeYjgrpYcugimfsmT2l4FIjXUm5jtVR63M4SsszUHBS4phkOXsiuXx22T9uSLRNHBUoL5sycAW1D9QtetJWoZSXq/xCIqF22ldKrOyVqtS6F6JNj8n6bjlK/zo3EMY+ZTKt8TqWL4CqIc3Tj1e+Fp4aGSgGsOzjv08RdVmnAT/tZsFUUqGkI0T2J0rEgJv3YTCd8gd+zsOZya5JGASp6o5MgdfhMw67/JVtaiH7cypnOhRiOvRRiVgxzFekF+Qs12QlPXfWHAlgcX0WNnDY2zSq/btUB+zWPobdHojnLDMqwG0Rbca941YxVNTxV3OiKKrk9qDVevvuHxtDQ1SnU/7v1TjpilPv8VkyDu+locMdwKsTvs3Hfl3jGo86u4XloKNVhDbWGa/GIZXk09SBgAvbDAWw/VtPUDpBoAmi9gdgQGP3/ow6uKfpg7WahD48fs9Ouv0tZ62ZKMQl1j/0Pw8kspZcs6OmNIQLQcTylIVOgZwBLP54nktGPPYfF8w8WUeG1SI+pSUlDTXZKlPlDl+2r4t5kl0S8rS4NQMdPQM9v+kVT945h8tc3Wch70SGK+gTU/fQI+QwPotndop1jnkky/aoQ6C3cf7K6bXqebxgU4M4Ae60U/nu29H/tXQd8VMXzn/fuLneXXHohPSGdkJAQSOi9RboCgiggTboC0g0BQ5EuiAVFQKoUQVB6kar03kJCOiG992vv/90T+CM/G0hN3vo5yb3b3bc7O7OzU3Zm60kNV+0G4vsHAa8bGNGdUS1J4wcPVECCBWKGHuuZl7hwS5q79yaN3mbMd8bYPv8fhpNYKARbGnNkJfDjMSgx3fAzX5OX9wXucs1EW6WsV4JaykLw43pj5SsgAmtk8ewPfYLqLTtKcpEa7CnPPM3APWeBg3h/SDsZSYJr6KfvKuDtzl0sfWvzOa3xjhuct7ed6YedvPRDuw+eEunvIGWXcJnqY2flWwVxRv8FAsCht+EqqSjTk/eVcv3Yr29opTm8ERdoDaONHaUGG9OPjkqDupalk39ue/o9G+ik9u9MbXNUyYV8nEVWf2A4GLjxpkzS1IQfthcRFGtiqdIQUCjKfKpRzqFiwfJqoZ6djKZVNngUl5MnAj63b1solLQq416LWvR87ScgSsbI2WcKg+2CcRE7MzX8t6cyBOtN0DGMPqozaWItW1gD7KY6LmIPnRr5kx1nyMY66Wnr3Svb2lbm+bC9GvNrWy7Q0DNaapeMI1IgVGdaBU/eNkbUy0TIbWTNzYUb5U7gyQtNptjLWZhtJnA/rLhE0j8wHISF+hBhp/3KBLqN1FLMy0YsVRsCOTqeIlJ47quzeUIvIPl3QF6kaKs8BW5oXFO4hBYqaf/sRVFwXn6xZcGCmczAetTdnBvT1Is6XyuUBZ2KI9rNoA71yO5y2HpwV8GbE7oNxmVT2H93YE0uvdhRi29/XhAAbjSLKSXLczmayQ4WsrpJEuJ3Az+c4XEmSAVNAM/t8nHQp6pk/FTgxUsRcFlhxO/toKPtTv7ajAcMh/lPL08jy3gLktioaXPUkqirzwuI4nteTggw1dLoyMi8n/NIny7nfbRa/esY6aKXc7RPNipTBcWBCAZYmXJ/e7/gyXp/slb3NgqQZOTnjhbUoSbiiwRCulEY0/TfisiV3elJyOMsejSh6fWl+pFt34v4ub49uxKk30bE70d7MRTVk4H+pWsFHIDcQrK0CpqRwJPFzmzqezmPJBn5PPWBA4BDmaB+01x/yVYlWeZA3B2s/f9cVH7Rk8KYWPZktnf8wS26rsDTQJZEupktWZ190aMU3/9SQAC3inc66XV7ijWSDlcz6E9vF78UA33CQcz73R30Ty+6PWGXT60ZCJVpGR6MDZvPrnb21POGg9AvtpCrkwke80s2b2OhoP5Z0MwrS7jevgrKGDQ5cqejjO7nrzr5PPX2T23yVbQjrDFM/ITMM8xzRRiXVEFBRxJ1fJlS4ky4M4MrCuSKO5IdXCTkoqWZ1kpuOSkl+Vhj7Nwvf3kg4aQUE5eeT2buJvpMY57f/PIPXRzh84AAO5207T9VvQs+LcUmXG8QBNMJVzrG8zxg+V/fcY8BLWV3egJU9AH6U12V6yfHlfOyVJwhc6WcfNsdclXn0vBGbvjAaOwopZ9QfyvasvsWYnmJIYB1+hCiaY9ogeqdx3rmI8lfTAYk23IJITA5hcHSZ2FHGS4KQ/h/xmS+fomn86dDMzAcpk7beaPcMydPQc2UOlw8m4ksIFWr3LsgZZh0OQI43IX2UwbouFiyaA4P+PLdqrjZBtpxiftzBX2RnmsLYDARXywvEAL3VGbz79HuRtzsU8KnYCHSiVhHW1PgGbj7HMSGtRoxDJysqbMfT53tB0aOC8cJ2U5Km2AC+h59IEm2WF4kBLDn+GN3keSU6gOTNdyk9WkUmAOVwk+IYWGKf1siRHM3ZKWxyqO7tUy1vaVSKXNlZp5mr6wd1bCTYgJC0wERc60hllc3FzZXlVg2WPD+mL7N8XS9zQ9JNIGDp4dSSXQLiowsUHBpmZaF96E6yNktw+kip1B3dlhk5BZboptVyT3VRE6RwP1B1wvItKUTvQmYLXmRhCq++/8hADy87+jAUoKzw+OY1pbkcDKPzAvk9N5R4PEvSAWnM6bAX7CRtQRD8uOE0S2GRMxDDnpyNePZcaoC/Xz2ssEVc6mPMTVJgRopGwnv0nB1Vg8aVeG0z4xU7ORjgv/ZI4y+izGzYRk245cy7h/mAiscDcrA+Mvgw4x/VQdyhI/iijiJtoSnMgy/DHn9/KwQiMxKUKv1wtJ2el5vMM1ZsgPC7Isv2/o8yXjuSzjVJl4QZF7gqq7mRsuepKNXqU1k5JR2KeXSKT+nU9NoBO85n8NTJo4aepwKzXEKdMPHwhkya4qUkkCwR+CeWoSzhZAvCW0mp1B/JakbjIk8FWRKN+HgNOKea+urBILHHWupXMZF6K1pSXIJDRQZzuOC7/nVBy4ydYuhYJNb28mJxt4tpTrXSgSuhDgXAZvaZS1nk1LKzZODEbkCr11gNWgy+qPegRK+wlzOGSR71hyf0+jvT1MFP8sZYdwf52up+e67QkCOlLPKQeRyfQVPSfmgQxyKcQAiNejVDMyG+dmagG7rQBKAuzi9OynyHVcjYkbq9zD2xGc5zr/rG3PADkIfQNgMu10k0M58warIggtIhDK6iGUoN8GhtpSj6nBurg8mY18ulDtbcJlWRrSd5NwaRAE4/82LGvwzfK8BtTI0+o/T87lqLbHRojBObBDZsDF7YEm1WLjkZziG59Y1kMAeFxi6/nBbM/d4NJkdxRc7LH576CSaBkOKARKn5VOmlTHtcgRClFjqKV3L25rZUEd29TwTxHkJDGhHLhnlZFDTEGdqGmpFLADjRsBox3ObyDN+0aSIyDcQcsmcpSnAvDYzb7XX+kdeyQXBZ5BehfkG49mlZzwMsfv/CAGs0Ql0cYJ5OnkZcxLS0gy1lKwu5gvWTtZc52jg869wqc0GdTs4SOrJsRlKQA+evridLkUeFJ2wv+vYyM21YKRG2Y3+YFF4dgXjbAIPjjegCRy9F4zlWDZHauBcC0TyC4SmwQ8MphDP9di1BGgcVPhegO+3MO5fMDJ2mcm6jBq6YLwtbQ22q87Pk+lERkZ0KCXeLktL5ohdNuOEmlMVgl3fSeII1grisXdYwg/fCnNphjGa8EKmPdyYvfAbmXHMbv7LPXXpswPyC+7ZwHD2JQpUHTO3pPK1MFEZNpIhUyI/OZApdPeW64uwcM1fFS+Iv4In5iC7XEo71udS2N0EGYXoS/RftjYukMi5HTVVtIMhL5PRA40pAXP9Q6BKtO1q6BcnkRBjUhWqhLlXBUH5Y6zeOL+2tJeqhJqiDgu/VYS2zOjzSheNVph+IIcL1BRqKjCvXzGn1FAXKr9wSlDfUfA4S+rfwgQNeCKWlx8CD21i7PKuoTCcTsNGl2Wmbyjn+UGX8rS0Wy+1LISu6i42771q4nk9Fx5iQ+GxwOjiDP1Vm45T4xp5c1TTlBKxcUQ9OnO854nvffQeFdnxpwzacFdBpsacUG4uUNlwd0gAErorlVGEO2iThwqQlfthIJi2qRRfkvFc4PWtlRzfG5KEam8+J4vXUGCoVrsf8+yCaoym/5Okhn5wBH1gv2zJ/gaDa5YjULWrYNy/IfjQJ1f0XR1xY56HRHYZzDIJFUyRK9dJo8nrjYmYSfkdxdhrcOufXNhEjLl4jOvKy49BT2+EUgDSesY58nCDnSLARMH0hCF4NmBNNA1bcJKjzztz5I7D/9N75Qvrqc3qBAq7BmJaEkZlNcxN3sVIWPqF3H3/MCTU2f5wFeapVdOW42vZ6f0uyumHkwI5+hDdRkaj11Dvlc9Xl1pS8uayDRU3Y6TGMoWD7CryZ3yBef2UqNd+K5fKhl8rpqcaWfaFYUQVfvFDOM0ums7xtZDSa27UV6qnFnGlAuVVUOdCBUcpULv9AisRLu8FQpoILIGoXwCbydXb+r7lWTqqDje4wGoc2YEhTIyMXA5t16NpFtgh7G+dkMZGRHaad1HYvC2VU8xogwRgcu5jW57ua5TUaA/rzT8WNo/IkX5cvbe1NPLH29R+xV2pd5kNnXnDmFjgyMeyO6KrdmiD6fxesgWaodGTM4t2eStfb47065xMJuEVYB53oTc7x24QwxbTEZuAB9RkgVCo2Wvpqpz0P1n6yAx319he84+zqOQVmITj5etNbQrSdLeN/SRHLxVq1/x2R1pz+rwKUtaVU4GxHkY4Xs0khFcZFmez6KN0nL9m1hJKa5hzfbD4uCT3ZAVt8++1/A1weW1OjrBnk55z6GdMZq86nNi8EHGiv9JDTgkJPD/sAFlOqkcRnZypxqC6sltzYHi+UcT3xDy3PE91xZOtlNjq30DgoY1wMeqzD5OAOuEfezLVm2WZcdPz9II8o4SjEuZhQJwsW8VbXb3D0xmwgtOw/WpwBLFS00RX2IiYXcUTz9zBmEohHfWLiFhhBnmJ6ephvViHGicfHtc38cL08wKnmFoHtwOVdB6//fAkm/O9NnvQfs+UcVOiLC2kU39KJ5WFPQ2AeQCZwqV/5ZnnDEFpMouQytQTOh0pbuipTyEeFkNlZwqmcgqMFgGXyRXM5LgJbmDiN1cwGVtBoPpGpKnvLSBQGJdmZyrMhDc6CuQvuKTD4/eZqiH/zfq+THWkiXoK/Q1sO1wp2F8u0a//8KzG65eDgHIhT7awYcRWcOEXi/ThECZ53HalXMS8kYKj6xDEh5NyEGV/nw6HZxKwJCMgnAx/qzUCaVAfruRAUCAknilwYuKYwa9QMIhMCpyKSrB1l6KNKSx+FahYzE4KhkvT+J0XyBWnpxyIptlgFkyiFoAROHQZ2jJEKATC56QKZA3khu2F1KirQ38WLK4Q2kgxToUtR+vvUDUzDU8BCu7Dv2M2IDTmGSNl8jfjxvcdou/pw/9n7Zj6rdGgiPQPt1Y4nLVWr63jZ1IhwaQLGDwwdzNTjnTMSIiPDjGDimHO1GPyUguOjEGUzOumAuMU1AJpMXc2P3t4ImhgvL0DG1NBlsCiNZMNqJWBpQIqj9w8wBb9OzpyVA6DpAaDdHLjqBR9F0OfzeNHNm5GPNDckwOzpuI9SXcAC7wT6ZNJhx/LAe8KtC9hHniYMIvqxyLLWil4t4vFGGSujlJlehoDUt1hK4QPCOFaZ+EdWQoeWwMhqgolvkzILI7l6UEAeP3z/d5AE5ttQZU+wB1WkL5kvp8NOdzwF2DjBC1KqKHejuPPABsOwvqbBZo2AU7ZwlZh4g5atOAHsk0gEK6OXKnkLeMyIacCBOJqgd8QKHhLKtm39qL0ng40Et0feuhA9z8Twlig0iUEcqFLfyf5zF4wmwk8Gn0RTd6bSbXsLCQnzIyEkmu5Al3BFcli0IUGe1kJ8B5biFLhwNkVQ2UOQY9KgOMxcBSyBEF44Fld6L9qQqFWVED5Ljq6BrKjaqYCeVnBwULCrcRYfsHM2FjLYewXGczfoKE0vYSWnkcykJbtpKqPz+j9frmiJy4YO7k1T1nYIHdf56rz2LDk2NBZ2ulUtnECedQ5HBlhEXjogTXYBCVsg4UhDAyfeCBbeRGHjQ9/Y2G1aCewzRcIp0D9UvzGSgna5SDVlD1cE1yAmBWoX4H2bLPUoI9SNUfIK29IGn8LBrcK9gf6MgIzYe9jzA2ey5SdhYUH1sjw/gp8l+J5NUzBFKcuqE7h+Ex0FhsxbI9UYfS/KbOBmEB9Gh+dT6abEmhUOtoJLPwqtlQTEI0d9l7ceFwP9Sw7eW1/FJ58RYXEFGoIuZOZfTzmxOR/CSZhBA5hzMaPZ4xRqOGVwnZ1FcYpR796vFXNeDsQvAzHJ8YEBMC3AO3YHLUgcF4DgyPmUoJ5sP4YQ61QguljTDmAfxlOnTL0UwS4FjGjKmNo5b8zGBj+DZ8KtOfwngQdR0wRjXAuaIehoI4MhwY98/ZhH+aaibHFA1b5hXhRDD7uUtJiczh0izepU4OjbjUgEv9upbqvSv8b9BJ/qgwQAM4/mh6BucY/KDCWdweGeftYQ+dUridPd0knhZxrEAtCYHtCKvaLVKaKAw1bW3EqrYRUt2DjYAdHti9Isam7yfVMGtj6V/Bian6gndeZfOoJWvDAAe7QqMjIM79LTYYUDv+z0ePZjPBBU3pF7pT6x7lyNs3rkk1OBS5TYiwqRlugTYyFEC+Q0sGEnEEX9nheDMyu7YoPo8VS/TyHUsoPZW7X5nQCfR6vDGv6ouYgvQGkaObLUYCcsv3teJvteTwJpdhocrXY7GQUGqbXt7DiYsoFQedrxLHTDVVgoTTYoAwbPxaMbYLs9M0kHA02NsZ0dPhbwh4y3oLvHP5VQQJRsvrsBI/H5RrOlCzI3thEiLVDHT0TYbDojEdArGUHbHLGRo1DEGWC4bFNlfVlztwk7yEr27SLQ9AfsBECDBxrfrfsGUt0ZIkLM3bYRQWc6F2CqeaqTI5+yRfmA3ljgDjR94Gu0em/ji7g35x3CLI4NuKCO2C68QJJYLSUInI2C+jStT7/9tzG1ANt26AtcxAwlIjIiFkfHyGf5rXKs0eG6TNywCDyMQZ2VwC5TAyMpxzz0mD8WlAHBBcyZZs75sAzBsPgCRm8FIjO/maFRxsl2iJ2FnGAFctzzCQa8AaDRMT+ZX0z6VILXTFbByZhMs8duC6T5n5fqIdHJGPt0GchGLuSMUIAuBzjEbAZMNiy/hizMawhfssy4Yxigjnv3ekSEs7pSGknoSGd9NTXkbvuCbENpzo2TOZ6KhYRArBNzPzhYTB0jYxkVytcw39/aFuhFRZWEByy9ThUMe0H8LUB8JbRBvP+zDPjqpsY8d2h9joBTFwP+npwmAG92WZW0IEt+RR0E7i55xLRNWwe9epQqyY51CoACF7PlJqhHksJnv/wOPDMfMMpjXEr0ETHUBx45aTmFELsaxY4g7L9CwjPMJkdihk9QVNm0M6AsYBOuXP4a2HU4plX8Upiejqx/HcISLviFJ9rRz97SGja6Jq0qtq7yqBFnxRR4uF4sn3dhTpWtyrGfZNGOCzk/vfX/bEHIATQjkLR949/1ffTiumGd43JlGvnb4yTInOysHNYZMRXX0XNXIjnQb/phBaD12TTjRRwgY7YrTUQbyDKacrB4RAkj5R6WrdbT16mUqPhIQYhgem4W17UUfcp8TTsNsijvz2/8OtFMyOeNoxeRH+Ym3tzTz5hF3OPdZfQgBYAiweNXhcV9ViG1xcxdvGdLx4C2PihJCb2uV+C/m5UYcOnns4mLiy9TLfMXindgroPPMqSyqnf6lsU9OUFqKNN9QYVPEGV9Ws87sclgmkdVOMwpGg4tQPtBN72wLvT7tGn3cYk2pZpKXMf4iL8WtOBY84Mp7DXbHvxEKq6I2DSbEsrCZ3HQhUyA/goD2pl25+fvUwqsYvNK5PzeThCmDIF1tMveCc0pcQ+z7zgXZ8OGTHRI9dS33VbhtTzQjG/oMngqa/jxed2pJdm3EgVbA2iCEQoaQBHKlOeSnD00eIRbyMhHexOP13BBTl/8hw/IXLT9nhqvyafVOk4pU1vTHfaGin2d4iMlOI9vyucXuGSr6GPWbSFN2oTveVEW8ItaOkiUZXwCq/oyz30FhbcyNNqYeOGTCN3+1LhwIgPp5Zbm3DjMeqc9SX0/lro3jI5XG6B+C2BZMJUYHrsSHLcGyx15GnpaTXV9zJq1NtXOwh7WHZ8KdlsSNb32hTD+3fzpcSaTtxo0CWTWMTygiHANsjD98dw73Swjnkg1QoI+PVACtXR6LTMvs+0XK90GTUqUsWp6K3x1rTvUqHQYtlZwWF+Kddoj7m+3pkkBK4pgmTD4k78rCWtjxGVQc+kMWA1EDwO/15UU3SRlDac5RfHV5NIcqHnagKDemMEqkrLEuxjzbgd3ipinj1QC7zaBWq71v0Rr1ZTSD82s6C3gRdMAyoWEQLPBAKWUjIOl3LHS03IY2cSNU6AGt1Poj0rN+d0yzW8UTzIUjCVUr4bXo8TMtuN1HimjgFdOuDEV6Cj2ZtKqbCv4mO5JXGHcTAsAVdqb1tK9S2NnWBeZZlV2wGPTz+TCYid/msI3HfC+kMDLAy78DfGrSZ1FzTS3vjxmUg4/3qUT6GiYKIfv/QuZ6Uu43r3cOAglQh0GLaanVc5qb+xkTQMZs/bd3GJYG8RlWVwsHcoyRQI3gJeB5a3IYYhXoY8iF3WJokZDCZv+CPtIqwYXx4XaFuSIF0azlmA4bzyjJmBWiWhfg2lsK5Z0S6R2TwF5HuKXURGRHaDsa0XujyAtakU0U+O5QgLFBZc3XoWMNp7a0oPJqkzk2Qm7vkFJE2AG751ho542FFllhwpUIc51mRBxSaHjdEDnjzlMEBmmMhoJ9zOvKGMszHWUR+YCvQIjDj1NMlmNiNzb6TxforLIHb1hBD4U4bD+rrnjXEcjGcGvj6sj33CV724ZsyV8k658FZsGccdiNHT4UTcYIY78JCGHC2DTJKXJ+ySyriClALBtqSuaRtmYM+AuG4Lo7pVCZ1Qmuvy0z3KNApHZUGQtaRVvoRz+eymQD9s01EKfCRrh0jIGYSAAl+XV7/MmR118NWfReWcgZb0daTEdy/XGOJXvvIMh9HmF2mCcgHccEIsBerjJLs5qr7ss+I8Xf34ComyianwtioU7kjQ7LNLlulgQMxZRlEX3qn5giCzpV24mW5doiI7c6XwW30r/q3LKon051sCnYS3qaNcoAJ4puEeRqWgzVcdq/+S4dyfGBgPlu3VLiDSHs4K3jtYpSOuNk+5kEzWbxBoHxwpp3XkaKQ7xxjqpm+XzIDhMeLd3x0m7xUzWhG1eJYWhMFgNWP1XVJ/EQskBsNyxR2bdk15+gUKp6OQgvw9dO+j3uDKYMd5tVe88o6eJ555E2tlEsp/1WcJWuEy1NTHz4GrWQ33YxJwJ2L8aa7Oa/a0upO35Os29izNvTARvmT3mAWOgk76kQb6VPEL8ZylC/kZ/eBoSEP3ZHP2M68JwhFQsxxSUE14p/Xw5MgJ3p7gV4w2h6D+K6+teZXX/R8Zzqs8uftjh8++hLn9+sP4zy5kOuE+kKwXR6a4rzLvsI5itNJ3BndkV20iBwAhv3t0zpGREyzhpr3th2xqPvXS7/GbOthz1CFAijsyuPyGO0ku7FIbR2BWNJRtCJUBbuIcXj4I8Dwh8gdtxJUDxnhe9eKPKwIfW2AWb3hwZIaD2+hoPX1XyFEazw05j+d9A/hbjka0CXQ5jU2W2ZfxjwTfcS3a8J1ZdTaszRFCvjzF2bLoox28JWRuhAMhzLJS+Dk74CK2XhDeBYEy2hQZzgvEmirBcKQ8z1RE7zVXkDu7Ho/7Z9TGnyfc7SIBF9CWriul0+nGfFQPWjkhMlKPtMNr768JENr6Vjnt+D6ZGh1P0FNbZx45K4DAuMwmwJ3CGRdZZljoC83l/Dy5lmNdi8zmBSJ0ZX/1vbsm+ZVkntkQPj5219HAjkpyPgFG4+Em0FuQSspwmW3Wb3ranSPx/agp4yuRR5iDEz4PrmfgWbU4LW1fm0T19yZzFOqkxjUOKcH8SttwVZXHrdJauMSA+22/8hy3XmQ2Lx5rqgTDmR0VdRaMpDmLnxAMmENACUwWhE9PqzlLa1xqfGuygm7sUVPvJTy/eJJ0JYIQDpkbFdWYieo304St89K4Rldw+mrljlQGiFrAwqFbA5FNcEW2pQmXKOc5lpBt1otfzv82AswX9E/umMuN/9aT2FqEwD9DAHjGogNMj5wQudpaQl1UVvSpTyPekB/lDOjsdQueth3U09tHOPooiL4ZFxG5Bxf+P2BqMeCq4zktbVmSTPV/Pi3QAG+iN5G/4Cwiaabj+lw7J4SO0goF9sSl4nbnSrRZ+c8jEms8awhUCYbDgAipJQn/sA8rF4Z/FNmwATIiFrIQFsh6aCOXUfxVHW29TtKkRGoEhB6HZGPhc05yzdYgmNvAt3lyQcy5VBgtveFQUAcfqY67OndmFIu9VlkKbt7QiSkREVNnz5w5s7JMSpzHyw2BqHmGlMmLQXP5IMducbhnnFLAUTMc6iS4dMzuhH18iPPS1qFRQz1ZLBJ6L6mMxi1LooZ7MwWagJAGdaDPzsBBUA+pJgzqbU8JpRsRxy6CvvLXFF7u1Xu80VUZhvMoWGDOWYBnZ7tb0PRMnpyyEEyzYycprQTTmXFQIHcX6fzjIIP117SILCihQ3CdaGSH4J9GQrmPFbcM0lI5HC1Z0qTKVAz4wAncZPwjMpzKtLKvwFyY/RRM5yZuI9R+HY5lOVrBXmXPSZpA2vkG+d+X3uQRNJgG9xw51fOLvXqfH3FlvOVbnCFTIDRpJIAom0kp1UJCG1n4QpHZvHyLXmUZDpARYUMpFgi+DqGT5oyyog+OwntNivjqPiECDZpYQZJACQU348nDE+7RCIIWYEKpQSqOheEZX0k90XATidaC4RjCg4hFhMALgMA5bEpeteEKkEHc6yaCsHqfnJO1C+YIUUJo2yE9XUqStjwYzZE9omtaIvLAjTvwFnUSYpyUVKbkORZTLRV0zUIDiuUlg0CVZTj31wHIyeI2jYY79K8qLTernYzztrRAgECEzAiGh0FPH3igIfhnaxUl4+YYS1l7+SVbw6c2nHtMuO9T61DsSITAY0IAOMjizbIPK99HRkRIahP3bT7Hyf0RcDYJqUYuIDtpaH2epEhdEggPtPY+SCWg5jYi4O0GtDF4r6EfMZr5Y8L+eVSv8gzn/xnPzC3jJkUENzTipiCkBpm+K4NUA+8C5NNpx1zbiIZVZmbzPJBNfIcIgceFQNTMmetGT4nw7CXlp/8C+0w0Upu0DeKpO1JlFCLUtIdSSPUkbi9CxC8AfVYGV/HHBdErVV9kOA8t14I5Mz+CKB7f0plGNXcRZMgtk+5kwbWE5/5heLqIcZheKdQWB1tZIIBUH0iaQj9UMxJajwjhLcKh4s7FlYRGEko2EXQdo6JmX60sc63s8xAZziMrjFPSCjCd7SzvqJ0FdcbPSjCbVXgOHxixiBAQIfC8IcDzPLsX95W3rMIxzE8xBn+HxeuQ5klD+nnzRGbzvNfjv7xPZDh/Ar2HmMsK/Mw+YhEhIELgBUEA9Hg/liO71jD6/jBwMOzCwuOI4Wpe0MI8wWtFhvMEQBObiBAQIfDiIQBGs+PFj0IcweNAQGQ4jwMtsa4IARECIgRECDwxBKoUw4H4rURyMXahUTZzZtT7Tww1saEIARECIgRECDw2BKoUwwF0OiPa7li1VhDTzT42qogNRAiIEBAh8N8gUNUYDoNWKVKjIyKaWEQIiBAQISBC4HlCoKoxHGZk9JBwHMuWKBYRAiIERAiIEHiOEHjuDIe5Md6f3/N2Z7wXxoaFsjGUh8fCvv/VeO7X+7PfH8ct83Hm/nfvfI74Ib6qCkBgypSIQVIpH4yprgGOn7lHG1H4Nwbf17HvE6ZE9FdI+Trsb61amyw1ks5/mB6Ar6H4qR8+Ux9yY/7X0EP7BqUVurf1FWWkMlNRTnF5wheL5iGr5x8L6im0Wv10jFelVmsT58yZzYLwGsqkSREjjYx4v+Li8tWLFs07+08vR1+++YVlo6RSJamMaT/G/dNftUF6E8f8rPwpOq2mwMnBdjrqImGJWB4XAs+U4UyYMKFaTHz6d1ZWFiXO9hbvYZFyCwtLJ+kFff/snAKGKC8kJzsQzezEr+dm/3b6QltzMysyMzMhBwdrFodp+qMAHDZqbKe4lOyFKpWCBQRsfS/WE02ZEukdExO99u7dDCs8x23nqJi/Az7qtLt1O3lpbHwyeXu6MUlr/F8i94QJ1idPnTqmVJoyptgcfRviQ4lFhMCzgMCZ85ffjEvKaGNtY6FmkTau34wb/82a7ROCA3xZ3pmLeXnF1ps3/bjSz9cPqdULKSs9lXr1fKMMY1nKxoM6lifPnN+Wll3k7O/tisTO9NbjjBPt7X/YdfinX/bvsxkxZCBdiUmi27dvs5xM/8Nw8MzoZvTtcXv2HZQ0aRx2C98fMJxDh4/0vh4d06BNm+Zd0Wcw6AYx3v+84HejmLiUzcuWLavVtFlL6tS+FUsr/5cMJz4mxnbLph9GeHv7Uu9e3RDngCY8zhzFur9D4JkynPNXY3quWrE23MnRlj4cPXIr3vf9iZPnnLZv/9G7Xr3a/bHoe4EUyc97MY6evlZvzervRlSUV1C9xm0pI/U2jXr/PZc/G0dpaeniT+Z95hEcVNN05CDEQr9XOCl9tHnrjnq8oAXBfYTA6H9fMrLzFy5ZstQ7OTmJxk+Y5PF3tePj44Xly1f4O7l4EN7LkFssIgSeGQSwuRdMmDiFPoqIGEwt619OuZM6YdSw/jRkyHAuLGQW99myjUa7dm6kli1bkcrcisqK8zEWHllnHhQhOjrWlqVQmj93xp/S0T8MXrJl4wYbxsgUSgUl375NOelpBVZmCJf7v0Vz/vyF3E9mzbJ1WLKQZdh9UC6cO5u/avVqqhNcyw4P/5ZusO+o5cZWDhvWraGAgJp3kbLbIMn9VfH38Sg3VhqTkQx8SU+OrB72rwD8o0Jfp57Z4lSyjp8pw4mNSdb/9tsxSk2Oo8BagRGA3fex8YnFu37+gZo1rcsSlzlg0ZAMlljoCpaaecD9KK947ozvbCMfhs9qfFj0V3br/1vU+Qa/s/5Y6Jnd+D4d36vjb8YQmDTAiKEIz9PxHOk1ENoPudPwHeH+iIrz0qZv/3ErDR82Ki84oHphtr2Zm1KmNKjaUJ+dzlj4DBafaWhsXLL+wqkjVF6cV557N1aL3xlBrdUJFHDy5ClSIUTtvbE9QA3UYdmr2ZzY+Pvgk3T2wkXJnt3bqUnDhum2lhYf3HsXUkzRFHwY4z2OduyUNRifga3bdRbMLSzYKbICz5ERhFjGQjYvNjYW120NPuz39/Dpio8H+piPupPwd3t8euK7mGbgwaqIf/wVBHx8fTj7arZ07colRGnupzt25IigLs3nbl4/z5p43b1zwyY+9joNeLcPtX+tAxLPgN3wlMHw/Mr12M2/HDtrlJORKdWWl1JxUVk2nivjE++sv3zxnLOfX83MGjW8GU2VaDTaQwVFpSbXr10nGzs7qunn+RZwNO7QL7/OTIi5IYTWr8c5OdlTr+5dKDMrQx0aGmxVVqFdtmf3bncpOELDxo2OMHpRGEkrbGxsSKvXMfrucSsmfvzly5coNjbeR6/Tk16nYzZajPL3wtRwsbfvrDhz5oS3FULBh4U1OGRqaqIbMmSouUwmoXqhdVSo5o7P0bHjIrqWlRVNyc7NO1fD231yqVodduXyjVnxSWnKXr37UmlJ2V3iacHoseM+27N3X/fi4iKjnj17b/b09EhIScvqUVFW/pOfj9ucI8dPH5YbGxc0qBM4NyEla6GpqTHZWJh8g/l+W5Ux8ZkyHKWluWBn70A3r56hn3/e5b9qxeftv121SatUKkmvZfyF+INHz35x6fLlt+VGMqpTO5ghSf+xYyfUT7qbtfV2bJwDkInzCwgcoy0rE27HRHO+NXyCxk2Y1HD1mo39bt26Ts1btAmNALO5cPnmG/l5RTktm4dNSElN3xifkJ4wYULk6+cvXl1iJDduZmVu0Q59H5gUEdll0cKloRVlJZSVlZEW4OsVV+5Z3U0i5QsmTIlsse/g8TUnfz0m9Q8MCW3XqqmxTKLfpTKWfiAzMioB4nqfOX/1hxNHD9bKyMikm9evUps2SEn4UGF1sgtKt2zb+mNQRmoChdSp90OH9m2Szp+/6JeWmkwC30xhZCzzRxOkj6JmtxPvTrkRHdcH7RjzTD987DeoKXgywWnK1FghAEFzho0YPeP0mfOdfjtxkDy9/DaA8E9DhdFDp9VTo0ahxps2bW1VUaG2nfxRRE28p1+5Wk+1awdMR39DqjJyi3P/dxAICqwhDwsNoRvXLuujo+PL4m9HMzrk0lLTKSs7f1vDeiG0Y9sm4FoDOvnbSUpJSaRxH45qvW/fL4MXLf4yIDY+ibSlWSTgkpuHh5vzlau3ti1a/Fn4Dhzq2rZpTZMmT/m5drD/8B+3/xS6e89BkwsXztPEKR8xhoOEA0Tr1q+pefnSOS43Nw/M5i06fOQopd1Jya5de+HATZu29Jg+PdLQ98CB74VOmjjO0cXNTSZHhl4bK8vqe/buH7T08y9CU1JSQc+ZOHEKpNMZ9pb7zMYy6U762nkLFnY4tH+XgQuNGDUsdMC7/Sk6OprupCTR/n0HzWr6+4bgp9UlFVrHT+YuDbW3NQ+tMX7UpZSk1GGzZs8LfrfvO3T1ymWKiU+9+93yz3w3bfph1IyPp5FOr6EuXXsOmzhpPI39cDKFh7cN9fZy81m4aGFjF9fq+to1ZxYv+2ZlqIurE40c/M6Rf7cilbfWs2U4UiPCRm2A3onjR+nQ0ZODLM1Mz1hZWdMvhw58Fx7eaeDK5V8PPHRgLwnAhI6dOr87bszohNSMbBWQyHHd6hVkbe1IfkGhdOnscS79TiJ9uvRro5zMtH4jR40geJvR2nXf0+7dO/vu3bufjh87btSwwfeRny7+nIu+leCBwH59P104j8p1Mu7dfkMM6jBBT2OysnJkJSVFVFKc77/3wGH/bdt30OLFC3qeP3t45PujP5QW5GWTFielxYs/7dUgtHb/rMxsbcdO1Z3S0zL3TZ8WWf30yd9IZWpCKckJZKxkwsQD5JbkFRa/8eWXXwctWjCPqtlY085duwNqBvgHJCbdITAFgooOuUX53mixHx+jn3buo23btrmQtqJD546t1y/78gsyUphRbk4G2Vrblq387utukdNm91n+zTKyMDcjCb/TtXZQkOuaNRvoBhjezp27eq1Zu54S4m5Rly6d+61evZ4yc/Lo668+N6u8aCvO7GlCQCk3ms1zQlOc7E2xWU/LyMrmwho0JXW5mi5fvsxdvHgNjMSTAv196JuvV9CVS2fp/fdHdvrii88pM/0OtWrRpPzn7d9LNRq11MzMtM7aNavo9Mlfafq0abRmzUpas3ZNM1eXiGbA84xNG9d7NG7WVu3p5sTioxm0CjVr1ixTmVpQrQB/na2dbcmRo4fM/P39m2zdsa/29KkR1PfdfiSVGdGXeF942zZvKxVyys/LIWOVKnD9unWBCfEJFSNGvM9/+/WXsrtQy8nlf1DFhe3fv7/D7l3baeLEicLp06fKlnz6qXGzJs2pXv0wunHjJg5xHoxDZbCx2Job8byuhHbvPEp9evfir1y5RDeuXiC5Ud+CSxdOmsmVFj579u2fvnjhQho1chTZ2lnTzFlzqE3rFiRUFNLRQ3upZ7cufW5eu0x5WVk89pqe+3/eQu06dWVOBkiWXbXLM2U4Um0JSQU1dezcgzKACMs+X2S/cMFnYcbGFnTs+Nlrly9dbJEUH0urVn6LjbicPhw/nmoH+of5BtQ5e2DPTjJTKenbrz+jH7dtp93Jt2j0mPHUtGEovdO7F73ZrRsNHT6cBg/uTzM/joLKLpjupsYb5efl1oQEQtG3bhEvTBsl4aUSGSTsAD9n4QL8b+RS2tG4QZ16q6xsFV26dMNpLYUSsVkLOr3Ht8u/IVfHarRg4zpas3olbd64nurVrfOVQqGUGMvlFqdOnba4dP4czYiana4TdPnTIif7adQVD2OQ4+lff/to6aL5FN4mPG7kyGHS90cOd1u6ZDG90b0brV25nHy8qt/1dHcyqNRQEh1sTGNT4q57z545vSAsNHhuclIyYxx06mQqwRPH6uqV65vXr13Bv9unN30weiz16PEmff7Fl+Tj7UVHDu2h82fPUMbdZCoqyKPbt6LpZvRN8vDyKTZVyQ9XbdQWZ/8YEDhraeVQIZcrzUpKSgKL4RjwwegxtH79eroVfZ2KivLIxMSEqaOvKOSy+pZQSx0/doIuXboAz7DJt4YPHzJqgkq2dsvWH6vdjk2ivXv2Urt2ralv316Unp5CG7/fRMG1apdbmJtzNfwDaWbUjNP169VhJzWDirt373doz15I754ed7y83eeozMy/srV3sjt58qQdVHfUs0d3Uhgb03erltOmLVuoY4f2OHjxdPbMRYzhCvV8s+f1kSMGfVycl/vV1yuWOSK6NOvWkMStoKB47vZtP1KDhg2K3h85dOT1Fs07xUbf6n7i+DHy969FISH1KCy0LnNQMDgfoOmNhg0bpB45dtzpxz0Hi7OSrustLUxhu5GOVWu0nzu52pkdO3bcTKfBvtbhNTKCzclo3nw6d/Y0NWnamA4c2E8H9u+j5ORk0moq6Pz5s2RhaUk+Hm4sceNnj7EmlbLqM2U4DGJ6jYbad2xHSmMz+u67VQ2SsKGWlZWTsZG5IjSsjubLr5ZBBFbTsWNHSAY9bV5hbqmU15OJSkV9+vWjFi2bfokF7OPnF2D8/gcf7Dl++IhMamTUrkH9BqtD6waf6tdvwFeLFy/G4nekarZ2dOToCSosLCC9XkcXL1wzio2NoxEjhpG7u9P9uS42MzMe7+To6BASUpvKoHd2cnKm+NtxdOnieerQoTPT02Kzl9OVK1cpJTVVYWdnQxqtjk6eOk1e3p7Fw0cMDM/NL+m7e/duv9IyA83cL/yZs2eMmQQ3dOjQE40b159Tv2HDY+fOnbV9s0c3cnB0Imc3T2aLMjSCuuxSx/add3l7eo1u2qzxwBvXbzim3r1D9cJCK86fPWlkbm7Bx9yKo6TEeBhTTegyxqNWl9PFixehMgvBJmAKxgoDa24+FRWX0cVLVwmnTMy1egYMuC/EA7BSUknln5RxaN0Qbv++nTR//nwygnq7fr3QioMH9xsdOHiYy85KIwcnd+bxtQCb+Q9yIzkOkClkbQW60Oh+BB4f8PX3NzH6eRe82IoNaitmI7186TwlJCSQRCqDdF9AMlCgq1t1CqhZQ4s2xffBKsXvxsYmVFJapiuFEoB9Zw49xYVZdBf0wLQZKuwHmRnpeJ+WKtQag8STnJRE5aWlYBqBxsylWa5UDbC2se2i1dxPGAqDbla6Kgfjd1S43EWdNePHT3nDzb06ZWWmgcbBLAwaGEHHnAju0eQv9eo3OSWVSrtVFBa8H5eQ4hEW2gD0FlahF3ihrLQMbdMpGerxocOHEgctS3x8HN6TA/V6W/p+w0Zav2E92UG7YQzTwa7dB0Cn5nBkCGJzrvL3/54pw2FmmgosfnlFOfXs9c6NpZ9/6Tpi+FBVeXkZmZlYlSiVJmrGaD6DBJByJ4WYbcfSwlooLi7RM7HZ3Y3Z++lASVlFT4VCrq7u5hS9v7xkgARpZROT7xzBb2ucXdy/YicaJ5dqhs125owZBmnJysqOZs2KAnMrBrE4M084g8iMYqLT63idjo2rAhu4msrg+596N4XUOJFs3rKZzl+4jD4KyRmMSKfRgyHqoRqEGF9QyFhoKRDnMmwuJra2MFxqSh7ejoSCvDydq5unJDg40BT1oi1t7ArwDtvMzBzSgxIlEglT7TGZ3+DHH1Q72LpWcDDFxsUHl5RrwSzciJdIJiYlp0z0qRHsIMBXghHgd2u+g277GOXmZlHz5q2pTp0QnBzX0edLPwVzNieF3BibxTwQrpwahNWWNm/eRIr3/78yu/JvmuIMnxwCnI+Xu2lFWRn98MP31LRJC62jnePEZk2bfTpixHDgv4Zmv96diQ0mzD4i4D8eh0OdXkt5efkCEyiwQev1ejUOPoUGend396L2kADKytRQfVkCZ1vSrydOkKmJCSkURg+8PdmQ1ehHCxsNCmemIInK2Ig4vFODflxcXCkwIPBGZlbW1Rmz5nRv0qixJCs7xzAmC0haSkg+RQXFBg5jZm4tsIMicQ/8BTAuiZLD+JhExIpO4DQ6ePyAT5AWG5RWq0FfSCX6UKlfr65VYEBN2vT92tDyCg2NGfPBZVtbsxxUkmi0atiJOPL18cacmsRDJqpo0/q1GsG1Q/TeXj43AJcaO3fukERNn0mpqWm0fMVyer1rV3JxcxVV3IDxM2U42QUFOLWUQhxFumZL0znVPTw+3Lp5XRBUVPThwtE9v1252m7atKnUvVsPqubgTOvXfccQg4MumdeCeejAAFBUpcWlehOVqS3+HqdUKCCVlBG8PpjB0aaIvaO4GAzGFvpUW0g4h+ntt/uRHbxgPv10PoWG1aPikqJN2Hwv3McpnZ4DsQgGhGNtyyDRMAc3xlhatWxHHTq2+yYnqzDPy8d3orOzA8TyAiCzucGGgrsxZvc82dTFRfk4vSj+QOZKdlID0TFGxkpFebmE2afgBwD7kY643wnrQUGYnVX+/jXDx4791pYxl1GjPqBatWqnlJaX6ipAcKZQK6pUpjT4vcHJShP5AntrpzE2VjbVA/z9yMLCnH777TiNHDmWLCG2z5gxlWoF1aZq1aqJ+dyffPOtii3LIBl85e3jNfr6jSvk5+fPG5spTsCw+h2cefpDoICdpQZDdJ5pJ5gt0hUu+/DQwsateS0ycprpnDkLFEVFTIoBIwJdtWsbTuPHjYXK6zrt3XcE9iBs8BoBDKiMymEbergI0B5oQS+aezSjBwNiUpYZXLCtrO0oYurH+XZ2lomLFn0OUpLiHRKDFsPf35dOn/6NTp+76PjZkvmfzYj6JLgAqmVTlQXr3sBhoG1Y5u0TEHUr5po9tCmfxcbE1Ll2/QqM+y0wdiOMpZiYPffhYm5uugw2q3orv/3SuKZ/EOHAy+4bncc5V66QK8BsfCjtbiINHjS02MrapjTioygqyCvgnZyrzcTh8FtBL6jMLW2OlZQW8xp1aWNTM5VgYWb2RVVErEfn/EwZjkRfjg1We3/zVQ4bOsziNzgPpKWlQI3lUH/v/oO4dGkKSWQWxcTEwCC5lEzNTcNrBgS0zM7OBWL/HhSAnaRUkH5wEtkKXC3U64X+UJlF3L2T8cEh6EutbewoMLAW+dXwM9SvWzcEGzBzxSfy9vajoMBaVpcu/H+8znIgPrvAVlpaAgYnASMQyNevBjZqe0gLCurT550mmzZurtj24xYaPvQ9g9eLDicbX19vJi4rDhw8uhYHpoKTp06CsFo/DFO+SdPmRl9/s4I2fL+hbXh4ePTAAYOc69dviL7tKBeGzrzc3D+sARjh4WbN2+YZm5jYFubj5KYRvrW0VCWpTFSWRSAqL28fEB+8q3Vk9Va3N3tGTouykUEV0KRZ48mmpmaj0JljQGAA2VhbGvqtXt0TUo7pRAY2EcFFCPwbCDBVDw5RP7q7u4/+nX7qss06LSExfa+VdbX+DJU8qnuzS5almfDOTE9Po4aNwqh2SBjBQzLY0dEteOXKFZQDZ5U6IcG4r9OCVqz8hpwcHWBvXELevjVwqOysKCsvFyrUWkj6+j+c9nF7nyuHJkIgeyjTmd0Fud2zsgo6depQum3rVofxEyY0tLa2abh27Rp4pTY3qLHgfEM1/WtQy+bN6fPPv7B0c3EdtXHjBqj60hhDZOM3SC1mZmarmrdsPezAwQMO06dOH5WUAudQQUcNGzZKPnTomB00HYhcoP2DhINmO8LqhcoUMAOEhATR6106mJeXl3MYN5XhvX379aXtO7bSO3361LIGQzx29ChsvcEJDD6AhczM/CYgpj2TnJgss7K2bdy4STOOl/Lb/81aVPY6z5ThlOEkVFKmJZ6JufDDb9Gs4dpBgwZHzJgRSaVlFRRUqzat/HYFffjhOEqGe2JmZgYdP3HWtHHT1mRqZk7mkChQpGqtRgYhnvLzi4q6d++Sfft2NM2bN88OxkC7hMQkGjf+w3xICqfANMLZwcbS0oq8fLwgbpsigoBDkZubM7t0+qDAp99IgJQjN1KQs4sLyZVyqu7uSsOGjqDp06dTeLsONeIT4ql9+3DonF2BtJYG6eS119rT8m+WU/9+fSRGCpVVetpdnKCsWL+/y+tEebVrB/0EQuk8edJElZOTo69CroQBNfwIxHpv2FycBI7/3W3vXgGh87kFJcqQOnUpOyONGjdpwjxZJgQGhphwHK+tZmezp9ebb3aaNWumau3aVY2Yrnj27LlgKkYpqCu5evUqmZuZ3eY4SVZAzcAGbVu3Ijc3hxRsIv+vV6jsWCzO72lAwKxdeAe6AI+0uqGGCDZGw4YNMFMqZQb1lb2DzQw8y3399dfpDtTPKEdHDB/uNm3adPeJEyeQp0d1Gjt2IrlX94jp0aNHdlxcQkO4Q1NY/QbUq1evi15eLqeat2hhwyQUE5WS3VF7UGxsLWQDB71HRhCnmHburV69YK+8cSK8Teszc+bO/XjB/EUGtfLkyZPAZHx2Xb8pNJ328UxTewf7xC5duyTFJSQ2+271GnJydqPWbdqRra01ozEDEwEd3Bk2bPQyqOw+/mwxDrRQ6X26aAm77Dkz7nbSmNEfjKnh6GD/6CVRvkaNGhtnzZrdx9mxWrqTU7Xj6Mr0LWhOFNCwuDpXO/fO233k27ZtDYyJjaGFiz6llm1bLUGdkyOHD5E3aVyP2rZsburlVl3avEVLCgoK2IffHoTUehqL9ar28UwZTmBgbeXo8ZPBWLwZfHKRg2Zq8+atzF09fEeZWtiur1u3vnzk+2O77939MzVp0kRXMyhUqFkzUKqUS8tHjhwp9fX1ZbaXvC6vdy+ws6tmYWysLAUBfP5uvz7tIZTU/PX0GfpwwkR15w7teqFecYsWLX0//+Kb6rUCgwodnR2Kli9f5YRLYpeAdHseWiC9l2f1zCVLllhiM0+VSrmy/v0HkERGO7u98YZFXl5BlwNHjlm27/g6vdE5fJKxmcnlAQP6L/Xy9Mx2cLAdPfi9oePPnL/YTQc1QK3A98m/Rg3mAGBAJrynAAyk55DB762BcbRHIphh1y7tU7p27fz17bjbLadERPTxcPfIQdUHzABt9GgzZsjgQRvUak1hmzbNCnAFNhIqiSBjE2U5JMCe3bu/8Ymbl88H165FU80aXuldu3b8AX3sA2Mb4+bmXuRRvfqPKpVx7Jw582xBKGwoou3mVaXIFzfuEw3CQr/esGFNK5WpGcOvNOD7jgED3u0JgaIAksJJPNMBl1fhrMaQrEvLlk18TUzmrzt65CjXuXMnSOMey+BZuRl3UUrMzCy2wenGqc1rHbI83ey7Ac/Txo4eN1utVSsXzJuz+OFpQnsx8J0+PUzz8uApAIm9Z89ut5s0b/YJtAgJfd5561qAf9Dc8orSggYN6o7G7+d8vGp4hgQHssuaGQ72dnlz583bcif5TvXy8op5zs7OV2xtTZmg9CCsDewv3w7q3/tScO2whXIpXxIU4MH6ud6uWctTCkuFMf7+g+cPxloGmhwwdvSIL7KysnLxPZbZbN/s3q2+QmHYMuNHfzDCtF34a9uLioqUYXWD2GVsFrstv3nLxvXxYXUy3N19OfCn5fj7Gvr4g7H3xS3zi33zM2U49UJrnWnUoNYX5Xpi9hPG5enEiUPvT4mMLMOW+ItUSr9MnDTBGZe56kO0fU9qYl1kraJmqLZn0MA+DBFYbCN1jzc6MJ/9N/GZjIUrwuJ3mRoZOb64tLy9ra3F+Dkzowx9s1ATI4YPnIc/WVy0+Ld7d2PRCBZcj2Ieib8XtC9Fve41fDyH4ussR6dqGYGB/uy5we6B3+qM+GDMJojZ33/1+YK5x04cZc982e8HD+1jf7/Tql37RJXCSGGNwaLswG9M3XC//3LU6QNHgGR47Cjs7Sw+xg/ZXp5em/HZjr8zUP8PvtT4vhVtGNOMxefGPSbELoeyfO1MNTYav+eV6chWKaFFeAZjpWGs9dxcXe4zL8HNzYVFYmBFlG4erLj4x7+BAHAqH/WGMon7Pi3gO4va0eaR9gMe+n4G9f3q4WIoKw+1Y1+bP9IXLVq8YO6fjQXtmFvy/XIJ7fauWv7VfTvkNnxndMMuQd/H6+uP9NP20Xc9/Dva3cX3n1Bn5yP9/GWMQrRhhzYW0eP+3BjDePCdwQb9BeFfRqMP20wfrsPaMlWbWO5B4JkynNmzo47hPezzhzI7KorZGAwFi9YJ/9TFou2992jLn6zOH/pB3TjUYcTBGMHDmz07qYx8qP3Dfz94jDbXHqn38G/n0W+7qKg57B2G8jBC4W8mzYz7Owy6x1AercOIZfdftUObHx/+7REkZmNgjOsP5R4zeviZyGj+bmHE3/4RAo/i3T81+Lv6j9vXn9Hbo/T3N/Tzj44yTzqev3knozeR5v4JSR76/ZkynH8zDiABE33vM5t/0+Rh5vCA2TxWw3+ofI+hPc0uxb5ECIgQECFQ5SHwwhlOlV8BEQAiBEQIiBCoIhAQGU4VWWhxmiIERAiIEHjREBAZzr9cAdh1mHFQ1Nf+S3iJ1UQIPE0IIOHhcDgZ+eQXV1CFlieVnAQTpWwmaDIH0eMjjBVGLIXHVw/bdJ/m+8W+ng4ERIZzD45jJ0xB+lh1L3OVcQMg7f+4MGbnFP00eszkbDNT2cCnbXx8Oksp9iJCoPJBAAc9u3OXo48ePXnRr1WT2rTphx0IKHqD+r7zNgUHeH+JGeeo1brmv56+2MrMhA9H/a6gz+jKB4nKMSOR4WAdIyIixqzfsncWIuHqenRt86dpBm/GxHlcvR7TsUWjYA2Qeogo7VQOAhBn8XJDICkpdeD677f6VatmW9QgtNaJ82fOvrb8qwUUXLMGYziGwWsqdMPOnfk1Jjcv19fJySkSj1j6D7G8hBCo8gwHzMNy/6HDI79fv5qGDRl8E2v0pyFhnBzsYpYtW+6flZ48cFrEuPmox+7MiEWEgAiBZwQB0KbVilXrh1+7eJremTvjirFC0tfX12NHq9bhDeVS6TQc+gw0aGurSg6t7f/pF1+vGbNl2y5TtGNpnx9Eo35GwxO7fQIIVHmGk5FTOHjz5q3Vg2v5UYc2LT/6M3Uag6uHu+O4duGtum7e8iMfG5vE7sSIp6gnQDixiQiBfwsBtVo79srVq06hYSEsvD/LIRWCvCN1WUoBHz9fty49ug3Gxf+T7F5dRERk3K+nzlH63TsdStX6Vqi749++R6z3/CBQpRkOTkI+5y5cfe/i+QvcG6932M0b8SfwrDYCDM7c9MNPZGdriRQF9uTnawgKOsrJsdonhXmZk0+cPNsa9doA0Q88v6US3yRCoGpBIC7prvRuWjrXrashq666tFStuHHjqtHBA/vI2MRsQEjdsAH9+r2dClpsjt93acoLBly+cCUkJzN9Mp4dA32yCCVieYkgUKUZDtbBurS0yNMUEavtHapHA0Fzhw59P2LVqpXt136/mczhCmODNAcLPv2MvN0cxlipjH+VcDq6HXMdqRK6e7xE6ygORYRApYPAzVtx+rS0dDJCOgJWduw6UpyQkGhIZGhnY0OfLvgEaUpUTsMG97dCVJMzpcVld7OzMkPycwvCXJwdEWKdRIbzkmFFVWc42owMlhvdnNy8fbiBA3rLV6xa98Fnny0R+vYboL1w7rTsJ2QuHDN2AmM4vKt7DWN7e1fKz82EZI9sU2IRISBC4JlBAIExqbykBIkRDVFr3NUVeQMSEcX9jW49TsyaMS0/Pf1Ox/27tlGrZvUMdleZXCljOa0MGdbEkDPPbF3+S8dVneEg9B6PJGllVFpcpEH62nl79+7iHJwcsz6ZPW3WJ5/MXxKfmEBODtVYcMECU1OFEctPLpNxyEdwPyPBfwG/2FaEgAiBv4KAl6sDEikiqy7yYaHY3LwZ3bqagwMNGjQgGpHjU5DCuWMh0oZIFQoDMRYW5GmMTYyRN064iK9/CJArQvnlgEBVZzgSGxsLZCJEIvWifOHU6Yt2sbFxXKtWrVj65+R45GMPQUIpb09XllKgPCcnS5OfX0DByF0DfvNoDo2XY0XFUYgQqCQQ8PBwJzt7G6SsNigTdAf37StGkkWTmjV89NejY5Qxt2OpY+c3yMPVowQ2m7qzZs8JTEq5S1m5hYgPHPXHTIeVBCav+jSqOsMpMje3TDcxs7SPi71dmpSQWJSPrJwNGoTJYaAMiImJRuI1CdLYnm9Sr16d6vGJiU7paalwJmhbgIXPeNUXXxy/CIGXGQLVHGxNnGCvOXv6HHXr0bOoQq3mkpMSCrIzc/LXrl49iKW77tThtUJEIMgoRKqSjMwct+Datal18wZmZ3479DJPrcqOrUozHJyCrr874L1vHKvZRRYUFLZ8+523zZZ+sZT279lro1ULM86ePYOUsiW0ds1aAsPxzcvNmarVasjW0vwo2opul1WWbMSJPw8IQE+2OygwqM/iJYstY25ce2vEiOHm8+fNVUyKmD0h5U4iDej/bk7t4IAeTPvwy/6DPa5evUEfjhtzG0ngmEpNLC8hBKo0w2Hr4epsnx1aN4QOHz7azNPLncaPH0efL/0KhkojatUqnCzMTalb99cr4CQwHpkNzZGyWl+nTsiMCxcezbP0Eq6uOCQRAq8wBHCo29e7d9/+9Rs22n7h4tUegwb0FcrLSpEd3pjr/U7v4hrejiyT6NEJE6fsiolLau/r76v2963ZSQxt8/IuepVnOFiaL0LD6rrE3L49/syZizTkvcHLq7t5tJLJFFcsLS2yPLyqwwXT/OcbN2I/dq1eg69Xv8mO5cu/OvfyLqk4MhEClQcCXl7uR9/p0+dKQUFJLYmE7zd6tCGnYhN8NjJmw77kF5ckBQbVpbD69X5et265GEftJV7+Ks9w7gXinNC5Q6ftdzPzNPPmfnIWBkgHPE8zrNv+31evWbMOiQ0btzCtU8vlbNR1kd+8xDgtDq0SQQB0mH/vYifL7nvq3tTWPjzFb75YMhx11uHZ2WOH/jKpbiWCyqs7lf8DBU0E3tMome4AAAAASUVORK5CYII=)
Question 30.A convex mirror with a radius of curvature of 3m is tried as rear view in an automobile. If a bus is located at 5m from this mirror, find the position, nature and size of the image. (AS7)
Answer:Radius of curvature (R) = 3 m
Focal length (f) = R/2 = 3/2 m Image distance(v)= ?
Object image (u) = - 5 m
Using mirror formula : ![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
v = 15/13 m = 1.15 m
Thus, the image will be formed behind the mirror at a distance of 1.15 m from the mirror. The image is virtual, erect & diminished.
Question 31.An object is placed at a distance of 10cm from a convex mirror of focal length 15cm. Find the position and nature of the image. (AS7)
Answer:Focal length (f) = 15 cm
Image distance(v)= ?
Object image (u) = - 10cm
Using mirror formula : ![](data:image/png;base64,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)
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v = 150/25 cm = 6cm
Thus, the image will be formed behind the mirror at a distance of 6 cm from the mirror. The image is virtual, erect & diminished.
State the laws of reflection of light. (AS1)
Answer:
Laws of reflection holds for regular reflection only. The light ray is incident on a plane mirror and is reflected via another path as shown in the figure. The point where the light intersects the surface of the mirror is called the point of incidence. The line drawn through the point of incidence which is perpendicular to the mirror is called the normal. The angle formed by the incident ray & the normal is called angle of incidence (i). The angle subtended by the normal & the reflected ray is known as angle of reflection(r). We live in a three-dimensional space. But we experience some activities in two-dimensional space. This two-dimensional space is called plane.
The Laws of Reflection states that:
First law : The angle of incidence is equal to the angle of reflection (i = r).
Second law : The incident ray, reflected ray and the normal at the point of incidence are in the same plane. This plane is called the plane of incidence.
Question 2.
How do you find the focal length of a concave mirror? (AS1)
Answer:
A mirror is called a concave mirror if its reflecting side bulges inwards. A concave mirror often referred as converging mirror as it converges the light rays after reflection.
Focus is the point where the incident parallel rays converge, after reflection from the mirror, at a distance of R/2 from the mirror where R = radius of curvature.
Focal length is defined as the image distance when the object is at infinity.
Aim: To find the focal length of a concave mirror
Apparatus required: concave mirror, meter scale, a white screen, Mirror holder, a distant object
Procedure: Set up the apparatus near a window so to get a distant object. Mount the concave mirror on the mirror holder. Now place the meter scale on the table and keep the mirror at a distance of 5 cm mark on the meter scale facing the object. Place the white screen in between the mirror and the distant object through the meter scale. Now move the screen until you get a sharp, diminished & inverted image of the distant object. Make sure the mirror & the screen have the same height. Mark the point on the scale where you get the desired image. The difference between the mirror mark & the screen mark will give the focal length.
Observation:
Question 3.
Where will the image form when we place an object, on the principal axis of a concave mirror at a point between focus and center of curvature? (AS1)
Answer:
To find the image, we have to use the graphical method which states the following rules:
• A ray parallel to the principal axis, after reflection, passes through the focus.
• A ray incident towards or away from the center of curvature is reflected back along its original path.
• A ray incident at pole at an angle i is reflected at an angle i.
• A ray through the focus is reflected parallel to the axis.
So following the above rules, draw the ray diagram of the convene mirror when the object is placed between focus & center of curvature.
Draw a ray parallel to the principal axis from the tip of the object AB. The reflected ray will pass through the focus. Now, draw a ray passing through focus and the reflected ray will be parallel to principal axis. Draw the image where the two reflected rays meet. In the figure, BA is the image formed. Through the ray diagram we get to know that when an object is placed between center of curvature (C) & focus (F) then image is formed between infinity & center of curvature. The nature of image is real, inverted & enlarged.
Question 4.
Find the distance of the image when an object is placed on the principal axis at a distance of 10cm in front of a concave mirror whose radius of curvature is 8 cm. (AS1)
Answer:
object distance (u) = -10cm image distance (v) = ?
Radius of curvature (R) = -8cm
Focal length (f) = R/2 = -8/2 = -4cm
Using mirror formula:
v = -40/6 cm = -6.67cm
The negative sign denotes that the image will be formed on the left side of the mirror that is on the same side as that of the object.
Question 5.
State the differences between convex and concave mirrors. (AS1)
Answer:
Question 6.
Distinguish between real and virtual images. (AS1)
Answer:
Question 7.
How do you get a virtual image using a concave mirror? (AS1)
Answer:
When the object is placed between focus and pole, then principal rays are drawn through the object. The first ray is drawn through the center of curvature and the second ray is incident parallel to the principal axis which passes through focus after reflection. Both the reflected rays when produced further does not meet at a point. So, both the reflected rays are produced backward beyond the mirror so as to meet at a point. At this point, we get an image which cannot be obtained on a screen. This image is virtual, erect and enlarged.
Question 8.
What do you know about the terms given below related to spherical mirrors? (AS1)
a) Pole: b) Centre of curvature:
c) Focus: d) Radius of curvature:
e) Focal length: f) Principle axis:
g) Object distance: h) Image distance:
i) Magnification:
Answer:
a) Pole: Pole is the mid-point of the spherical mirror. It’s a point where the principal axis meets the mirror.
b) Centre of curvature: It is the center of the sphere of which the mirror is a small section.
c) Focus: When parallel rays are incident on the mirror, the reflected rays converge to or diverge from a point. This point is called the focus.
d) Radius of curvature: It is the radius of the sphere of which the mirror is a small section.
e) Focal length: Focal length is the distance between the pole & the principal focus. Also, its half the radius of curvature.
f) Principle axis: The principle axis is the line passing through the center of curvature and the pole. It extends infinitely on both sides.
g) Object distance: The distance of the object from the pole is called the object distance.
h) Image distance: The distance of the image from the pole is called the image distance.
i) Magnification: It is defined as the ratio of image height to the object height.
Alternatively, it is the ratio of image distance to the object distance.
Question 9.
Write the rules for sign convention. (AS1)
Answer:
The sign conventions which are used while studying positions of object & image differs from books to books. But most commonly, Cartesian sign conventions are used. The pole is taken as a reference point. The rules for sign conventions are:
• The diagrams are drawn with the incident light travelling from left to right.
• The distances are measured by taking pole as the origin.
• The distances measured in the direction of incident light are taken positive while those measured in the direction opposite to it are taken as negative.
• Heights measured upward and perpendicular to the principal axis are taken as positive while those measured downwards are negative.
• Angles measured clockwise with optic axis as reference are negative and angles measured anti-clockwise as positive.
Question 10.
The magnification produced by a plane mirror is +1. What does this mean? (AS1)
Answer:
Magnification refers to the ratio of image height to object height. In case of a plane mirror, the image produced is of the same size as that of the object. Also, the distance of the image behind the mirror is same as the distance of an object in front of the mirror.
Magnification:
m =
Question 11.
Imagine that spherical mirrors were not known to human beings. Guess the consequences. (A52)
Answer:
New inventions are discovered everyday in order to make life easy & comfortable while others are invented in order to fulfill our day to day needs. A world without spherical mirrors would be a world in dark. If spherical mirrors are not known to humans then the consequences are:
a. Convex mirrors are used in as the rear side view mirror so as to get a wider view of the vehicles coming behind. If plane mirrors are used instead of convex mirrors, we would not be able to get a wider view.
b. Plane mirror cannot magnify the image. Convex mirrors has the ability to magnify the image of the object. In the absence of it, magnifying glass cannot be made.
c. We will not be able to explore our galaxy if spherical mirrors are not discovered as telescopes use lenses which are made with the help of these mirrors.
d. Surveillance mirrors used in many showrooms to keep an eye on people are made up of spherical mirror. Thus, this application would not be available if these mirrors are not known.
e. Solar cookers use concave mirrors to concentrate the sun rays on a point. If concave mirrors were not known then we would not be able to use this conventional source of energy.
Question 12.
By observing steel vessels and different images in them; Surya, a third-class student, asked his elder sister Vidya some questions. What may be those questions? (AS2)
Answer:
Surya must have observed different images at different distances. So, he may ask his sister:
1. Why my face is inverted when the inner side of the vessel is placed farther from my face?
2. Why my face is enlarged when observed on outer side of vessel?
3. Why my face is bulging inwards or outwards?
4. Can we use it as a mirror?
Question 13.
How do you verify the 1st law of reflection of light with an experiment? (AS3)
Answer:
First law : The angle of incidence is equal to the angle of reflection (i = r).
Objective: To prove first law of reflection
Required Materials: mirror strip, soft board, white paper, protractor, pencil, pins, Ruler
Procedure:
1. Affix the white sheet on the board with the help of 4 pins.
2. Place the mirror strip on the paper & trace its edges.
3. Draw a line perpendicular to the edge of the mirror so that it can act as a normal.
4. Draw an angle i = 30 degree with respect to the normal which will act as an angle of incidence . Place the pins P & Q on this line.
5. Place your eye to the line coinciding with the image of the incident line and place the pins R & S.
6. Remove the pins R & Q and join the dots.
7. Measure the angle with respect to the normal. This angle will be angle of reflection r.
8. Repeat the experiment with angles I = 45-degree, 50 degree.
Question 14.
How do you verify the 2nd law of reflection of light with an experiment? (AS3)
Answer:
Second law : The incident ray, reflected ray and the normal at the point of incidence are in the same plane. This plane is called the plane of incidence.
Objective: To prove second law of reflection
Required Materials: mirror strip, soft board, white paper, protractor, pencil, pins, Ruler
Procedure:
1. Pin the white sheet of paper on the drawing board. Place the plane mirror on it and trace its outline on the paper.
2. Draw a line perpendicular to the edge of the mirror so that it can act as a normal.
3. Now place the mirror again on the outline. The normal will be reflected clearly on the mirror.
4. Place two pins in a straight line on one side of the normal on the white sheet of paper.
5. Place two pins on the other side of the normal in such a way that these two pins are in a straight line with the reflection of the two pins on the other side of the normal.
6. Now remove the mirror and the pins and join the pin marks to the normal.
7. If we consider one line as incident ray & other as reflected ray then we conclude that the incident ray, the reflected ray & the normal all lie on the same plane.
Question 15.
What do you infer from the experiment which you did with concave mirrors and measured the distance of object and distance of image? (A53)
Answer:
We can draw the below inference from the experiment done with concave mirror & candle:
Question 16.
Find the plane of the reflection experimentally for the incident ray which passes through the heads of the pins pierced in front of the mirror. (AS3)
Answer:
Objective: To find the plane of reflection
Required Materials: mirror strip, soft board, white paper, protractor, pencil, pins, Ruler
Procedure:
1. Pin the white sheet of paper on the drawing board. Place the plane mirror on it and trace its outline on the paper.
2. Draw a line perpendicular to the edge of the mirror so that it can act as a normal.
3. Now place the mirror again on the outline. The normal will be reflected clearly on the mirror.
4. Place two pins in a straight line on one side of the normal on the white sheet of paper.
5. Place two pins on the other side of the normal in such a way that these two pins are in a straight line with the reflection of the two pins on the other side of the normal.
6. Now remove the mirror and the pins and join the pin marks to the normal.
7. If we consider one line as incident ray & other as reflected ray then we conclude that the incident ray, the reflected ray & the normal all lie on the same plane and the sheet represents the plane of reflection.
Question 17.
Collect information about the history of spherical mirrors in human civilization. Display it in your class room. (AS4)
Answer:
History of Spherical Mirrors in Human Civilization
1. In ancient times people used to see their reflection in water and thus use it to groom themselves.
2. In stone age, polished stones replaced the pool of water. Obsidian is the required stone which occur naturally in volcanic eruption.
3. When metals were found & people got to know about its usage, then these stones were replaced by metal mirrors. Mirrors of polished copper were crafted in Mesopotamia from 4000 B.C. and in ancient Egypt from around 3000 B.C.
4. As metal & stone mirrors does not provide the desired result hence Chinese people started making mirrors using silver mercury amalgams.
5. Venice in 16th century, became the centre of mirror production using this new technique.
6. Parabolic mirrors were described and studied in classical antiquity by the mathematician Diodes in his work on burning mirrors.
7. Ptolemy conducted a number of experiments with curved polished iron mirrors. He also discussed plane, convex, concave and spherical mirrors in his optics.
Question 18.
Think about the objects which act as a concave or convex mirrors in your surroundings. Make a table and display it in your class room. (AS4)
Answer:
Question 19.
How will our image be in concave and convex mirrors? Collect photographs and display in your class room. (AS4)
Answer:
Concave & convex mirrors have certain properties. The size and position of images change in concave mirrors but in convex mirrors the size and position remain fixed that is erect & diminished. In museums, we see our image in these mirrors and laugh at our image as sometimes we appear large and sometimes a dwarf.
Question 20.
Draw and explain the process of formation of image with a pinhole camera'?
Answer:
A pinhole camera is a simple camera without lens. It is made by taking a box in which is completely light proof that is dark with a small hole at one side. Light from the object enters this extremely small hole & projects an inverted image on the opposite side of the box. The size of the hole should be 1/100 or less of the distance between it and the projected image. If the hole is too small then it would result in diffraction and if it’s too large then we will see the object as it is. Pin hole camera works on the principle called rectilinear theory of light which states that light travels in a straight path.
1. The tree is being enlightened by sunlight. So the whole tree act as a source of light.
2. Light from the top of the tree enters the hole and goes straight towards the bottom of the screen.
3. Light from the bottom of the tree enters the hole and goes straight towards the top of the screen.
4. So, in this way light coming from the tree which travels in a particular direction enters the pinhole & light which travels in other directions were blocked.
5. This creates a sharp inverted image of the object.
Question 21.
Draw suitable rays by which we can guess the position of the image formed by a concave mirror. (AS5)
Answer:
There are principal rays which help guessing the position of image. With the help of two principal rays we can guess the position of image as the reflected rays meet at the point of image formation. Those principal rays are:
• A ray parallel to the principal axis , after reflection, passes through the focus.
• A ray incident towards or away from the centre of curvature is reflected back along its original path.
• A ray incident at pole at an angle i is reflected at an angle i.
• A ray through the focus is reflected parallel to the axis.
Question 22.
Show the formation image with a ray diagram when an object is placed on the principal axis of a concave mirror away from the center of curvature. (AS5)
Answer:
Question 23.
Make a solar heater/cooker and explain the process of making. (AS5)
Answer:
Solar heater/cooker is exceptionally good medium to use solar energy. It is a conventional source of energy which reduces the consumption of non-conventional sources of energy like coal, natural gas etc.
Steps included to make a solar heater/cooker are:
• Take a wooden box which has handle for transportation and a lid is attached with this box with double hinges.
• Cover the inner side of the lid with aluminum foil/concave mirror which will act as a reflector. It will reflect the rays of the sun.
• Line the bottom of the box with black construction paper—black absorbs heat. The black surface is where the food will be set to cook.
• Affix glass plate on the inner side of the box in order to insulate the wooden box so that heat is trapped in the box.
• Place the food to be cooked inside the box and turn the reflector lid towards the sun.
Question 24.
To form the image on the object itself, how should we place the object in front of a concave mirror? Explain with a ray diagram. (AS5)
Answer:
When the object is placed on the center of curvature in front of the concave mirror, the rays parallel to the principal axis passes through the focus. Another incident ray which passes through the focus after reflection will be parallel to the principal axis. The two reflecting rays meet at center of curvature thus image is formed there.
Question 25.
How do you appreciate the role of spherical mirrors in daily life? (A S6)
Answer:
Spherical mirrors plays an important role in our day to day life. Its uses includes:
• Concave mirrors are used in headlights of automobile, torch so that the light spreads on a wider surface thus creating wider vision.
• Solar cookers use concave mirror as reflectors to concentrate sun rays on a point to increase the temperature of the box
• Rear side view mirror uses convex lens to get a wider view of the road and vehicles coming behind.
•Concave mirrors are used in satellite dishes, They are used in telescopes , Dentist and ENT doctors use them to obtain a larger image than the original of the teeth , ear or skin etc .
•The convex mirror is suitable for convenient shop and big supermarket and any other corner where need anti-thief , It is used in the turning off the road and parking.
Question 26.
How do you appreciate the use of reflection of light by a concave mirror in making of TV antenna dishes? (AS6)
Answer:
Light rays coming from very distant areas are considered as parallel rays. When parallel light rays are incident on the concave mirror, they are converged at the focus of the mirror. Antennas are used for communication and they use electromagnetic waves to communicate. So electromagnetic waves coming from satellites or other dish antennas located at long distances act as parallel waves and are incident on the TV dish antennas (concave mirror) and gets reflected towards focus. At the focal point, some circuit is present to absorb electromagnetic energy and converts the signal into voltage.
Question 27.
Have you ever observed the image of the sky in rain water pools on earth? Explain the reflection of light in this context. (AS6)
Answer:
The surface of Rain water pools acts as a concave mirror. Light rays coming from the sky act as parallel rays and strike the surface of water. Thus, the image of sky appears diminished and often inverted.
Question 28.
Discuss the merits and demerits of using mirrors in building elevation. (AS7)
Answer:
Now a day’s mirrors are used in building elevation to make it look more attractive. But there are always pros & cons of using a thing. Similarly using mirrors in buildings also include some merits as well as demerits:
MERITS:
• Mirrors used on the walls of building helps in reflecting sunlight in order to keep the interior surface cool.
• It helps in keeping privacy. People moving outside will not be able to see what is happening inside the building.
• They do not rust in moist air. In rainy season,the water wll not get clogged on the surface
DEMERITS:
• Mirrors are expensive. So to cover the building is an expensive task.
• Mirrors are brittle in nature thus chances of accident increases.
Question 29.
Why do we prefer a convex mirror as a rear-view mirror in the vehicles? (AS7)
Answer:
Convex mirror has an unusual property that is the object may be at any position but the image will be diminished & erect. If concave mirrors are used in rear view mirror then the position of image differs according to the position of the object. Moreover, the image may be enlarged & inverted which will create problem while driving. There is one more reason why convex mirrors are used in rear view mirror. It provides a wider view of the road behind the vehicle. Thus, the driver can analyze the road and the vehicles coming behind.
Question 30.
A convex mirror with a radius of curvature of 3m is tried as rear view in an automobile. If a bus is located at 5m from this mirror, find the position, nature and size of the image. (AS7)
Answer:
Radius of curvature (R) = 3 m
Focal length (f) = R/2 = 3/2 m Image distance(v)= ?
Object image (u) = - 5 m
Using mirror formula :
v = 15/13 m = 1.15 m
Thus, the image will be formed behind the mirror at a distance of 1.15 m from the mirror. The image is virtual, erect & diminished.
Question 31.
An object is placed at a distance of 10cm from a convex mirror of focal length 15cm. Find the position and nature of the image. (AS7)
Answer:
Focal length (f) = 15 cm
Image distance(v)= ?
Object image (u) = - 10cm
Using mirror formula :
v = 150/25 cm = 6cm
Thus, the image will be formed behind the mirror at a distance of 6 cm from the mirror. The image is virtual, erect & diminished.